diff --git a/injection/elena-zmax-rc1/cad/303_Front_x1_10mm_FERRO.SLDPRT b/injection/elena-zmax-rc1/cad/303_Front_x1_10mm_FERRO.SLDPRT index 4a816f68f..696777a07 100644 --- a/injection/elena-zmax-rc1/cad/303_Front_x1_10mm_FERRO.SLDPRT +++ b/injection/elena-zmax-rc1/cad/303_Front_x1_10mm_FERRO.SLDPRT @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:252dd70b33fe0191733e3851ac0ffa55f8caa9f373a9ace40976b07c378cc320 -size 162148 +oid sha256:6f8529db4aec54e30657455fc4fdf0b6e103a30fc2ccafd28d76145f581c2ad5 +size 140099 diff --git a/injection/elena-zmax-rc1/cad/EDC-450-RC2.SLDASM b/injection/elena-zmax-rc1/cad/EDC-450-RC2.SLDASM index f62c3da91..34ca0166f 100644 --- a/injection/elena-zmax-rc1/cad/EDC-450-RC2.SLDASM +++ b/injection/elena-zmax-rc1/cad/EDC-450-RC2.SLDASM @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:db67dddae7ae649d591b96e6ba1b96405cb536cc74025d1e9116dd800d5e9223 -size 2938793 +oid sha256:574907617f9637c3ad570ab98a5cb9e75eea067c3b9c6d8d48f7ba6a70157930 +size 2907182 diff --git a/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.EASM b/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.EASM index e7a43605e..a457ee47b 100644 Binary files a/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.EASM and b/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.EASM differ diff --git a/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.SLDASM b/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.SLDASM index cef427dfe..81c50cf3d 100644 --- a/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.SLDASM +++ b/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.SLDASM @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:a46e7406c95ac0a620e96f93c207a21e0b82c037c4db86b1975ac158e231a412 -size 12345174 +oid sha256:f4802c655b00925136c45fac7545d20c1497194c99d0b946a827abf6565c580e +size 12430407 diff --git a/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.html b/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.html index d98c8a564..899d82d54 100644 --- a/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.html +++ b/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.html @@ -8360,7 +8360,7 @@ var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){fun // Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved. var __extends=this&&this.__extends||function(){var extendStatics=function(d,b){extendStatics=Object.setPrototypeOf||{__proto__:[]}instanceof Array&&function(d,b){d.__proto__=b}||function(d,b){for(var p in b)if(b.hasOwnProperty(p))d[p]=b[p]};return extendStatics(d,b)};return function(d,b){extendStatics(d,b);function __(){this.constructor=d}d.prototype=b===null?Object.create(b):(__.prototype=b.prototype,new __)}}();var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]=this.mSelObjs.length)return[2,null];this.dehighlightAllTemporaryEntity();toRemove=this.mSelObjs[idx];this.mSelObjs.splice(idx,1);if(!utils.isNumber(this.isItemSelected(toRemove))){this.deColorEntity(toRemove)}return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 1:updated=_a.sent();if(!(updated||this.mSelObjs.length===0))return[3,3];return[4,this.resetImmediateResults()];case 2:_a.sent();return[3,4];case 3:this.mAuxGeoImmediate.regeneratePicks(this.mSelObjs);_a.label=4;case 4:this.updatePanelResult();return[2,toRemove]}}))}))};eDwMeasureEntities.prototype.setSelectedEntityColor=function(iColor){this.mSelMeasureEntColor=iColor};eDwMeasureEntities.prototype.setMeasureUnit=function(iUserUnits){var _this=this;this.mViewer.getModel().setUserUnits(iUserUnits);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.resetImmediateResults()];case 1:_a.sent();return[2]}}))}))})();this.mAuxGeoSelected.syncUnits();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePointToPoint=function(iEnable){eDwMeasureEntities.PointToPoint=iEnable;this.reset();this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updateDelta=function(iEnable){eDwMeasureEntities.ShowDelta=iEnable;this.mAuxGeoSelected.updateResultLabels();this.mAuxGeoImmediate.updateResultLabels();this.updatePanelResult();this.mViewer.getHCMarkupManager().refreshMarkup()};eDwMeasureEntities.prototype.updatePanelResult=function(){var userUnits=this.mViewer.getModel().getUserUnits();this.mPanelInfo.updatePanelResult(this.mSelObjs,userUnits)};eDwMeasureEntities.prototype.reset=function(){this.deColorAll();this.mAuxGeoSelected.reset();this.mAuxGeoImmediate.reset();this.mSelObjs=[];this.updatePanelResult()};eDwMeasureEntities.prototype.draw=function(){this.mAuxGeoSelected.draw();this.mAuxGeoImmediate.draw()};eDwMeasureEntities.prototype.getClassName=function(){return"eDwMeasureEntities"};eDwMeasureEntities.prototype.isItemSelected=function(iSelObj){if(utils.isNumber(iSelObj.getIDHC())){for(var i=0;i0){result=new MeasureResultString("Info","Invalid combination");ioAuxGeo.addMessage(result,iSelObjs[n-1].getPosition(),eDwTypes_1.HC.Color.red())}ioAuxGeo.updateResultLabels();return[2,isValid]}}))}))};eDwMeasureEntities.prototype.updateSingleVert=function(iSelObjs){if(1!==iSelObjs.length)return false;var vertObj=iSelObjs[0];return vertObj.getPointEntity()?true:false};eDwMeasureEntities.prototype.updateSingleEdge=function(iSelObjs){if(1!==iSelObjs.length)return false;var edgeObj=iSelObjs[0];if(edgeObj.getLineEntity())return true;return false};eDwMeasureEntities.prototype.updateSingleFace=function(iSelPropsHC,iSelObjs){if(1!==iSelObjs.length)return false;var faceObj=iSelObjs[0];var faceProp=iSelPropsHC[0];if(!faceObj.getFaceEntity()||!faceProp)return false;if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.CylinderElement){return true}else if(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement){return true}return false};eDwMeasureEntities.prototype.updateVertVert=function(iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(iSelObjs[0].getPointEntity()&&iSelObjs[1].getPointEntity()){var vertObj0=iSelObjs[0];var vertObj1=iSelObjs[1];if(vertObj0.equals(vertObj1))return false;iAuxGeo.setByVertexVertex(vertObj0,vertObj1);return true}return false};eDwMeasureEntities.prototype.updateVertEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;var edgeProp=iSelPropsHC[0];var edgeObj=iSelObjs[0];var vertObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getPointEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];vertObj=iSelObjs[0]}if(!vertObj.getPointEntity())return false;if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByVertexLine(vertObj,edgeProp,edgeObj);return true}else if(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByVertexCircle(vertObj,edgeProp,edgeObj);return true}return false};eDwMeasureEntities.prototype.updateVertFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var vertObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];vertObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getPointEntity()&&iSelObjs[0].getFaceEntity()){vertObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!vertObj.getPointEntity())return[2,false];if(!(faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByVertexPlane(vertObj,faceProp,faceObj,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var edgeProp,edgeObj,faceProp,faceObj,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];edgeProp=iSelPropsHC[0];edgeObj=iSelObjs[0];faceProp=iSelPropsHC[1];faceObj=iSelObjs[1];if(iSelObjs[1].getLineEntity()&&iSelObjs[0].getFaceEntity()){edgeProp=iSelPropsHC[1];edgeObj=iSelObjs[1];faceProp=iSelPropsHC[0];faceObj=iSelObjs[0]}if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,1];iAuxGeo.setByPlaneLine(faceProp,edgeProp,faceObj,edgeObj);return[2,true];case 1:if(!(edgeProp instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,3];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 2:minDistInfo=_a.sent();iAuxGeo.setByCirclePlane(edgeProp,faceProp,edgeObj,faceObj,minDistInfo);return[2,true];case 3:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdgeEdge=function(iSelPropsHC,iSelObjs,iAuxGeo){if(2!==iSelObjs.length)return false;if(!iSelObjs[0].getLineEntity()||!iSelObjs[1].getLineEntity()){return false}var edgeObj0=iSelObjs[0];var edgeProp0=iSelPropsHC[0];var edgeObj1=iSelObjs[1];var edgeProp1=iSelPropsHC[1];if(edgeObj0.equals(edgeObj1))return false;if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByLineLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.LineElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleLine(edgeProp1,edgeProp0,edgeObj1,edgeObj0)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.LineElement){iAuxGeo.setByCircleLine(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}else if(edgeProp0 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement&&edgeProp1 instanceof eDwTypes_1.HC.SubentityProperties.CircleElement){iAuxGeo.setByCircleCircle(edgeProp0,edgeProp1,edgeObj0,edgeObj1)}this.updateEdges(iSelPropsHC,iSelObjs,iAuxGeo);return true};eDwMeasureEntities.prototype.updateFaceFace=function(iSelPropsHC,iSelObjs,iAuxGeo){return __awaiter(this,void 0,void 0,(function(){var faceObj0,faceProp0,faceObj1,faceProp1,minDistInfo;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,false];if(!iSelObjs[0].getFaceEntity()||!iSelObjs[1].getFaceEntity()){return[2,false]}faceObj0=iSelObjs[0];faceProp0=iSelPropsHC[0];faceObj1=iSelObjs[1];faceProp1=iSelPropsHC[1];if(faceObj0.equals(faceObj1))return[2,false];if(!faceObj1.getFaceEntity()||!faceProp1)return[2,false];if(!(faceProp0 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_1.HC.SubentityProperties.PlaneElement))return[3,2];return[4,eDwSelObj.getMinDistInfo(iSelPropsHC,iSelObjs,this.mViewer.getModel())];case 1:minDistInfo=_a.sent();iAuxGeo.setByPlanePlane(faceProp1,faceProp0,faceObj1,faceObj0,minDistInfo);return[2,true];case 2:return[2,false]}}))}))};eDwMeasureEntities.prototype.updateEdges=function(iSelPropsHC,iSelObjs,ioAuxGeo){var n=iSelObjs.length;var len=0;var ids=[];for(var i=0;i1){var result=new MeasureResultDistance("Total Length",len);pos=iSelObjs[n-1].getPosition();ioAuxGeo.addOtherResult(result,pos);return true}return false};eDwMeasureEntities.prototype.highlightEntityAt=function(iIndex,iHighlight){if(iHighlight===void 0){iHighlight=true}var n=this.mSelObjs.length;if(iIndex<0||iIndex>=n)return;eDwMeasureEntities.highlightEntity(this.mSelObjs[iIndex],this.mViewer.getModel(),iHighlight)};eDwMeasureEntities.prototype.addAllForEntity=function(iSelObj){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.addObjs(iSelObj)];case 1:_a.sent();return[4,this.updateResult(this.mSelObjs,this.mAuxGeoSelected)];case 2:_a.sent();return[4,this.resetImmediateResults()];case 3:_a.sent();this.colorEntity(iSelObj);return[2,true]}}))}))};eDwMeasureEntities.PointToPoint=false;eDwMeasureEntities.ShowDelta=false;return eDwMeasureEntities}(eDwTypes_1.HC.Markup.MarkupItem);var LabelItem=function(_super){__extends(LabelItem,_super);function LabelItem(iViewer,iLabel){var _this=_super.call(this)||this;_this.mLabel=iLabel;return _this}LabelItem.prototype.setStringContent=function(){this.mLabel.setStringContent()};LabelItem.prototype.draw=function(){this.mLabel.drawLabel()};LabelItem.prototype.hit=function(iPos){var box=this.mLabel.getLabelBox();if(!box)return false;var xMin=box.Min.x;var xMax=box.Max.x;var yMin=box.Min.y;var yMax=box.Max.y;return iPos.x<=xMax&&iPos.x>=xMin&&iPos.y<=yMax&&iPos.y>=yMin};LabelItem.prototype.onDragStart=function(iPos){this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragMove=function(iPos){var delta=eDwTypes_1.HC.Point2.subtract(iPos,this.mDragPos);var endPos=this.mLabel.getLeaderEndPos();if(!eDwGeomUtils.isValidHCPoint(endPos)||!eDwGeomUtils.isValidHCPoint(delta))return true;endPos.add(delta);this.mLabel.setLeaderEndPos(endPos);this.mDragPos=iPos.copy();return true};LabelItem.prototype.onDragEnd=function(iPos){return true};return LabelItem}(eDwTypes_1.HC.Markup.MarkupItem);var MeasureResultItem=function(){function MeasureResultItem(iName){this.mName=iName}Object.defineProperty(MeasureResultItem.prototype,"Value",{get:function(){return":NOVALUE:"},enumerable:false,configurable:true});Object.defineProperty(MeasureResultItem.prototype,"Name",{get:function(){return this.mName},enumerable:false,configurable:true});return MeasureResultItem}();var MeasureResultString=function(_super){__extends(MeasureResultString,_super);function MeasureResultString(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue;return _this}Object.defineProperty(MeasureResultString.prototype,"Value",{get:function(){return this.mValue},enumerable:false,configurable:true});return MeasureResultString}(MeasureResultItem);var MeasureResultNumber=function(_super){__extends(MeasureResultNumber,_super);function MeasureResultNumber(iName,iValueKind){var _this=_super.call(this,iName)||this;_this.mValueKind=iValueKind;return _this}Object.defineProperty(MeasureResultNumber.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue,this.mValueKind)},enumerable:false,configurable:true});return MeasureResultNumber}(MeasureResultItem);var MeasureResultDistance=function(_super){__extends(MeasureResultDistance,_super);function MeasureResultDistance(iName,iValue){var _this=_super.call(this,iName,cLength)||this;_this.mValue=iValue;return _this}return MeasureResultDistance}(MeasureResultNumber);var MeasureResultArea=function(_super){__extends(MeasureResultArea,_super);function MeasureResultArea(iName,iValue){var _this=_super.call(this,iName,"Area")||this;_this.mValue=iValue;return _this}return MeasureResultArea}(MeasureResultNumber);var MeasureResultAngle=function(_super){__extends(MeasureResultAngle,_super);function MeasureResultAngle(iName,iValue){var _this=_super.call(this,iName,"Angle")||this;_this.mValue=iValue;return _this}return MeasureResultAngle}(MeasureResultNumber);var MeasureResultPoint3D=function(_super){__extends(MeasureResultPoint3D,_super);function MeasureResultPoint3D(iName,iValue){var _this=_super.call(this,iName)||this;_this.mValue=iValue.copy();return _this}Object.defineProperty(MeasureResultPoint3D.prototype,"Value",{get:function(){return l_Model.getValueWithUnit(this.mValue.x,"Length")+","+l_Model.getValueWithUnit(this.mValue.y,"Length")+","+l_Model.getValueWithUnit(this.mValue.z,"Length")},enumerable:false,configurable:true});return MeasureResultPoint3D}(MeasureResultItem);var MeasureLabelItem=function(){function MeasureLabelItem(iViewer,iResult,iColor){this.mViewer=iViewer;this.mResult=iResult;this.mColor=iColor;this.mNameTextBox=undefined;this.mValueTextBox=undefined;this.mNameBox=undefined;this.mValueBox=undefined}MeasureLabelItem.prototype.drawItem=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();if(this.mNameBox)renderer.drawRectangle(this.mNameBox);if(this.mValueBox)renderer.drawRectangle(this.mValueBox);if(this.mNameTextBox)renderer.drawTextBox(this.mNameTextBox);if(this.mValueTextBox)renderer.drawTextBox(this.mValueTextBox)};MeasureLabelItem.prototype.setPosition=function(ioPos,iNameWidth,iValueWidth){if(!this.mNameBox||!this.mValueBox||!this.mNameTextBox||!this.mValueTextBox){this.mNameBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mNameBox.setFillColor(this.mColor?this.mColor:cGreyColor);this.mValueBox=new eDwTypes_1.HC.Markup.Shape.Rectangle;this.mValueBox.setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mNameTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setStrokeWidth(0);this.mNameTextBox.getTextPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mNameTextBox.getBoxPortion().setFillOpacity(0);this.mNameTextBox.getTextPortion().setFontFamily("arial");this.mValueTextBox=new eDwTypes_1.HC.Markup.Shape.TextBox;this.mValueTextBox.getBoxPortion().setFillColor(eDwTypes_1.HC.Color.white());this.mValueTextBox.getBoxPortion().setStrokeWidth(0);this.mValueTextBox.getTextPortion().setFillColor(cGreyColor);this.mValueTextBox.getBoxPortion().setFillOpacity(0);this.mValueTextBox.getTextPortion().setFontFamily("arial")}var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=renderer.measureTextBox(this.mNameTextBox);var valueSize=renderer.measureTextBox(this.mValueTextBox);var height=Math.max(nameSize.y,valueSize.y);this.mNameBox.setSize(new eDwTypes_1.HC.Point2(iNameWidth,height));this.mValueBox.setSize(new eDwTypes_1.HC.Point2(iValueWidth,height));var namePos=ioPos.copy();var valuePos=ioPos.copy();valuePos.x+=iNameWidth;this.mNameBox.setPosition(namePos);this.mNameTextBox.setPosition(namePos);this.mValueBox.setPosition(valuePos);this.mValueTextBox.setPosition(valuePos);ioPos.y+=height};MeasureLabelItem.prototype.getWidth=function(){var renderer=this.mViewer.getHCMarkupManager().getRenderer();var nameSize=this.mNameTextBox?renderer.measureTextBox(this.mNameTextBox):{x:0,y:0};var valueSize=this.mValueTextBox?renderer.measureTextBox(this.mValueTextBox):{x:0,y:0};return{NameWidth:nameSize.x,ValueWidth:valueSize.x}};MeasureLabelItem.prototype.setStringContent=function(){if(this.mNameTextBox){this.mNameTextBox.setTextString(this.mResult.Name)}if(this.mValueTextBox){this.mValueTextBox.setTextString(this.mResult.Value)}};MeasureLabelItem.prototype.getText=function(){return this.mResult.Name+": "+this.mResult.Value};MeasureLabelItem.prototype.getBoundingBox=function(){if(!this.mNameBox||!this.mValueBox){return null}var size1=this.mValueBox.getSize();var posS=this.mNameBox.getPosition().copy();var pos1=this.mValueBox.getPosition();var posE=new eDwTypes_1.HC.Point2(pos1.x+size1.x,pos1.y+size1.y);var min=new eDwTypes_1.HC.Point2(Math.min(posS.x,posE.x),Math.min(posS.y,posE.y));var max=new eDwTypes_1.HC.Point2(Math.max(posS.x,posE.x),Math.max(posS.y,posE.y));return{Min:min,Max:max}};return MeasureLabelItem}();var MeasureBaseLine=function(){function MeasureBaseLine(iViewer,iPntWCHC0,iPntWCHC1,iLineColor){this.mViewer=iViewer;this.mColor=iLineColor||cGreyColor;this.setWCPts(iPntWCHC0,iPntWCHC1)}MeasureBaseLine.prototype.draw=function(){if(!this.isValid())return;if(this.mLine)this.updateLinePts();else this.createHCLine();var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawLine(this.mLine)};MeasureBaseLine.prototype.getLineColorHC=function(){return this.mColor};MeasureBaseLine.prototype.getMiddleWCPtHC=function(){var middle=eDwTypes_1.HC.Point3.scale(eDwTypes_1.HC.Point3.add(this.mWCEndPtHC0,this.mWCEndPntHC1),.5);return middle};MeasureBaseLine.prototype.setLineColor=function(iColor){this.mColor=iColor;if(this.mLine)this.setColorOnHCLine(iColor);else this.createHCLine()};MeasureBaseLine.prototype.isValid=function(){return this.mWCEndPtHC0&&this.mWCEndPntHC1&&eDwGeomUtils.isValidHCPoint(this.mWCEndPtHC0)&&eDwGeomUtils.isValidHCPoint(this.mWCEndPntHC1)};MeasureBaseLine.prototype.createHCLine=function(){this.mLine=new eDwTypes_1.HC.Markup.Shape.Line;this.setColorOnHCLine(this.mColor);this.updateLinePts();return this};MeasureBaseLine.prototype.copyFrom=function(iSrcLine){if(iSrcLine.mLine){this.mLine.setStrokeWidth(iSrcLine.mLine.getStrokeWidth());this.mLine.setEndcapType(iSrcLine.mLine.getEndEndcapType());this.mLine.setStartEndcapSize(iSrcLine.mLine.getStartEndcapSize());this.mLine.setEndEndcapSize(iSrcLine.mLine.getEndEndcapSize());this.mLine.setStartEndcapColor(iSrcLine.mLine.getStartEndcapColor());this.mLine.setEndEndcapColor(iSrcLine.mLine.getEndEndcapColor())}this.setWCPts(iSrcLine.mWCEndPtHC0,iSrcLine.mWCEndPntHC1);this.mColor=iSrcLine.mColor};MeasureBaseLine.prototype.setWCPts=function(iWCStartPntHC,iWCEndPntHC){if(!iWCStartPntHC||!iWCEndPntHC||!eDwGeomUtils.isValidHCPoint(iWCStartPntHC)||!eDwGeomUtils.isValidHCPoint(iWCEndPntHC)){console.warn("One or more measure points are invalid");return}this.mWCEndPtHC0=iWCStartPntHC.copy();this.mWCEndPntHC1=iWCEndPntHC.copy()};MeasureBaseLine.prototype.updateLinePts=function(){var viewHC=this.mViewer.getHCView();this.mLine.setP1(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPtHC0)));this.mLine.setP2(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCEndPntHC1)))};MeasureBaseLine.prototype.setColorOnHCLine=function(iColor){this.mLine.setStrokeColor(iColor);this.mLine.setEndEndcapColor(iColor);this.mLine.setStartEndcapColor(iColor)};return MeasureBaseLine}();var MeasureLine=function(_super){__extends(MeasureLine,_super);function MeasureLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLine.prototype.copy=function(){var copy=new MeasureLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setWidthAndEndCapsOnHCLine();return this};MeasureLine.prototype.setWidthAndEndCapsOnHCLine=function(){this.mLine.setStrokeWidth(3);this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.None)};return MeasureLine}(MeasureBaseLine);var MeasureLeaderLine=function(_super){__extends(MeasureLeaderLine,_super);function MeasureLeaderLine(iViewer,iPntHC0,iPntHC1,iLineColor){var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;if(!_this.isValid())_this.createHCLine();return _this}MeasureLeaderLine.prototype.copy=function(){var copy=new MeasureLeaderLine(this.mViewer,this.mWCEndPtHC0,this.mWCEndPntHC1,this.getLineColorHC());copy.copyFrom(this);return copy};MeasureLeaderLine.prototype.getLeaderStartPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPtHC0)};MeasureLeaderLine.prototype.getLeaderEndPos=function(){return l_getPosForPnt(this.mViewer,this.mWCEndPntHC1)};MeasureLeaderLine.prototype.setLeaderEndPos=function(iPos){this.setWCPts(this.mWCEndPtHC0,eDwGeomUtils.screenToWorld(iPos,this.mViewer.getHCView()))};MeasureLeaderLine.prototype.setLeaderEnd=function(iPoint){this.mWCEndPntHC1=iPoint.copy()};MeasureLeaderLine.prototype.getLeaderStart=function(){return this.mWCEndPtHC0};return MeasureLeaderLine}(MeasureBaseLine);var MeasureDistLine=function(_super){__extends(MeasureDistLine,_super);function MeasureDistLine(iViewer,iPntHC0,iSelObj0,iPntHC1,iSelObj1,iLineColor,iUseArrowEnds){if(iUseArrowEnds===void 0){iUseArrowEnds=true}var _this=_super.call(this,iViewer,iPntHC0,iPntHC1,iLineColor)||this;_this.mStartSelObj=iSelObj0;_this.mEndSelObj=iSelObj1;_this.mDistColor=iLineColor||cLineDistanceColor;_this.mUseArrowEnds=iUseArrowEnds;if(!_this.isValid())_this.createHCLine();return _this}MeasureDistLine.prototype.copy=function(){var copy=new MeasureDistLine(this.mViewer,this.mWCEndPtHC0,this.mStartSelObj,this.mWCEndPntHC1,this.mEndSelObj,this.getLineColorHC(),this.mUseArrowEnds);copy.copyFrom(this);return copy};MeasureDistLine.prototype.setSelObjEndPts=function(iWCStartPntHC,iStartSelObj,iWCEndPntHC,iEndSelObj){_super.prototype.setWCPts.call(this,iWCStartPntHC,iWCEndPntHC);this.mStartSelObj=iStartSelObj;this.mEndSelObj=iEndSelObj};MeasureDistLine.prototype.getDistance=function(){var localPt0HC=this.mStartSelObj.getAsLocalPoint(this.mWCEndPtHC0);var localPt1HC=this.mEndSelObj.getAsLocalPoint(this.mWCEndPntHC1);return eDwTypes_1.HC.Point3.subtract(localPt0HC,localPt1HC).length()};MeasureDistLine.prototype.createHCLine=function(){_super.prototype.createHCLine.call(this).setHCLineAttributes();return this};MeasureDistLine.prototype.setHCLineAttributes=function(){this.mLine.setStrokeWidth(3);if(this.mUseArrowEnds){this.mLine.setEndcapType(eDwTypes_1.HC.Markup.Shape.EndcapType.Arrowhead)}this.mLine.setStartEndcapSize(5);this.mLine.setEndEndcapSize(5);this.mLine.setStartEndcapColor(this.mDistColor);this.mLine.setEndEndcapColor(this.mDistColor);this.mLine.setStrokeColor(this.mDistColor)};return MeasureDistLine}(MeasureBaseLine);var MeasureLabel=function(){function MeasureLabel(iViewer,iPnt3DHC,iDrawEnabled){if(iDrawEnabled===void 0){iDrawEnabled=true}this.mViewer=iViewer;this.mItems=[];this.mDrawEnabled=iDrawEnabled;this.createLeaderIfPointValid(iPnt3DHC,iPnt3DHC)}MeasureLabel.prototype.reset=function(){this.mItems=[]};MeasureLabel.prototype.drawLabel=function(){if(!this.isValid()||!this.mDrawEnabled)return;this.setLabelPosition(this.mLeader.getLeaderEndPos());var n=this.mItems.length;if(0===n)return;this.mLeader.draw();for(var i=0;icanvasSize.x&&bboxSize.xcanvasSize.y&&bboxSize.y1){this.mLineDist.draw();if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){this.mDelta.draw(iImmediateDrawMode)}var viewHC=this.mViewer.getHCView();this.mEndGlyph0.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[0])));this.mEndGlyph1.setCenter(eDwTypes_1.HC.Point2.fromPoint3(viewHC.projectPoint(this.mWCPntsHC[1])));if(!iImmediateDrawMode){var renderer=this.mViewer.getHCMarkupManager().getRenderer();renderer.drawCircle(this.mEndGlyph0);renderer.drawCircle(this.mEndGlyph1)}}};MeasureAuxDelta.prototype.getLabelData=function(){var labelData={};var labelName=this.mLineNormal?cNormalDistance:this.mSomeCoordsArcCenters?cCenterDistance:cDistance;labelData[cDistance]=new MeasureResultDistance(labelName,this.getDistance());var minResultDist=new MeasureResultDistance(cMinDistance,this.mModelSpaceMinDist);if(parseFloat(minResultDist.Value)>0){labelData[cMinDistance]=minResultDist}var maxResultDist=new MeasureResultDistance(cMaxDistance,this.mModelSpaceMaxDist);if(parseFloat(maxResultDist.Value)>0){labelData[cMaxDistance]=maxResultDist}if(!this.mLineNormal&&eDwMeasureEntities.ShowDelta&&this.mDelta){$.extend(labelData,this.mDelta.getLabelData())}return labelData};MeasureAuxDelta.prototype.getLabels=function(){var labels=[];if(this.getDistance()1&&this.mLineDist?eDwTypes_1.HC.Point3.subtract(this.mWCPntsHC[0],this.mWCPntsHC[1]):eDwTypes_1.HC.Point3.zero()};MeasureAuxDelta.prototype.getDistance=function(){return this.mLineDist?this.mLineDist.getDistance():0};MeasureAuxDelta.prototype.setDistLineColor=function(iColor){this.mLineColor=iColor};MeasureAuxDelta.prototype.setPointColor=function(iColor){this.mEndGlyph0.setFillColor(iColor);this.mEndGlyph1.setFillColor(iColor)};MeasureAuxDelta.prototype.setMinDist=function(iDist){this.mModelSpaceMinDist=iDist};MeasureAuxDelta.prototype.setMaxDist=function(iDist){this.mModelSpaceMaxDist=iDist};Object.defineProperty(MeasureAuxDelta.prototype,"LineNormal",{get:function(){return this.mLineNormal},set:function(iEnable){this.mLineNormal=iEnable},enumerable:false,configurable:true});Object.defineProperty(MeasureAuxDelta.prototype,"SomeCoordsArcCenters",{get:function(){return this.mSomeCoordsArcCenters},set:function(iEnable){this.mSomeCoordsArcCenters=iEnable},enumerable:false,configurable:true});MeasureAuxDelta.prototype.hasDistance=function(){var deltaDist=this.getDistance();return deltaDist>cLengthTol?true:false};return MeasureAuxDelta}();var MeasureDelta=function(){function MeasureDelta(iViewer){this.mViewer=iViewer;this.reset()}MeasureDelta.prototype.set=function(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];this.mLineDeltaMap[cDeltaX].setSelObjEndPts(iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1);this.mLineDeltaMap[cDeltaY].setSelObjEndPts(deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1);this.mLineDeltaMap[cDeltaZ].setSelObjEndPts(deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1)};MeasureDelta.prototype.getLabels=function(){var labelData=this.getLabelData();var numNonZeroLabelData=0;var nonZeroLabelData={};for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var deltaKey=_a[_i];var dist=this.mLineDeltaMap[deltaKey].getDistance();if(dist>cLengthTol){nonZeroLabelData[deltaKey]=labelData[deltaKey];numNonZeroLabelData++}}if(numNonZeroLabelData===1)nonZeroLabelData={};var labels=[];for(var key in nonZeroLabelData){var lineDelta=this.mLineDeltaMap[key];var label=new MeasureLabel(this.mViewer,lineDelta.getMiddleWCPtHC());label.addItem(labelData[key],lineDelta.getLineColorHC());if(label.isValid())labels.push(label)}return labels};MeasureDelta.prototype.draw=function(iImmediateDrawMode){if(this.isDeltaEnabled()){for(var key in this.mLineDeltaMap){var deltaLine=this.mLineDeltaMap[key];if(deltaLine.getDistance()>cLengthTol)deltaLine.draw()}}};MeasureDelta.prototype.reset=function(){this.mLineDeltaMap={}};MeasureDelta.prototype.copy=function(){var auxDeltaCopy=new MeasureDelta(this.mViewer);for(var key in this.mLineDeltaMap){auxDeltaCopy.mLineDeltaMap[key]=this.mLineDeltaMap[key].copy()}return auxDeltaCopy};MeasureDelta.prototype.getLabelData=function(){var labelData={};if(this.isDeltaEnabled()){for(var _i=0,_a=[cDeltaX,cDeltaY,cDeltaZ];_i<_a.length;_i++){var delta=_a[_i];labelData[delta]=new MeasureResultDistance(delta,this.mLineDeltaMap[delta].getDistance())}}return labelData};MeasureDelta.prototype.getText=function(){if(this.isDeltaEnabled()){var data=this.getLabelData();return"Delta : "+data[cDeltaX].Value+", "+data[cDeltaY].Value+", "+(""+data[cDeltaZ].Value)}return""};MeasureDelta.create=function(iViewer,iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1){var measureDelta=new MeasureDelta(iViewer);var deltas=l_getDeltas(iStartWCPtHC,iEndWCPtHC,iSelObj0,iSelObj1);var deltaWCPt0HC=deltas[0];var deltaWCPt1HC=deltas[1];measureDelta.mLineDeltaMap[cDeltaX]=new MeasureDistLine(iViewer,iStartWCPtHC,iSelObj0,deltaWCPt0HC,iSelObj1,eDwTypes_1.HC.Color.red(),false);measureDelta.mLineDeltaMap[cDeltaY]=new MeasureDistLine(iViewer,deltaWCPt0HC,iSelObj0,deltaWCPt1HC,iSelObj1,new eDwTypes_1.HC.Color(0,128,0),false);measureDelta.mLineDeltaMap[cDeltaZ]=new MeasureDistLine(iViewer,deltaWCPt1HC,iSelObj1,iEndWCPtHC,iSelObj1,eDwTypes_1.HC.Color.blue(),false);return measureDelta};MeasureDelta.prototype.isDeltaEnabled=function(){return eDwMeasureEntities.ShowDelta&&!!this.mLineDeltaMap[cDeltaX]};return MeasureDelta}();var MeasureAuxDistance=function(){function MeasureAuxDistance(iViewer){this.mViewer=iViewer;this.mDistLine=new MeasureAuxDelta(iViewer);this.mNDistLine=new MeasureAuxDelta(iViewer,cAuxDistanceNormalDistanceLineColor,true);this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]}MeasureAuxDistance.prototype.reset=function(){this.mDistLine.reset();this.mNDistLine.reset();this.mNDistLine.setDistLineColor(cAuxDistanceNormalDistanceLineColor);this.mNDistLine.LineNormal=true;this.mNDistLine.setPointColor(cAuxDistanceNormalDistancePointColor);this.mNormalDistExtLines=[]};MeasureAuxDistance.prototype.draw=function(iImmediateDrawMode){if(!this.getLabels().length)return;this.mDistLine.draw(iImmediateDrawMode);this.mNDistLine.draw(iImmediateDrawMode);for(var _i=0,_a=this.mNormalDistExtLines;_i<_a.length;_i++){var normalExtLine=_a[_i];normalExtLine.draw()}};MeasureAuxDistance.prototype.setByPointPoint=function(iWCPntHC0,iSelObj0,iWCPntHC1,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}this.reset();this.mDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.mDistLine.SomeCoordsArcCenters=isSomeCoordsArcCenters;this.mNDistLine.setWCDeltaEnds([iWCPntHC0,iWCPntHC1],[iSelObj0,iSelObj1]);this.setNormalDistExtPoints([iWCPntHC0,iWCPntHC0,iWCPntHC1,iWCPntHC1]);this.avoidDuplication()};MeasureAuxDistance.prototype.setByPointLine=function(iPntWCHC,iSelObj0,iEdgeHC,iSelObj1,isSomeCoordsArcCenters){if(isSomeCoordsArcCenters===void 0){isSomeCoordsArcCenters=false}var pickPntWCHC=iSelObj1.getPosition();var endPntsWCHC=l_getLineEndPts(iSelObj1);var vecWCHC=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,endPntsWCHC.P1HC);if(vecWCHC.length()<1e-6)return;vecWCHC.normalize();var k=eDwTypes_1.HC.Point3.dot(eDwTypes_1.HC.Point3.subtract(iPntWCHC,pickPntWCHC),vecWCHC);var basePntWCHC=eDwTypes_1.HC.Point3.add(pickPntWCHC,eDwTypes_1.HC.Point3.scale(vecWCHC,k));var vecWCHC0=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P0HC,basePntWCHC);var vecWCHC1=eDwTypes_1.HC.Point3.subtract(endPntsWCHC.P1HC,basePntWCHC);if(eDwTypes_1.HC.Point3.dot(vecWCHC0,vecWCHC1)<0){this.setByPointPoint(iPntWCHC,iSelObj0,basePntWCHC,iSelObj1,isSomeCoordsArcCenters)}else{this.reset();var pntWCHC=vecWCHC0.length()normalDist){result.push(cDistance+": "+labelData[cDistance].Value)}if(this.mNDistLine.getWCDeltaEnds().length&&normalDist){result.push((this.mNDistLine.LineNormal?"Normal ":"")+cDistance+": "+labelData[cDistance].Value)}var minDistResultItem=labelData[cMinDistance];if(minDistResultItem){result.push(cMinDistance+": "+minDistResultItem.Value)}var maxDistResultItem=labelData[cMaxDistance];if(maxDistResultItem){result.push(cMaxDistance+": "+maxDistResultItem.Value)}if(eDwMeasureEntities.ShowDelta){var nDeltaPt=this.mNDistLine.getDelta();var deltaPt=this.mNDistLine.LineNormal?this.mDistLine.getDelta():nDeltaPt;if(!deltaPt.equalsWithTolerance(eDwTypes_1.HC.Point3.zero(),cLengthTol)){result.push(distLine.getText())}}return result.join("\n")};MeasureAuxDistance.getAngle=function(iV0,iV1){var vec0=iV0.copy();var vec1=iV1.copy();vec0.normalize();vec1.normalize();var dotVal=eDwTypes_1.HC.Point3.dot(vec0,vec1);if(0===dotVal)return 90;dotVal=Math.min(dotVal,1);dotVal=Math.max(dotVal,-1);var angle=Math.acos(dotVal);var angleDgree=angle*180/Math.PI;var n=eDwTypes_1.HC.Point3.cross(vec0,vec1);n.normalize();if(isNaN(n.x)||isNaN(n.y)||isNaN(n.z))return 0;return angleDgree};MeasureAuxDistance.prototype.setMinMaxForCircles=function(iCircleHC0,iCircleHC1){function setMinMax(ioAuxDelta,iNominalDist,iRadiiDist){if(!ioAuxDelta.getWCDeltaEnds().length){return}if(iNominalDist>iRadiiDist){ioAuxDelta.setMinDist(iNominalDist-iRadiiDist)}ioAuxDelta.setMaxDist(iNominalDist+iRadiiDist)}var circlePlaneHC0=eDwTypes_1.HC.Plane.createFromPointAndNormal(iCircleHC0.origin,iCircleHC0.normal);var projPnt=eDwGeomUtils.dropPointOnPlane(iCircleHC1.origin,circlePlaneHC0);var dot=eDwTypes_1.HC.Point3.dot(iCircleHC0.normal,iCircleHC1.normal);var dist=projPnt.subtract(iCircleHC0.origin).length();console.debugLog("Measure","2 circles/arcs: dot = "+dot+" dist = "+dist);if(1-Math.abs(dot)cLengthTol){var radiiDist=iCircleHC0.radius+iCircleHC1.radius;setMinMax(this.mDistLine,dist,radiiDist);setMinMax(this.mNDistLine,dist,radiiDist)}};MeasureAuxDistance.prototype.avoidDuplication=function(){var delta0=this.mDistLine.getDelta();var delta1=this.mNDistLine.getDelta();var len0=delta0.length();var len1=delta1.length();var lenMax=Math.max(len0,len1);var lenDiff=Math.abs(len0-len1);if(0===lenMax||lenDiff/lenMax1){this.addDisplayMarker(iSelObjs[0]);delete this.mDelta;delete this.mDistLine}this.addDisplayMarker(iSelObjs[n-1]);if(eDwMeasureEntities.PointToPoint&&this.mPntData.length===2){var selObj0=this.mPntData[0].SelObj;var selObj1=this.mPntData[1].SelObj;var pntWCHC0=selObj0.getPosition();var pntWCHC1=selObj1.getPosition();var absLenTol=eDwGeomUtils.cAbsLengthTol;if(!pntWCHC0.equalsWithTolerance(pntWCHC1,absLenTol)){this.mDistLine=new MeasureDistLine(this.mViewer,pntWCHC0,selObj0,pntWCHC1,selObj1);this.mDistLine.draw();this.mDelta=MeasureDelta.create(this.mViewer,pntWCHC1,pntWCHC0,selObj1,selObj0)}}};MeasureAuxPick.prototype.getText=function(){var text="";if(eDwMeasureEntities.PointToPoint){text=this.mDistResultText;if(this.mDelta)text+="\n"+this.mDelta.getText()}return text};MeasureAuxPick.prototype.addDisplayMarker=function(iSelObj){var cWidthEdge=3;var cPointSize=7;var pntWCHC=iSelObj.getPosition().copy();var shapeCircleHC=new eDwTypes_1.HC.Markup.Shape.Circle;shapeCircleHC.setCenter(eDwTypes_1.HC.Point2.fromPoint3(this.mViewer.getHCView().projectPoint(pntWCHC)));shapeCircleHC.setFillColor(cAuxPickPointFillColor);shapeCircleHC.setStrokeColor(cAuxPickPointStrokeColor);shapeCircleHC.setStrokeWidth(cWidthEdge);shapeCircleHC.setRadius(cPointSize);this.mPntData.push({SelObj:iSelObj,Circle:shapeCircleHC});return shapeCircleHC};MeasureAuxPick.prototype.drawEndPnts=function(){var viewHC=this.mViewer.getHCView();var renderer=this.mViewer.getHCMarkupManager().getRenderer();for(var i=0;i0?n-1:n}for(var i=startIdx;i0){labelsToBeDistributed=this.mInfoLabels.slice().concat(this.mResultLabels)}}this.distributeLabels(labelsToBeDistributed);if(!this.mImmediateDrawMode){this.addMarkupLabels()}};MeasureAuxGeo.prototype.updateLastInfoLabels=function(){this.updateInfoLabel(this.getLabels().length-1)};MeasureAuxGeo.prototype.updateInfoLabel=function(iIndex){this.mInfoLabels=[];function addTo(iCurrIndex,iLabels,ioLabels){if(iLabels.length>iCurrIndex&&iCurrIndex>=0){var label=iLabels[iCurrIndex];if(label.setDefaultEndPos()){label.setStringContent();ioLabels.push(label)}}}addTo(iIndex,this.getLabels(),this.mInfoLabels)};MeasureAuxGeo.prototype.getInfoLabelText=function(){var output=[];var labels=this.getLabels();for(var i=0;icAngleTol?angleRange+Math.PI:angleRange;var percRange=angleRange/(2*Math.PI);len*=percRange;area*=percRange;angle*=percRange}var circularArc={OriginWCHC:iSelObj.getAsLocalPoint(ioCircleHC.origin),NormalWCHC:ioCircleHC.normal,StartPtWCHC:startPt,EndPtWCHC:endPt,Length:len,Area:area,Diameter:ioCircleHC.radius*2,Angle:angle};return circularArc}function l_closestPoints(iPntHC0,iPntHC1){var pntHC0=iPntHC0[0].copy();var pntHC1=iPntHC1[0].copy();var minDist=eDwTypes_1.HC.Point3.subtract(iPntHC0[0],iPntHC1[0]).length();for(var i=0;i0||eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)>0){var closePnts=l_closestPoints(pntsL0HC,pntsL1HC);distPntHC0=closePnts.P0HC;distPntHC1=closePnts.P1HC}return{PntHC0:origPntHC0,PntHC1:origPntHC1,PntHC2:distPntHC0,PntHC3:distPntHC1}}function l_distanceLineLinePara(iLineHC0,iLineHC1,iPntHC0,iPntHC1){var vecHC0=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,iLineHC0.P1HC);vecHC0.normalize();var k=eDwTypes_1.HC.Point3.dot(vecHC0,eDwTypes_1.HC.Point3.subtract(iPntHC1,iPntHC0))/eDwTypes_1.HC.Point3.dot(vecHC0,vecHC0);var basePnt1HC=eDwTypes_1.HC.Point3.add(iPntHC0,eDwTypes_1.HC.Point3.scale(vecHC0,k));var vecL0P0HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P0HC,basePnt1HC);var vecL0P1HC=eDwTypes_1.HC.Point3.subtract(iLineHC0.P1HC,basePnt1HC);if(eDwTypes_1.HC.Point3.dot(vecL0P0HC,vecL0P1HC)<0){return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1.copy(),PntHC2:basePnt1HC.copy(),PntHC3:iPntHC1.copy()}}var tmp=l_closestPoints([iLineHC1.P0HC,iLineHC1.P1HC],[iLineHC0.P0HC,iLineHC0.P1HC]);return{PntHC0:basePnt1HC.copy(),PntHC1:iPntHC1,PntHC2:tmp.P1HC,PntHC3:tmp.P0HC}}function l_adjustLeaderEndByStart(iPoints){if(0===iPoints.length)return[];function computeAngle(iVect){var angle=Math.atan2(iVect.y,iVect.x);var degrees=180*angle/Math.PI;return(360+Math.round(degrees))%360}function compare(iA,iB){if(iA.angiB.ang)return 1;return 0}var targetRadius=90;var center=new eDwTypes_1.HC.Point2(0,0);for(var i=0;i-1){this.mSelObjs.splice(idx,1)}}return[2]}}))}))})()};eDwMeasureOperator.prototype.clearMeasureEntities=function(){this.mMeasureEntities.reset()};eDwMeasureOperator.prototype.highlightEntityTempAt=function(idx){this.mMeasureEntities.highlightTemporaryEntityAt(idx)};eDwMeasureOperator.prototype.dehighlightAllTemporaryEntity=function(){this.mMeasureEntities.dehighlightAllTemporaryEntity();this.resetTempHighlight()};eDwMeasureOperator.prototype.getMeasureMode=function(){return this.mMeasureMode};eDwMeasureOperator.prototype.setMeasureMode=function(iMode){this.mMeasureMode=iMode};eDwMeasureOperator.prototype.setPointToPointMode=function(iEnable){this.mMeasureEntities.updatePointToPoint(iEnable)};eDwMeasureOperator.prototype.setShowDelta=function(iEnable){this.mMeasureEntities.updateDelta(iEnable)};eDwMeasureOperator.prototype.highlightMeasuringItem=function(iSelObj){this.mSelObjs.push(iSelObj);this.Viewer.HCViewer.selectionManager.add(iSelObj)};eDwMeasureOperator.prototype.dehighlightMeasuringItems=function(){this.mSelObjs=[];this.Viewer.HCViewer.selectionManager.clear()};eDwMeasureOperator.prototype.removeMeasuringItemTempHighlight=function(){for(var _i=0,_a=this.mSelObjs;_i<_a.length;_i++){var selObj=_a[_i];eDwMeasureEntities.highlightEntity(selObj,this.Viewer.getModel(),false)}};eDwMeasureOperator.prototype.resetTempHighlight=function(){eDwMeasureEntities.highlightEntity(this.mTempHighlightItem,this.Viewer.getModel(),false);this.removeMeasuringItemTempHighlight()};eDwMeasureOperator.prototype.resetSelections=function(){var model=this.Viewer.getModel();var modelHC=model.getHCModel();var arraySize=this.mSelectionArray.length;for(var i=0;i"+"
"+""+entityClass+"-"+entityIndex+" "+""+desc+"
"+"
";_b.label=10;case 10:++i;return[3,1];case 11:return[2,generatedHTML]}}))}))};return eDwUIMeasureHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);return eDwUIMeasureHTMLGenerator}));define("eDwUIMeasurePlugin",["require","exports","eDwEventMgr","eDwKeyMgr","eDwUIUtils","eDwMeasureMgr","eDwUIMeasureHTMLGenerator","eDwTypes","eDwUIBasePlugin","eDwEvents","eDwMeasureEvents","eDwUIShortcutMenu"],(function(require,exports,eDwEventMgr,eDwKeyMgr_1,eDwUIUtils,eDwMeasureMgr,eDwUIMeasureHTMLGenerator,eDwTypes_3,eDwUIBasePlugin_1,eDwEvents_2,eDwMeasureEvents_2,eDwUIShortcutMenu_1){"use strict";var eDwUIMeasurePlugin=function(_super){__extends(eDwUIMeasurePlugin,_super);function eDwUIMeasurePlugin(iViewer,iViewerFeatOpts){var _this=this;var buttonInfo={ID:"#edrawings-button-measure"};_this=_super.call(this,"Measure",iViewer,buttonInfo,iViewerFeatOpts)||this;_this.initPluginButton();return _this}eDwUIMeasurePlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){var panelsToLoad,model,value,measureButton;return __generator(this,(function(_a){switch(_a.label){case 0:panelsToLoad=[{ID:c_measurePanelID,HTML:"measurepanel.html"}];return[4,_super.prototype.init.call(this,panelsToLoad)];case 1:_a.sent();model=this.mViewer.getModel();value=model.getProperty("measure");eDwUIUtils.hide("#edrawings-button-measure",false);measureButton=$("#edrawings-button-measure");measureButton[value==="true"?"removeClass":"addClass"]("edrawings-disabled-button");this.mMeasureMgr=new eDwMeasureMgr(this.mViewer);eDwUIUtils.setUIGenerator(c_measurePanelID,new eDwUIMeasureHTMLGenerator(this.mViewer,c_measurePanelID));return[2]}}))}))};eDwUIMeasurePlugin.prototype.onClick=function(iActivate){_super.prototype.onClick.call(this,iActivate);if(iActivate){eDwUIUtils.activateUI(this.PluginButtonID,c_measurePanelID)}};eDwUIMeasurePlugin.prototype.onActivate=function(iButtonJQ){var _this=this;if(!_super.prototype.onActivate.call(this,iButtonJQ))return false;eDwUIUtils.addPanelModeEvents(c_measurePanelID,c_eventIDSuffix,"#"+iButtonJQ.attr("id"));var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-remove",(function(iEvent,iUIItemJQ,iArg){var selMeasureItem=$(c_measurePanelID+" .edrawings-list-selected");if(selMeasureItem){var indexStr=selMeasureItem.attr("index");if(indexStr){var index=parseInt(indexStr);_this.mMeasureMgr.removeMeasureEntityAt(index)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-measure-clear",(function(iEvent,iUIItemJQ,iArg){_this.mMeasureMgr.clearMeasureEntities();_this.mMeasureMgr.dehighlightAllSelectEntity();eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}));var selectorName=c_measurePanelID+" .edrawings-measure-entities-list-item";this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=$(iEvent.target);if(!targetJQ||!targetJQ.length)return;eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();_this.updateMeasureSelection(targetJQ[0],selectorName)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(selectorName,"mousedown",(function(iEvent){var eventJQ=iEvent;if(!eDwKeyMgr_1.eDwKeyMgr.isRMBPressed(eventJQ)){return}_this.updateMeasureSelection(eventJQ.target,selectorName);(function(){return __awaiter(_this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:screenPos=new eDwTypes_3.HC.Point2(eventJQ.clientX,eventJQ.clientY);return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.RightClickEvent,this.mViewer,screenPos,null,this.PluginGroupName)];case 1:_a.sent();return[2]}}))}))})()}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-entities-remove","click",(function(iEvent){var targetJQ=$(iEvent.target);var idxStr=targetJQ.parent().attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);_this.mMeasureMgr.removeMeasureEntityAt(idx)}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-filter-button","click",(function(iEvent){var target=$(iEvent.target);if(target.hasClass("state-on-button")){target.removeClass("state-on-button")}else{target.addClass("state-on-button")}_this.mMeasureMgr.setMeasureMode(l_getCurrentMeasureMode())}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-delta-button","click",(function(iEvent){var target=$(iEvent.target);_this.mMeasureMgr.setMeasureDelta(!target.hasClass("state-on-button"));target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .edrawings-measure-pickpoint-button","click",(function(iEvent){var target=$(iEvent.target);var isSelected=target.hasClass("state-on-button");_this.mMeasureMgr.setPointToPointMode(!isSelected);target.toggleClass("state-on-button")}));this.mUIHTMLEventMgr.addDelegatedEventHandler(c_measurePanelID+" .measure-unit-selector","change",(function(iEvent){var lengthUnit=$("#edrawings-measure-distant-unit").val();var angleUnit=$("#edrawings-measure-angle-unit").val();_this.mMeasureMgr.setMeasureUnits(lengthUnit,angleUnit)}));var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,l_onMeasurementRefresh);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,l_onMeasurementSelected);eventMgr.addEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,l_onMeasurementDeselectAll);this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",true);this.mMeasureMgr.activateMeasure(this.mMeasureMgr.getMeasureMode());l_syncMeasureModeUI(this.mMeasureMgr,this.mViewer.getModel().getUserUnits());return true};eDwUIMeasurePlugin.prototype.onDeactivate=function(iButtonJQ){if(!_super.prototype.onDeactivate.call(this,iButtonJQ))return false;eDwUIUtils.deactivateMoveInput(c_eventIDSuffix);this.mMeasureMgr.deactivateMeasure();var shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();shortcutMenu.removeAllMenuItems(this.PluginGroupName);this.mUIHTMLEventMgr.removeAllEventHandlers();var eventMgr=eDwEventMgr.get();eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementRefreshEvent,"l_onMeasurementRefresh");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementSelectionEvent,"l_onMeasurementSelected");eventMgr.removeEventHandlerFunc(eDwMeasureEvents_2.MeasurementDeselectAllEvent,"l_onMeasurementDeselectAll");this.addAppObjEvent(eDwEvents_2.ModelViewChangeEvent,"onModelViewChange",false);return true};eDwUIMeasurePlugin.prototype.updateMeasureSelection=function(iTarget,iSelectorName){var targetJQ=$(iTarget);var idxStr=targetJQ.attr("index");if(!idxStr)return;var idx=parseInt(idxStr,10);var measureMgr=this.mMeasureMgr;$(iSelectorName).removeClass("edrawings-list-selected");measureMgr.dehighlightAllSelectEntity();targetJQ.addClass("edrawings-list-selected");measureMgr.highlightSelectEntityAt(idx)};eDwUIMeasurePlugin.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){this.mMeasureMgr.dehighlightAllSelectEntity();this.mMeasureMgr.clearMeasureEntities()};return eDwUIMeasurePlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);var c_measurePanelID="#edrawings-measure-panel";var c_eventIDSuffix=".edw.measure";function l_onMeasurementDeselectAll(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementSelected(iSelListIndex){return __awaiter(this,void 0,void 0,(function(){var selector,itemJQ;return __generator(this,(function(_a){selector='.edrawings-measure-entities-list-item[index="'+iSelListIndex+'"]';itemJQ=$(selector);if(itemJQ.length&&!itemJQ.hasClass("edrawings-list-selected")){eDwUIUtils.scrollToTarget(itemJQ,"fast")}$(".edrawings-measure-entities-list-item").removeClass("edrawings-list-selected");itemJQ.addClass("edrawings-list-selected");return[2]}))}))}function l_onMeasurementRefresh(iMeasureResult){return __awaiter(this,void 0,void 0,(function(){var list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:list=$("#edrawings-measure-submenu-list");$("#edrawings-measure-result").text("");list.empty();$("#edrawings-measure-result").text(iMeasureResult.Message);gen=eDwUIUtils.getUIGenerator(c_measurePanelID);gen.setMeasureResult(iMeasureResult);_b=(_a=list).append;return[4,gen.generateHTML("")];case 1:_b.apply(_a,[_c.sent()]);eDwUIUtils.fixMenuPanelInwardToolbar($(c_measurePanelID));return[2]}}))}))}function l_getCurrentMeasureMode(){var vertexEnabled=eDwUIUtils.isStateOn("#edrawings-measure-vertex-button")?eDwTypes_3.EntityMode.VERTEX:0;var edgeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-edge-button")?eDwTypes_3.EntityMode.EDGE:0;var faceEnabled=eDwUIUtils.isStateOn("#edrawings-measure-face-button")?eDwTypes_3.EntityMode.FACE:0;var holeEnabled=eDwUIUtils.isStateOn("#edrawings-measure-hole-button")?eDwTypes_3.EntityMode.HOLE:0;return vertexEnabled|edgeEnabled|faceEnabled|holeEnabled}function l_syncMeasureModeUI(iMeasureMgr,iUserUnits){function setMeasureButton(iID,iMeasureModes,iTargetModes){var method=iMeasureModes&iTargetModes?"addClass":"removeClass";$(iID)[method]("state-on-button")}$("#edrawings-measure-distant-unit").val(iUserUnits.Length);$("#edrawings-measure-angle-unit").val(iUserUnits.Angle);var measureMode=iMeasureMgr.getMeasureMode();setMeasureButton("#edrawings-measure-vertex-button",measureMode,eDwTypes_3.EntityMode.VERTEX);setMeasureButton("#edrawings-measure-edge-button",measureMode,eDwTypes_3.EntityMode.EDGE);setMeasureButton("#edrawings-measure-face-button",measureMode,eDwTypes_3.EntityMode.FACE)}return eDwUIMeasurePlugin})); // Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved. -var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]-1){return}var augmentedMsg=iMsg;var stack=(new Error).stack;if(stack){var stackLine=stack.split("\n")[2];if(!stackLine)return;var callerLine=stackLine.slice(stackLine.lastIndexOf("("),stackLine.lastIndexOf(")")+1);if(!callerLine){callerLine=stackLine.slice(stackLine.lastIndexOf("@")+1);callerLine="("+callerLine+")"}augmentedMsg=callerLine+" "+iMsg}if(console.debugLogCategories.indexOf(iCategory)>-1||console.debugLogCategories.indexOf("*")>-1){if(iParams&&iParams.length)console.log(augmentedMsg,iParams);else console.log(augmentedMsg)}};define("eDrawingsWebViewer",["require","exports","eDwUI","eDwServiceMgr","eDwUIMessageReporter","eDrawingsWebViewerUtils","utils","eDwUIUtils"],(function(require,exports,eDwUI_1,eDwServiceMgr,eDwUIMessageReporter,eDrawingsWebViewerUtils,Utils,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.start=void 0;function start(iViewerOpts,iServerURL){eDrawingsWebViewerUtils.startViewer(iServerURL||c_server,"edrawings-canvas",iViewerOpts,l_init,eDwUIMessageReporter.showResultPanel)}exports.start=start;function l_init(ioViewerOpts,iContainerElemID){c_eDrawingsUI.initUIEvents(ioViewerOpts);var modelContents="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";if(modelContents!==""){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("GlobalAssembly-ELZ-RC2",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}var c_eDrawingsUI=new eDwUI_1.eDwUI;var c_server=location.origin+location.pathname.slice(0,location.pathname.lastIndexOf("/")+1)}));define("eDrawingsWebViewerUtils",["require","exports","eDwEventMgr","eDwServiceMgr","eDwResultError","eDwAJAXError","eDwUIPluginMgr","eDwTypes","eDwEvents","eDwUIUtils","utils"],(function(require,exports,eDwEventMgr,eDwServiceMgr,eDwResultError,eDwAJAXError,eDwUIPluginMgr,eDwTypes_1,eDwEvents_1,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.removeModelStreamCache=exports.shutdownViewer=exports.startViewer=exports.getViewerVersion=void 0;function getViewerVersion(){return"30.5.0.0019"}exports.getViewerVersion=getViewerVersion;function startViewer(iServerURL,iCanvasID,iViewerOpts,iInit,iOnError){var _this=this;l_ModelLoadEvents=function(iState){var viewerCanvasID="#"+iCanvasID;if(iState==="init"){var viewerJQ=$(viewerCanvasID);viewerJQ.on("edw:ModelLoaded",(function(iEvent,iViewer){var viewHC=iViewer.getHCView();viewHC.setPointSize(0,eDwTypes_1.HC.PointSizeUnit.ScreenPixels);viewHC.setHardEdgesEnabled(false);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_1;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,l_processProductStructure(iViewer,iServerURL)];case 1:_a.sent();return[3,3];case 2:iExcp_1=_a.sent();l_displayError(iExcp_1,iOnError);return[3,3];case 3:return[2]}}))}))})()}));viewerJQ.on("edw:ModelLoadFailed",(function(iEvent,iViewer,iModelName,iReason){if(iOnError){iOnError({ErrorCode:"ModelLoadInViewerFailed",ErrorData:[iReason,iModelName]})}}))}else{var viewerJQ=$(viewerCanvasID);viewerJQ.off("edw:ModelLoaded");viewerJQ.off("edw:ModelLoadFailed")}};var viewerFeatOpts={};$.extend(viewerFeatOpts,c_featOps);if(iViewerOpts){$.extend(viewerFeatOpts,iViewerOpts)}else{eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts)}if(viewerFeatOpts.Debug){if(!console.debugLogCategories||console.debugLogCategories.length===0){console.debugLogCategories=[];console.debugLogCategories.push("*")}}eDwServiceMgr.create(iServerURL);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_2;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);l_ModelLoadEvents("init");return[4,l_init(iCanvasID,viewerFeatOpts,iInit)];case 1:_a.sent();return[3,3];case 2:iExcp_2=_a.sent();l_displayError(iExcp_2,iOnError);return[3,3];case 3:return[2]}}))}))})()}exports.startViewer=startViewer;function shutdownViewer(iViewer){l_ModelLoadEvents("shutdown");iViewer.unregister()}exports.shutdownViewer=shutdownViewer;function removeModelStreamCache(iViewer,iServer){return __awaiter(this,void 0,void 0,(function(){var modelKey,serviceMgr,iExcp_3;return __generator(this,(function(_a){switch(_a.label){case 0:modelKey=iViewer.getCurrModelKey();if(!modelKey||!iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone){return[2]}console.debugLog("ModelLoad","Attempting to remove cached model: "+modelKey);serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,serviceMgr.removeNamedCache(modelKey,iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone)];case 2:_a.sent();console.debugLog("ModelLoad","Removed cached model: "+modelKey);return[3,4];case 3:iExcp_3=_a.sent();console.debugLog("ModelLoad","Failed to remove cached model: "+modelKey);console.debugLog("ModelLoad",iExcp_3.message);throw iExcp_3;case 4:return[2]}}))}))}exports.removeModelStreamCache=removeModelStreamCache;function l_init(iContainerElemID,ioViewerOpts,iInit){return __awaiter(this,void 0,void 0,(function(){var serviceMgr;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();serviceMgr.disableAdvancedServices(utils.getExtension(ioViewerOpts.URL)==="scs");(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginFiles,_i,pluginFiles_1,pluginFile,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,serviceMgr.getPluginFiles()];case 1:pluginFiles=_a.sent();_i=0,pluginFiles_1=pluginFiles;_a.label=2;case 2:if(!(_i-1))return[3,4];return[4,exclusiveCmds[i].commit()];case 2:_a.sent();_a.label=3;case 3:--i;return[3,1];case 4:this.mActiveCmds=this.mActiveCmds.filter((function(iCmd){return!iCmd.Exclusive}));_a.label=5;case 5:return[2]}}))}))};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr}));define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils"],(function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mSubCmds=[];eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mCmdHistoryActions=iHistoryActions;if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit))return[3,2];return[4,this.mCmdHistoryActions.compositeInit(this)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwCompositeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.undo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeUndo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.undoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.redo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeRedo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.redoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit))return[3,3];return[4,this.mCmdHistoryActions.compositeCommit(this)];case 2:_a.sent();_a.label=3;case 3:return[2]}}))}))};eDwCompositeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel))return[3,3];return[4,this.mCmdHistoryActions.compositeCancel(this)];case 2:_a.sent();return[3,5];case 3:return[4,this.cancelSubCmds()];case 4:_a.sent();_a.label=5;case 5:this.clearSubCmds();return[2]}}))}))};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined)&&!(this.FinalState===undefined)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:false,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,lastCmdIndex,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.undo()];case 2:ret=_a.sent();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i--;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.cancelSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr,lastCmdIndex,i;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,cmdMgr.remove(this.mSubCmds[i],"cancel")];case 2:_a.sent();_a.label=3;case 3:i--;return[3,1];case 4:delete this.InitialState;delete this.FinalState;return[2]}}))}))};eDwCompositeCmd.prototype.redoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,numCmds,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;numCmds=this.mSubCmds.length;i=0;_a.label=1;case 1:if(!(i-1){eventHandlerMaps.splice(index,1);++numRemoved}}}return numRemoved};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.mEventHandlers.clear()};eDwEventMgr.prototype.removeEventHandlers=function(iEvent){this.mEventHandlers.delete(iEvent)};eDwEventMgr.prototype.fireEvent=function(iEvent){var iArgs=[];for(var _i=1;_i-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.isHierarchyNode=function(iNode){return iNode.Name};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode}));define("eDwHistoryMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack from index "+(this.mCmdStacksStack.length-1)+" down to 0.");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();if(currStackElem){var currCmdIndex=currStackElem.getCurrCmdIndex()+1;for(var i=0;i-1&&iKeyInfo[key]){keyModifiers+=key+"-"}}return keyModifiers?keyModifiers.substring(0,keyModifiers.length-1):"none"}}));define("eDwLayer",["require","exports","eDwNodeAttributes","utils"],(function(require,exports,eDwNodeAttributes_2,utils){"use strict";var eDwLayer=function(){function eDwLayer(iLayerName,iLayerIDHC,iAttribs){this.mName=iLayerName;this.mIDHC=iLayerIDHC;this.mInitAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mNodeIDHCToHierNodeMap={}}eDwLayer.prototype.addNodes=function(iNodeIDsHC,iModel){for(var _i=0,iNodeIDsHC_1=iNodeIDsHC;_i.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}this.mProperties=docJQ.find("property");var lengthUnit=this.getProperty("lengthunit");var isValidUnit=eDwUnits_1.LengthTypeValues.indexOf(lengthUnit)>-1;this.mUserUnits.Length=isValidUnit?lengthUnit:this.mUserUnits.Length;var angleUnit=this.getProperty("angleunit");isValidUnit=eDwUnits_1.AngleTypeValues.indexOf(angleUnit)>-1;this.mUserUnits.Angle=isValidUnit?angleUnit:this.mUserUnits.Angle;if(this.mCategory==="DRAWING"){this.parseModelViews(docJQ,"sheet","views","Unnamed Sheet","sheet");this.processLayers(iPropsMapHC)}else{this.parseModelViews(docJQ,"configuration","hierarchy","Unnamed Config","config");if(this.mCategory==="ASSEMBLY"){var modelViews=this.getModelViews();for(var _i=0,modelViews_3=modelViews;_i (HC values) | ";for(var _i=0,_a=this.mModelViews;_i<_a.length;_i++){var modelView=_a[_i];var nodeIDHC=modelView.Hierarchy.HOOPSID;msg+=modelView.Name+" - "+this.isVisibleForNodeHC(nodeIDHC)+" | "}console.debugLog("NodeVisibility",msg);console.debugLog("NodeVisibility","Active model view = "+this.mActiveModelView.Name);var hierNodes=this.mActiveModelView.getNodes();for(var _b=0,hierNodes_1=hierNodes;_b0&&ioHierachyNode){for(var i=0;i"){props.Name=props.Name.replace("<","<");props.Name=props.Name.replace(">",">")}props.Visible=trueFalseOrIndeterminate(iElemJQ.attr("visible"));props.Opaque=falseTrueOrIndeterminate(iElemJQ.attr("transparent"));props.Selectable=trueFalseOrIndeterminate(iElemJQ.attr("selectable"));props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getPropsAsAttribs(iNodeProps){var nodeAttribs={};eDwNodeAttributes_3.eDwNodeAttributes.setAttribs(nodeAttribs,iNodeProps);return nodeAttribs}function l_getDefaultCamera(iElemJQ){var perspectiveStr=iElemJQ.attr("camPerspective");if(!perspectiveStr)return undefined;var posPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camPosX")),parseFloat(iElemJQ.attr("camPosY")),parseFloat(iElemJQ.attr("camPosZ")));var tgtPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camTgtX")),parseFloat(iElemJQ.attr("camTgtY")),parseFloat(iElemJQ.attr("camTgtZ")));var upVecHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("upX")),parseFloat(iElemJQ.attr("upY")),parseFloat(iElemJQ.attr("upZ")));var width=parseFloat(iElemJQ.attr("camFieldWidth"));var height=parseFloat(iElemJQ.attr("camFieldHeight"));var projHC=perspectiveStr==="true"?eDwTypes_7.HC.Projection.Perspective:eDwTypes_7.HC.Projection.Orthographic;return eDwTypes_7.HC.Camera.create(posPtHC,tgtPtHC,upVecHC,projHC,width,height)}function l_makeNodeAttribArray(iHierNodes,iAttrib,iIgnoreActive){if(iAttrib===void 0){iAttrib=null}if(iIgnoreActive===void 0){iIgnoreActive=true}return iHierNodes.map((function(iHierNode){var attrib={};$.extend(attrib,iHierNode.getAttribs(iIgnoreActive));if(iAttrib)$.extend(attrib,iAttrib);return{HierNode:iHierNode,Attribs:attrib}}))}function l_notifyModelViewChange(iViewer,iModelView,iIsPart){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.ModelViewChangeEvent,iViewer,iModelView,!iIsPart)];case 1:_a.sent();return[2]}}))}))}return eDwModel}));define("eDwModelView",["require","exports","eDwHierarchyNode"],(function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeIDHC,iModel,iDefCameraHC){if(iDefCameraHC===void 0){iDefCameraHC=null}this.Name=Name;this.Category=Category;this.Nodes={};this.mDefCameraHC=iDefCameraHC;this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeIDHC,null,this);this.Model=iModel}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.getDefaultCamera=function(){return this.mDefCameraHC};eDwModelView.prototype.resetAttribs=function(){return this.Hierarchy.resetAttribs()};return eDwModelView}();return eDwModelView}));define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd"],(function(require,exports,eDwTypes_8,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var altDir;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane);return[2]}}))}))};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd}));define("eDwNodeAttributes",["require","exports","utils"],(function(require,exports,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.NodeDisplayState=exports.eDwNodeAttributes=void 0;var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.initAttribs=function(iSourceAttribs){var targetAttribs={};targetAttribs=eDwNodeAttributes.mergeAttribs(targetAttribs,iSourceAttribs);return targetAttribs};eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttribNames=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttribNames.push(attribKey)}}return changedAttribNames};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){return eDwNodeAttributes.combineAttribs(ioTargetAttribs,iSourceAttribs,(function(iTargetValue,iSourceValue){return iTargetValue||iSourceValue}))};eDwNodeAttributes.intersectAttribs=function(iSrcAttrib1,iSrcAttrib2){return eDwNodeAttributes.combineAttribs(iSrcAttrib1,iSrcAttrib2,(function(iTargetValue,iSourceValue){return iTargetValue&&iSourceValue}))};eDwNodeAttributes.combineAttribs=function(iSrcAttrib1,iSrcAttrib2,iCombineFunc){var fullAttribs={};if(iSrcAttrib1&&iSrcAttrib2){fullAttribs=l_syncAttributeKeys(iSrcAttrib1,iSrcAttrib2);for(var attribKey in fullAttribs){var value=iCombineFunc(iSrcAttrib1[attribKey],iSrcAttrib2[attribKey]);if(value!==undefined)fullAttribs[attribKey]=value;else delete fullAttribs[attribKey]}}return utils.isEqual(fullAttribs,{})?undefined:fullAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function l_syncAttributeKeys(ioTargetAttribs,iSourceAttribs){var attribs=$.extend({},ioTargetAttribs);for(var attribKey in iSourceAttribs){if(!attribs[attribKey]){attribs[attribKey]=undefined}}return attribs}}));define("eDwNodeColorInfo",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_9){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(iNodeID,iSecondaryID,iColor,iType){this.mNodeID=iNodeID;this.mSecondID=iSecondaryID;this.mType=iType}eDwNodeColorInfo.prototype.reset=function(iModelHC){switch(this.mType){case eDwTypes_9.EntityMode.EDGE:iModelHC.unsetNodeLineColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.FACE:iModelHC.unsetNodeFaceColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.VERTEX:default:break}};return eDwNodeColorInfo}();return eDwNodeColorInfo}));define("eDwOperationMixin",["require","exports"],(function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:false,configurable:true});return eDwOperationMixin}();return eDwOperationMixin}));define("eDwOperatorBaseDeps",["require","exports","eDwSelObj","eDwKeyMgr","eDwTypes","utils","eDwGeomUtils"],(function(require,exports,eDwSelObj,eDwKeyMgr_1,eDwTypes_10,utils,eDwGeomUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwBaseOperator=exports.OperatorHC=exports.eDwOperatorMgr=void 0;var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_10.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(iOp.OperatorID)};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll((function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)}),this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){var activeOpID=this.getActiveOperatorID();if(activeOpID!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()||eDwTypes_10.HC.OperatorId.None}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(iOp.OperatorID,iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_10.HC.OperatorId.NavCube;opID>eDwTypes_10.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll((function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}}),this.mOpsData)};return eDwOperatorMgr}();exports.eDwOperatorMgr=eDwOperatorMgr;var OperatorHC=function(){function OperatorHC(iOp){this.mOp=iOp;this.OperatorID=NaN}OperatorHC.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onActivate;if(!_a)return[3,2];return[4,this.mOp.onActivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onDeactivate;if(!_a)return[3,2];return[4,this.mOp.onDeactivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseDown;if(!_a)return[3,2];return[4,this.mOp.onMouseDown(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseMove;if(!_a)return[3,2];return[4,this.mOp.onMouseMove(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseUp;if(!_a)return[3,2];return[4,this.mOp.onMouseUp(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMousewheel=function(ioMouseEveent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEveent)return[2];_a=this.mOp.onMousewheel;if(!_a)return[3,2];return[4,this.mOp.onMousewheel(ioMouseEveent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyDown=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyDown;if(!_a)return[3,2];return[4,this.mOp.onKeyDown(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyUp=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyUp;if(!_a)return[3,2];return[4,this.mOp.onKeyUp(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onViewOrientationChange=function(){return __awaiter(this,void 0,void 0,(function(){var op,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];op=this.mOp;_a=op.onViewOrientationChange;if(!_a)return[3,2];return[4,op.onViewOrientationChange()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.stopInteraction=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.stopInteraction;if(!_a)return[3,2];return[4,this.mOp.stopInteraction()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};return OperatorHC}();exports.OperatorHC=OperatorHC;var OperatorBaseHC=function(){function OperatorBaseHC(iViewer,iClickCB,iDoubleClickCB){this.Viewer=iViewer;this.CurrTouches=[];this.DragPt=undefined;this.CurrInputInfo=undefined;this.ActiveMouseButton="none";this.mDoPickTimeOutHandle=NaN;this.mClickCB=iClickCB;this.mDoubleClickCB=iDoubleClickCB}OperatorBaseHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];if(eDwKeyMgr_1.eDwKeyMgr.isAnyPressed(ioMouseEvent)){this.setMouse(ioMouseEvent);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(ioMouseEvent)}return[2]}))}))};OperatorBaseHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,oldInputInfo;return __generator(this,(function(_a){if(!ioMouseEvent)return[2];pos=ioMouseEvent.getPosition();if(this.CurrInputInfo){oldInputInfo=this.CurrInputInfo;this.setMouse(ioMouseEvent);if(!oldInputInfo.DragPt.equals(this.CurrInputInfo.DragPt)){this.DragPt=this.CurrInputInfo.DragPt}}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos));return[2]}))}))};OperatorBaseHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];this.onUp(ioMouseEvent);delete this.DragPt;delete this.CurrInputInfo;return[2]}))}))};OperatorBaseHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Start - touch ID = "+ioTouchEvent.getId());this.addTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Move - touch ID = "+ioTouchEvent.getId());if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return[2]}this.updateTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","End - touch ID = "+ioTouchEvent.getId());ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());return[2]}))}))};OperatorBaseHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){delete this.DragPt;return[2]}))}))};OperatorBaseHC.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_10.HC.Event.MouseInputEvent(pos.x,pos.y,eDwTypes_10.HC.Button.None,iButton,eDwTypes_10.HC.KeyModifiers.None,iMouseInputType);mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};OperatorBaseHC.prototype.isDragging=function(){return!!this.DragPt};OperatorBaseHC.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){var pnt3DHC=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());if(pnt3DHC){this.CurrTouches.push({Event:ioTouchEvent,DragPt:pnt3DHC,Pos:ioTouchEvent.getPosition()})}}};OperatorBaseHC.prototype.getTouchById=function(iTouchID){for(var i=0;iepsX&&Math.abs(delta.y)>epsY};OperatorBaseHC.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){var pos2DHC=ioTouchEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(pnt3DHC){touch.Pos=pos2DHC;touch.DragPt=pnt3DHC}}};OperatorBaseHC.prototype.setMouse=function(ioMouseEvent){var pos2DHC=ioMouseEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(!pnt3DHC)return;this.CurrInputInfo={Event:ioMouseEvent,DragPt:pnt3DHC,Pos:pos2DHC}};OperatorBaseHC.prototype.onClick=function(ioInputEvent){return this.mClickCB?this.mClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onDoubleClick=function(ioInputEvent){return this.mDoubleClickCB?this.mDoubleClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onUp=function(ioMouseEvent){var _this=this;var clearPickTimeOut=function(){if(utils.isNaN(_this.mDoPickTimeOutHandle))return;clearTimeout(_this.mDoPickTimeOutHandle);_this.mDoPickTimeOutHandle=NaN;_this.ActiveMouseButton="none"};var processClick=function(ioMouseEvent){_this.onClick(ioMouseEvent);clearPickTimeOut()};var stopFurtherProcessing=false;if(this.ActiveMouseButton==="left"){stopFurtherProcessing=true;if(utils.isNaN(this.mDoPickTimeOutHandle)){this.mDoPickTimeOutHandle=setTimeout((function(){processClick(ioMouseEvent)}),500)}else{clearPickTimeOut();stopFurtherProcessing=this.onDoubleClick(ioMouseEvent)}}else if(this.ActiveMouseButton!=="none"){processClick(ioMouseEvent);stopFurtherProcessing=true}return stopFurtherProcessing};return OperatorBaseHC}();var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=this;var clickCB=function(ioInputEvent){return _this.onClick(ioInputEvent)};var doubleClickCB=function(ioInputEvent){return _this.onDoubleClick(ioInputEvent)};_this=_super.call(this,new OperatorBaseHC(iViewer,clickCB,doubleClickCB))||this;return _this}eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Down,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseDown(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Move,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseMove(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Up,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseUp(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}),this.convertTouchToButtonHC(ioTouchEvent))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};Object.defineProperty(eDwBaseOperator.prototype,"Viewer",{get:function(){return this.mOp.Viewer},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrInputInfo",{get:function(){return this.mOp.CurrInputInfo},set:function(iInputInfo){this.mOp.CurrInputInfo=iInputInfo},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrTouches",{get:function(){return this.mOp.CurrTouches},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"ActiveMouseButton",{get:function(){return this.mOp.ActiveMouseButton},set:function(iActiveMouseButton){this.mOp.ActiveMouseButton=iActiveMouseButton},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"DragPt",{get:function(){return this.mOp.DragPt},set:function(iPnt3DHC){this.mOp.DragPt=iPnt3DHC},enumerable:false,configurable:true});eDwBaseOperator.prototype.isDragging=function(){return this.mOp.isDragging()};eDwBaseOperator.prototype.hasTouchMoved=function(ioTouchEvent){return this.mOp.hasTouchMoved(ioTouchEvent)};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){this.mOp.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.getTouchById=function(iTouchID){return this.mOp.getTouchById(iTouchID)};eDwBaseOperator.prototype.removeTouchById=function(iTouchID){this.mOp.removeTouchById(iTouchID)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}return __awaiter(this,void 0,void 0,(function(){var mouseEvent;return __generator(this,(function(_a){switch(_a.label){case 0:mouseEvent=OperatorBaseHC.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(!mouseEvent)return[3,2];console.debugLog("TouchAsMouse","Touch handled as mouse button "+iButton);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(mouseEvent);return[4,iMouseFunc(mouseEvent)];case 1:_a.sent();ioTouchEvent.setHandled(mouseEvent.getHandled());_a.label=2;case 2:return[2]}}))}))};eDwBaseOperator.prototype.onClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onClick()");return false};eDwBaseOperator.prototype.onDoubleClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onDoubleClick()");return false};eDwBaseOperator.getPickResult=function(iEvent,iViewMgr,iPickConfig){if(iPickConfig===void 0){iPickConfig=new eDwTypes_10.HC.PickConfig(eDwTypes_10.HC.SelectionMask.All)}return __awaiter(this,void 0,void 0,(function(){var selObj;return __generator(this,(function(_a){switch(_a.label){case 0:selObj=eDwSelObj.createEmpty();if(!(iEvent&&iViewMgr))return[3,2];return[4,iViewMgr.pickFromPoint(iEvent.getPosition(),iPickConfig)];case 1:selObj=_a.sent();_a.label=2;case 2:return[2,selObj]}}))}))};eDwBaseOperator.prototype.convertTouchToButtonHC=function(ioTouchEvent){var buttonHC=eDwTypes_10.HC.Buttons.None;if(ioTouchEvent){buttonHC=eDwTypes_10.HC.Buttons.Left;if(!this.hasTouchMoved(ioTouchEvent)){var touchInfo=this.getTouchById(ioTouchEvent.getId());var startTime=touchInfo?touchInfo.Event.getDate().getTime():(new Date).getTime();if((new Date).getTime()-startTime>1e3){buttonHC=eDwTypes_10.HC.Buttons.Right}}}return buttonHC};return eDwBaseOperator}(OperatorHC);exports.eDwBaseOperator=eDwBaseOperator}));define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mInitiallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd}));define("eDwResetCmd",["require","exports","eDwSupportsHistoryCmd","eDwEventMgr","eDwEvents"],(function(require,exports,eDwSupportsHistoryCmd,eDwEventMgr,eDwEvents_3){"use strict";var eDwResetCmd=function(_super){__extends(eDwResetCmd,_super);function eDwResetCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mPerspective=iViewer.getPerspectiveMode();_this.mExplosionLevel=iViewer.getExplosionLevel();_this.mDrawMode=iViewer.getDrawMode();_this.mAmbientOcclusion=iViewer.getHCView().getAmbientOcclusionEnabled();_this.mCamera=iViewer.getHCView().getCamera();_this.resetToHome();return _this}eDwResetCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToPrevious()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToHome()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.resetToHome=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:viewMgr=this.mViewer.ViewMgr;viewMgr.reset();return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();this.mViewer.OperatorMgr.resetToDefault();this.mViewer.setPerspectiveMode(false);return[4,this.mViewer.getModel().resetToDefault()];case 2:_a.sent();this.mViewer.setExplosionLevel(0);this.mViewer.resetDrawMode();this.mViewer.ViewMgr.enableAmbientOcclusion(false);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,true)];case 3:_a.sent();return[2]}}))}))};eDwResetCmd.prototype.resetToPrevious=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mViewer.setPerspectiveMode(this.mPerspective);this.mViewer.ViewMgr.setCamera(this.mCamera);this.mViewer.setExplosionLevel(this.mExplosionLevel);this.mViewer.setDrawMode(this.mDrawMode);this.mViewer.ViewMgr.enableAmbientOcclusion(this.mAmbientOcclusion);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,false)];case 1:_a.sent();return[2]}}))}))};return eDwResetCmd}(eDwSupportsHistoryCmd);return eDwResetCmd}));define("eDwResultError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwResultError=function(_super){__extends(eDwResultError,_super);function eDwResultError(iResult){var _this=_super.call(this,"Result Error")||this;_this.Result=iResult;return _this}return eDwResultError}(eDwBaseError);return eDwResultError}));define("eDwSectionFlipCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionFlipCmd=function(_super){__extends(eDwSectionFlipCmd,_super);function eDwSectionFlipCmd(iViewer){return _super.call(this,iViewer)||this}eDwSectionFlipCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.flipSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSectionFlipCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionFlipCmd}(eDwSupportsHistoryCmd);return eDwSectionFlipCmd}));define("eDwSectionShowCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionShowCmd=function(_super){__extends(eDwSectionShowCmd,_super);function eDwSectionShowCmd(iViewer,iShow){var _this=_super.call(this,iViewer)||this;_this.mInitialShow=true;_this.mFinalShow=iShow;return _this}eDwSectionShowCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mInitialShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2]}}))}))};Object.defineProperty(eDwSectionShowCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionShowCmd}(eDwSupportsHistoryCmd);return eDwSectionShowCmd}));define("eDwSelMgr",["require","exports","eDwSelObj","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDwTypes","eDwEvents","utils"],(function(require,exports,eDwSelObj,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr_2,eDwTypes_11,eDwEvents_4,utils){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mSelMgrHC=iViewer.HCViewer.selectionManager;this.mSelectableObjsHC=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorIDHC=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var _this=this;var nodeSelColor;var nodeSelOutlineColor=new eDwTypes_11.HC.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new eDwTypes_11.HC.Color(255,255,0);var beautifulGreen=new eDwTypes_11.HC.Color(4,200,5);switch(mode){case eDwTypes_11.HC.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Wireframe:case eDwTypes_11.HC.DrawMode.HiddenLine:nodeSelColor=eDwTypes_11.HC.Color.white();nodeElmtSelColor=eDwTypes_11.HC.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mSelMgrHC.setNodeSelectionColor(nodeSelColor);this.mSelMgrHC.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mSelMgrHC.setNodeElementSelectionColor(nodeElmtSelColor);this.mSelMgrHC.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mSelMgrHC.setNodeSelectionHighlightMode(eDwTypes_11.HC.SelectionHighlightMode.OutlineOnly);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mSelMgrHC.setHighlightNodeSelection(false)];case 1:_a.sent();return[2]}}))}))})()}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorIDHC);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.removeSelectOverlayNotifier=function(iTypeIndex,iNotifier){var typeNotifiers=this.mSelectOverlayNotifiers[iTypeIndex];var pos=typeNotifiers.indexOf(iNotifier);if(pos>-1){typeNotifiers.splice(pos,1)}return false};eDwSelMgr.prototype.getSelectedNodeIDIndex=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)};eDwSelMgr.prototype.onSelection=function(iSelectionEvent){return __awaiter(this,void 0,void 0,(function(){var keyMgr,ctrlKeyDown,shiftKeyDown,hierNodeSelObj,selObjIDHC,existingIdx,selectedAlready,selObjExists,numOfSelObjsAtStart;return __generator(this,(function(_a){switch(_a.label){case 0:keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();ctrlKeyDown=keyMgr.isDown("Control");shiftKeyDown=keyMgr.isDown("Shift");hierNodeSelObj=this.createHierNodeSelObj(eDwSelObj.extendHCSelObj(iSelectionEvent.getSelection()));selObjIDHC=hierNodeSelObj.getIDHC();existingIdx=this.getSelectedNodeIDIndex(selObjIDHC);selectedAlready=existingIdx>-1;l_debugDumpSelection(hierNodeSelObj.getIDHC(),hierNodeSelObj.getSelectionType());selObjExists=utils.isNumber(selObjIDHC);numOfSelObjsAtStart=this.mSelectableObjsHC.length;if(!(numOfSelObjsAtStart&&!ctrlKeyDown&&!shiftKeyDown))return[3,2];return[4,this.unSelectAllObjects(false)];case 1:_a.sent();selectedAlready=false;return[3,5];case 2:if(!(ctrlKeyDown&&!shiftKeyDown&&selectedAlready&&selObjExists))return[3,4];this.mSelectableObjsHC.splice(existingIdx,1);return[4,this.unSelectObjs([hierNodeSelObj],this.mViewer.getModel().isDrawing())];case 3:_a.sent();return[2];case 4:if(!ctrlKeyDown&&shiftKeyDown&&selectedAlready&&selObjExists){return[2]}_a.label=5;case 5:if(!selObjExists)return[3,7];if(!selectedAlready)this.mSelectableObjsHC.push(hierNodeSelObj);return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,this.mViewer,[hierNodeSelObj])];case 6:_a.sent();return[3,9];case 7:if(!!numOfSelObjsAtStart)return[3,9];return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.LeftClickEvent,this.mViewer)];case 8:_a.sent();_a.label=9;case 9:return[2]}}))}))};eDwSelMgr.prototype.selectByID=function(iID){return utils.isNumber(iID)?this.executeSelection(iID):false};eDwSelMgr.prototype.select=function(iCoords,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var pickCfg,selObj,hierNodeSelObj;return __generator(this,(function(_a){switch(_a.label){case 0:pickCfg=iPickConfig?iPickConfig:new eDwTypes_11.HC.PickConfig(eDwTypes_11.HC.SelectionMask.Face);return[4,this.mViewer.ViewMgr.pickFromPoint(iCoords,pickCfg)];case 1:selObj=_a.sent();if(this.isSelectionHandled(selObj)){return[2,false]}hierNodeSelObj=this.createHierNodeSelObj(selObj);if(utils.isNumber(hierNodeSelObj.getIDHC())){return[2,this.executeSelection(hierNodeSelObj)]}this.mSelMgrHC.set(null);return[2,false]}}))}))};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mSelMgrHC.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(iClearHCSelList){if(iClearHCSelList===void 0){iClearHCSelList=true}return __awaiter(this,void 0,void 0,(function(){var unselectedHCObjs;return __generator(this,(function(_a){switch(_a.label){case 0:unselectedHCObjs=this.mSelectableObjsHC;this.mSelectableObjsHC=[];return[4,this.unSelectObjs(unselectedHCObjs,this.mViewer.getModel().isDrawing())];case 1:_a.sent();if(unselectedHCObjs.length>0&&iClearHCSelList){this.mSelMgrHC.selectNode(null)}return[2]}}))}))};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mSelMgrHC.getResults();for(var _i=0,selObjs_1=selObjs;_i0){return selIDsHC[selIDsHC.length-1]}return NaN};eDwSelMgr.prototype.getLastSelHierarchyNode=function(){var modelView=this.mViewer.getModel().getActiveModelView();return modelView.Nodes[this.getLastSelIDHC()]};eDwSelMgr.prototype.getSelectableIDsHC=function(){var selIDsHC=[];for(var _i=0,_a=this.mSelectableObjsHC;_i<_a.length;_i++){var selObjHC=_a[_i];var selIDHC=selObjHC.getNodeId();if(utils.isNumber(selIDHC))selIDsHC.push(selIDHC)}return selIDsHC};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var seoIDsHC=this.getSelectableIDsHC();for(var _i=0,seoIDsHC_1=seoIDsHC;_i-1){iSelMgr.mSelectableObjsHC.splice(index,1)}var unselObjsHC_1=iSelMgr.mSelectableObjsHC;iSelMgr.mSelectableObjsHC=[];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iSelMgr.unSelectObjs(unselObjsHC_1,true)];case 1:_a.sent();return[4,hierNode.showBoundingBox(viewer,"on")];case 2:_a.sent();return[2]}}))}))})();shown=true}else{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,hierNode.showBoundingBox(viewer,"toggle")];case 1:_a.sent();return[2]}}))}))})();shown=index>-1?false:true}if(shown){var selObjDupHC_1=eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID);iSelMgr.addUniqueToSelectableObjsHC(selObjDupHC_1);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,viewer,[selObjDupHC_1])];case 1:_a.sent();l_debugDumpSelection(selObjDupHC_1.getNodeId(),selObjDupHC_1.getSelectionType());return[2]}}))}))})()}}else{var selMgrHC=iSelMgr.mSelMgrHC;if(!selObjHC){selMgrHC.selectNode(nodeIDHC,iSelModeHC);var selObj=eDwSelObj.extendHCSelObj(selMgrHC.getLast());if(selObj.getIDHC()===nodeIDHC){iSelMgr.addUniqueToSelectableObjsHC(selObj)}}else{if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Add){selMgrHC.add(selObjHC)}else if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Set){selMgrHC.set(selObjHC)}else{var wasSelected=selMgrHC.isSelected(selObjHC);selMgrHC.toggle(selObjHC);if(wasSelected){var index=iSelMgr.mSelectableObjsHC.indexOf(selObjHC);if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}}}if(selMgrHC.isSelected(selObjHC)){iSelMgr.addUniqueToSelectableObjsHC(selObjHC)}}}return eDwTypes_11.HC.SelectionType.Part}return eDwTypes_11.HC.SelectionType.None}var ret=false;try{var selType=eDwTypes_11.HC.SelectionType.None;var keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();if(!keyMgr.isDown("Control")&&!keyMgr.isDown("Shift")){selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Set);ret=true}else{var existingIdx=this.getSelectedNodeIDIndex(nodeIDHC);if(existingIdx>-1){if(keyMgr.isDown("Control")){this.mSelMgrHC.remove(this.mSelectableObjsHC[existingIdx]);this.mSelectableObjsHC.splice(existingIdx,1)}else if(keyMgr.isDown("Shift")){ret=true}}else{selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Add);if(this.getSelectedNodeIDIndex(nodeIDHC)>-1){ret=true}}}if(selType!==eDwTypes_11.HC.SelectionType.None){l_debugDumpSelection(nodeIDHC,selType)}}catch(iErr){console.log("eDwSelMgr.selectByID failed")}return ret};return eDwSelMgr}();function l_debugDumpSelection(iID,iSelType){console.debugLog("Selection","Selected Obj ID: "+iID+" - type: "+eDwTypes_11.HC.SelectionType[iSelType])}return eDwSelMgr}));define("eDwSelObj",["require","exports","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwTypes_12,eDwGeomUtils_1,utils){"use strict";var eDwSelObj=function(){function eDwSelObj(iSelObjHC,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(this,[eDwTypes_12.HC.Selection.SelectionItem]);$.extend(true,this,iSelObjHC);this.setPointInLocalSpace(iSelObjHC.getPosition(),iToLocalTransformHC)}eDwSelObj.prototype.getIDHC=function(){var nodeIDHC=this.getNodeId();return utils.isNumber(nodeIDHC)?nodeIDHC:NaN};eDwSelObj.prototype.getLocalPoint=function(){return this.mLocalPnt};eDwSelObj.prototype.getWorldPoint=function(){return this.getPosition()};eDwSelObj.prototype.getAsLocalPoint=function(iWorldPtHC){return this.mToLocalTransformHC&&iWorldPtHC?this.mToLocalTransformHC.transform(iWorldPtHC):iWorldPtHC};eDwSelObj.prototype.getAsWorldPoint=function(iLocalPtHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;return toWorldTransformHC&&iLocalPtHC?toWorldTransformHC.transform(iLocalPtHC):iLocalPtHC};eDwSelObj.prototype.getLocalVector=function(){var _this=this;return this.getVectorInfo((function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)})).Vec};eDwSelObj.prototype.getWorldVector=function(){return this.getVectorInfo().Vec};eDwSelObj.prototype.getAsLocalVector=function(iWorldVecHC){var normalMatrix=this.mToLocalTransformHC?this.mToLocalTransformHC.normalMatrix():null;return iWorldVecHC&&normalMatrix?normalMatrix.transform(iWorldVecHC):null};eDwSelObj.prototype.getAsWorldVector=function(iLocalVecHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;var normalMatrix=toWorldTransformHC?toWorldTransformHC.normalMatrix():null;return iLocalVecHC&&normalMatrix?normalMatrix.transform(iLocalVecHC):null};eDwSelObj.prototype.getToLocalTransform=function(){return this.mToLocalTransformHC};eDwSelObj.prototype.findAngle=function(iSelObj){var _this=this;var selObj1Type=eDwSelObj.getSubEntityInfo(this).SubEntityTypeName;var selObj2Type=eDwSelObj.getSubEntityInfo(iSelObj).SubEntityTypeName;if(!selObj1Type||!selObj2Type||selObj2Type==="Point"||selObj1Type==="Point"){return NaN}var toLocalFunc;if(this.getToLocalTransform().equals(iSelObj.getToLocalTransform())){toLocalFunc=function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)}}var selObjVecInfo1=this.getVectorInfo(toLocalFunc);var selObjVecInfo2=iSelObj.getVectorInfo(toLocalFunc);if(selObj1Type!==selObj2Type){var curveVecInfo=selObjVecInfo1;var faceVecInfo=selObjVecInfo2;if(selObj1Type==="Face"){curveVecInfo=selObjVecInfo2;faceVecInfo=selObjVecInfo1}var surfPlane=eDwTypes_12.HC.Plane.createFromPointAndNormal(faceVecInfo.Pts[0],faceVecInfo.Vec);faceVecInfo.Pts[0]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[0],surfPlane);faceVecInfo.Pts[1]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[1],surfPlane);faceVecInfo.Vec=eDwTypes_12.HC.Point3.subtract(faceVecInfo.Pts[0],faceVecInfo.Pts[1])}if(!selObjVecInfo1.Vec||!selObjVecInfo1.Pts||!selObjVecInfo2.Vec||!selObjVecInfo2.Pts)return NaN;var normal3DHC=eDwTypes_12.HC.Point3.cross(selObjVecInfo1.Vec,selObjVecInfo2.Vec);if(!eDwGeomUtils_1.isValidHCPoint(normal3DHC)||normal3DHC.length()newVec23DHC.length())vec13DHC=newVec13DHC;var newVec33DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],intPt3DHC);var newVec43DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[3],intPt3DHC);var vec23DHC=newVec43DHC;if(newVec33DHC.length()>newVec43DHC.length())vec23DHC=newVec33DHC;vec13DHC.normalize();vec23DHC.normalize();return Math.acos(eDwTypes_12.HC.Point3.dot(vec13DHC,vec23DHC))*180/Math.PI};eDwSelObj.extendHCSelObj=function(ioSelObj,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(ioSelObj,[eDwSelObj]);if(utils.isInstanceOf(ioSelObj,eDwSelObj)){var pos2DHC=ioSelObj.getPosition();if(pos2DHC){ioSelObj.setPointInLocalSpace(pos2DHC,iToLocalTransformHC)}return ioSelObj}throw new TypeError("eDwSelObj is undefined")};eDwSelObj.createEmpty=function(){return new eDwSelObj(eDwTypes_12.HC.Selection.SelectionItem.create())};eDwSelObj.getLocalTransform=function(ioSelObjHC,iModel){var toLocalTransformHC=new eDwTypes_12.HC.Matrix;var subEntityInfo=eDwSelObj.getSubEntityInfo(ioSelObjHC);if(subEntityInfo.SubEntity){var selObj=eDwSelObj.extendHCSelObj(ioSelObjHC);var selObjIDHC=selObj.getIDHC();var selHierNode=iModel.getHierarchyNode(selObjIDHC);if(selHierNode&&selHierNode.Category==="view"){var modelHC=iModel.getHCModel();var parentNodeHC=modelHC.getNodeParent(selHierNode.HOOPSID);var parentNetMatrixHC=modelHC.getNodeNetMatrix(parentNodeHC);var selNetMatrixHC=modelHC.getNodeNetMatrix(selObjIDHC);var invParentNetMatrix=parentNetMatrixHC.inverseAndDeterminant()[0]||new eDwTypes_12.HC.Matrix;var matrixHC=eDwTypes_12.HC.Matrix.multiply(selNetMatrixHC,invParentNetMatrix);toLocalTransformHC=eDwTypes_12.HC.Matrix.inverse(matrixHC)||new eDwTypes_12.HC.Matrix}}return toLocalTransformHC};eDwSelObj.getMinDistInfo=function(iSelPropsHC,iSelObjs,iModel){return __awaiter(this,void 0,void 0,(function(){function getMinDistPtToFace(iPointHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var lineRay;return __generator(this,(function(_a){switch(_a.label){case 0:lineRay=new eDwTypes_12.HC.Ray(iPointHC,new eDwTypes_12.HC.Point3(0,0,0));return[4,getMinDistLineToFace(lineRay,iSelObj,iFaceSelObj,iModelHC)];case 1:return[2,_a.sent()]}}))}))}function getMinDistLineToFace(iRayHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var distItem;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModelHC.computeMinimumFaceLineDistance(iFaceSelObj.getNodeId(),iFaceSelObj.getFaceEntity().getCadFaceIndex(),iRayHC)];case 1:distItem=_a.sent();return[2,adjustDistance(iSelObj,iFaceSelObj,distItem)]}}))}))}function adjustDistance(iSelObj,iFaceSelObj,ioDistItem){var toLocalTransformHC=iSelObj.getToLocalTransform();var toLocalTransformForFaceHC=iFaceSelObj.getToLocalTransform();if(toLocalTransformHC&&toLocalTransformForFaceHC&&toLocalTransformHC.equals(toLocalTransformForFaceHC)){ioDistItem.distance*=toLocalTransformHC.upperLeft3x3Determinant()}return ioDistItem}var selEntInfoHC0,selEntInfoHC1,modelHC,vertSelObj,faceSelObj,faceProp,pos2DHC,faceSelObj0,faceSelObj1,faceProp0,faceProp1,distItem,edgeSelObj,edgeProp,faceSelObj,faceProp,pntsWCHC,lineHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,null];selEntInfoHC0=eDwSelObj.getSubEntityInfo(iSelObjs[0]);selEntInfoHC1=eDwSelObj.getSubEntityInfo(iSelObjs[1]);modelHC=iModel.getHCModel();if(!(selEntInfoHC0.SubEntityTypeName==="Point"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,3];vertSelObj=iSelObjs[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"){vertSelObj=iSelObjs[1];faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0]}pos2DHC=vertSelObj.getPosition();if(!pos2DHC){throw new TypeError("vertSelObj position is undefined")}if(!(faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,2];return[4,getMinDistPtToFace(vertSelObj.getPosition(),vertSelObj,faceSelObj,modelHC)];case 1:return[2,_a.sent()];case 2:return[3,10];case 3:if(!(selEntInfoHC0.SubEntityTypeName==="Face"&&selEntInfoHC1.SubEntityTypeName==="Face"))return[3,6];faceSelObj0=iSelObjs[0],faceSelObj1=iSelObjs[1];faceProp0=iSelPropsHC[0],faceProp1=iSelPropsHC[1];if(!(faceProp0 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,5];return[4,modelHC.computeMinimumFaceFaceDistance(faceSelObj0.getNodeId(),faceSelObj0.getFaceEntity().getCadFaceIndex(),faceSelObj1.getNodeId(),faceSelObj1.getFaceEntity().getCadFaceIndex())];case 4:distItem=_a.sent();return[2,adjustDistance(faceSelObj0,faceSelObj1,distItem)];case 5:return[3,10];case 6:if(!(selEntInfoHC0.SubEntityTypeName==="Line"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,10];edgeSelObj=iSelObjs[0];edgeProp=iSelPropsHC[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"){faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0];edgeSelObj=iSelObjs[1];edgeProp=iSelPropsHC[1]}if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,8];return[4,getMinDistPtToFace(edgeProp.origin,edgeSelObj,faceSelObj,modelHC)];case 7:return[2,_a.sent()];case 8:if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,10];pntsWCHC=edgeSelObj.getLineEntity().getPoints();if(!(pntsWCHC.length===2))return[3,10];lineHC=new eDwTypes_12.HC.Ray(pntsWCHC[0],pntsWCHC[1]);return[4,getMinDistLineToFace(lineHC,edgeSelObj,faceSelObj,modelHC)];case 9:return[2,_a.sent()];case 10:return[2,null]}}))}))};eDwSelObj.getSelObjProperty=function(iSelObjHC,iModel){return __awaiter(this,void 0,void 0,(function(){var subEntityProperty,subEntityInfo,subEntityTypeName,selObj,subEntityID,modelHC,_a;return __generator(this,(function(_b){switch(_b.label){case 0:subEntityProperty=null;subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObjHC);subEntityTypeName="Unknown";if(!subEntityInfo.SubEntity)return[3,6];selObj=eDwSelObj.extendHCSelObj(iSelObjHC);subEntityTypeName=subEntityInfo.SubEntityTypeName;subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);modelHC=iModel.getHCModel();_a=subEntityTypeName;switch(_a){case"Line":return[3,1];case"Face":return[3,3];case"Point":return[3,5]}return[3,5];case 1:return[4,modelHC.getEdgeProperty(selObj.getIDHC(),subEntityID)];case 2:subEntityProperty=_b.sent();return[3,6];case 3:return[4,modelHC.getFaceProperty(selObj.getIDHC(),subEntityID)];case 4:subEntityProperty=_b.sent();return[3,6];case 5:return[3,6];case 6:return[2,{Property:subEntityProperty,Name:subEntityTypeName}]}}))}))};eDwSelObj.setSelObjSubEntityColor=function(iSelObjsHC,iModel,iColor){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iColor)};eDwSelObj.setSelObjSubEntityHighlight=function(iSelObjsHC,iModel,iHighlight){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iHighlight)};eDwSelObj.getSubEntityInfo=function(iSelObjHC){function checkIfSelectable(iSubEntity,iSelTypeMask){return eDwSelObj.getSubEntityBits(iSubEntity)&iSelTypeMask?true:false}var subEntity=null;var typeName="";var isSelectable=false;if(iSelObjHC){if(subEntity=iSelObjHC.getPointEntity()){typeName="Point";isSelectable=true}else if(subEntity=iSelObjHC.getLineEntity()){typeName="Line";var cEdgeSelMeasureHC=4;isSelectable=checkIfSelectable(subEntity,cEdgeSelMeasureHC)}else if(subEntity=iSelObjHC.getFaceEntity()){typeName="Face";var cFaceSelMeasureHC=1;isSelectable=checkIfSelectable(subEntity,cFaceSelMeasureHC)}}return{SubEntity:subEntity,SubEntityTypeName:typeName,IsSelectable:isSelectable}};eDwSelObj.getSubEntityTypeName=function(iSubEntityType){if(!iSubEntityType)return"";return utils.getObjectTypeName(iSubEntityType).slice(0,-6)};eDwSelObj.getSubEntityID=function(iSubEntity){return iSubEntity?iSubEntity._elementIndex:NaN};eDwSelObj.getSubEntityBits=function(iSubEntity){return iSubEntity?iSubEntity._elementBits:NaN};eDwSelObj.prototype.setPointInLocalSpace=function(iWorldPtHC,iToLocalTransformHC){if(iToLocalTransformHC){this.mLocalPnt=iWorldPtHC?iToLocalTransformHC.transform(iWorldPtHC):null;this.mToLocalTransformHC=iToLocalTransformHC}};eDwSelObj.setSelObjSubEntity=function(iSelObjsHC,iModel,iSetting){if(!iSelObjsHC||!iSelObjsHC.length)return[];var modelHC=iModel.getHCModel();var subEntityIDs=[];for(var _i=0,iSelObjsHC_2=iSelObjsHC;_i1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()-1;--i){currentNode=childHierarchyMap[children[i]];viewIDsHC.push(currentNode.HOOPSID)}pickConfig=new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.All);return[4,this.Viewer.ViewMgr.pickFromPoint(iCoords,pickConfig)];case 1:selObj=_a.sent();selObjIDHC=selObj.getIDHC();if(!utils.isNaN(selObjIDHC))return[3,3];return[4,this.Viewer.SelectionMgr.select(iCoords)];case 2:selSuccess=_a.sent();_a.label=3;case 3:hierNode=model.getHierarchyNode(selObjIDHC);if(!hierNode)return[3,6];if(!(viewIDsHC.indexOf(hierNode.HOOPSID)>-1))return[3,5];return[4,this.Viewer.SelectionMgr.selectByID(hierNode.HOOPSID)];case 4:selSuccess=_a.sent();_a.label=5;case 5:return[3,10];case 6:_i=0,viewIDsHC_1=viewIDsHC;_a.label=7;case 7:if(!(_i0){pluginName=matches[1]}else{console.warn("Could not locate external plugin name in file "+iPluginFile)}return[3,5];case 4:iExcp_11=_a.sent();console.warn("Failed to load external plugin - "+iExcp_11.message);return[3,5];case 5:return[2,pluginName]}}))}))};eDwServiceMgr.prototype.getPluginFiles=function(){return __awaiter(this,void 0,void 0,(function(){var _a,_b,iExcp_12;return __generator(this,(function(_c){switch(_c.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,this.mPluginFiles];if(!!this.mPluginFiles.length)return[3,7];_c.label=1;case 1:_c.trys.push([1,6,,7]);if(!this.mAdvancedServicesDisabled)return[3,3];console.debugLog("ServiceMgr","Loading static plugin list");_a=this;return[4,this.ajax("GET","js/staticPluginList.json",{})];case 2:_a.mPluginFiles=_c.sent();return[3,5];case 3:console.debugLog("ServiceMgr","Finding plugins...");_b=this;return[4,this.ajax("GET","EDrawingsService.svc/GetPlugins",{})];case 4:_b.mPluginFiles=_c.sent();_c.label=5;case 5:return[3,7];case 6:iExcp_12=_c.sent();console.warn("No plugins available.");return[3,7];case 7:return[2,this.mPluginFiles]}}))}))};eDwServiceMgr.prototype.extendLicense=function(iKey){return __awaiter(this,void 0,void 0,(function(){var params;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}params={data:{iKey:iKey},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/ExtendLicense",params)];case 1:_a.sent();return[2]}}))}))};eDwServiceMgr.prototype.getBaseCacheDirs=function(){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!!this.mBaseCacheDirs.length)return[3,2];this.mBaseCacheDirs=[];this.mGetBaseCacheDirsPromise=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.extend(paramsObj,iParams);_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.ajax(paramsObj)];case 2:retAJAX=_a.sent();return[3,4];case 3:iExcp_13=_a.sent();console.warn("AJAX "+iMethod+" failed for "+iService+": "+iExcp_13.message);throw iExcp_13;case 4:return[2,retAJAX]}}))}))};return eDwServiceMgr}();return eDwServiceMgr}));define("eDwSetHierNodeAttribsCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetHierNodeAttribsCmd=function(_super){__extends(eDwSetHierNodeAttribsCmd,_super);function eDwSetHierNodeAttribsCmd(iViewer,iHierNodes,iAttrib){var _this=_super.call(this,iViewer)||this;_this.mInitialHierNodeAttribs=[];_this.mFinalHierNodeAttribs=[];var finalAttrib=$.extend(true,{},iAttrib);for(var _i=0,iHierNodes_2=iHierNodes;_i-1){this.mTouchOpIDs.splice(opIndex,1);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(iOpID)}};eDwTouchOpsMgr.isTouchEnabled=function(){function matchMedia(iFeature){return window.matchMedia&&window.matchMedia(iFeature).matches?true:false}var enabled=false;if("PointerEvent"in window&&"maxTouchPoints"in navigator){var maxTouchPoints=navigator.maxTouchPoints;if(utils.isNumber(maxTouchPoints)){if(navigator.maxTouchPoints>0){enabled=true}else if(navigator.maxTouchPoints===0&&matchMedia("(any-pointer:coarse)")){enabled=true}}}else{if(matchMedia("(any-pointer:coarse)")){enabled=true}else if("TouchEvent"in window||"ontouchstart"in window){enabled=true}}console.debugLog("TouchOps","Touch enabled = "+enabled);return enabled};return eDwTouchOpsMgr}();return eDwTouchOpsMgr}));define("eDwTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.EntityMode=exports.SectionPlaneOrientation=exports.HCI=exports.HC=void 0;var HC=Communicator;exports.HC=HC;var HCI=Communicator.Internal;exports.HCI=HCI;exports.SectionPlaneOrientation={XY:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,0,1)),Index:0},YZ:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(1,0,0)),Index:1},ZX:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,1,0)),Index:2}};exports.EntityMode={FACE:1,EDGE:2,VERTEX:4,HOLE:8,ALL:4294967295}}));define("eDwUI",["require","exports","eDwTypes","eDwKeyMgr","eDwUIBaseEventHandlers","eDwCommandMgr","eDwZoomToFitCmd","eDwDrawModeCmd","eDwAnimateCmd","eDwAmbientOcclusionCmd","eDwPerspectiveCmd","eDwSetViewCmd","eDwSetViewCameraCmd","eDwCompositeCmd","eDwSectionFlipCmd","eDwSetViewNormalToSectionCmd","eDwShowSectionCapCmd","eDwSectionShowCmd","eDwChangeSectionPlaneCmd","eDwUIPluginMgr","eDwEventMgr","eDwUIMessageReporter","eDwUIShortcutMenu","eDwUIUtils","eDrawingsWebViewerUtils","eDwEvents","utils"],(function(require,exports,eDwTypes_14,eDwKeyMgr_3,eDwUIBaseEventHandlers,eDwCommandMgr,eDwZoomToFitCmd,eDwDrawModeCmd,eDwAnimateCmd,eDwAmbientOcclusionCmd,eDwPerspectiveCmd,eDwSetViewCmd,eDwSetViewCameraCmd,eDwCompositeCmd,eDwSectionFlipCmd,eDwSetViewNormalToSectionCmd,eDwShowSectionCapCmd,eDwSectionShowCmd,eDwChangeSectionPlaneCmd,eDwUIPluginMgr,eDwEventMgr,eDwUIMessageReporter,eDwUIShortcutMenu_1,eDwUIUtils,eDrawingsWVUtils,eDwEvents,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUI=void 0;var eDwUI=function(){function eDwUI(){this.mUIEventHandlers=new UIEventHandlers(this,eDwUIUtils.getViewerElementName(),c_canvasID);this.mItemActiveCallbacks={};this.mItemDeactiveCallbacks={};solidworks.web.touch.support();this.awfulUIHacks()}eDwUI.prototype.initUIEvents=function(iViewerFeatOpts){this.mViewerFeatureOpts=iViewerFeatOpts;this.registerHTMLEvents()};eDwUI.prototype.init=function(iViewer){var _this=this;this.mViewer=iViewer;this.centerBottomBar();this.mViewer.XSectionMgr.SectionCapVisibility=true;$("#edrawings-section-capping-button").addClass("state-on-button");$("#edrawings-section-show-button").addClass("state-on-button");eDwUIUtils.hide(".edrawings-ui-main",false);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents.ResetSceneEvent,true)];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.toggleFullScreen=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var methodName,viewerElem,iExcp_14;return __generator(this,(function(_a){switch(_a.label){case 0:methodName="exitFullScreen()";_a.label=1;case 1:_a.trys.push([1,6,,7]);if(!l_isFullScreen())return[3,3];document.exitFullscreen=document.exitFullscreen||utils.getFirstMatchedMethodObj(document,"xitFullscreen");if(!document.exitFullscreen){console.warn("exitFullscreen() does not exist.");return[2]}return[4,document.exitFullscreen()];case 2:_a.sent();return[3,5];case 3:methodName="requestFullscreen()";viewerElem=$("#edrawings-viewer")[0];viewerElem.requestFullscreen=viewerElem.requestFullscreen||utils.getFirstMatchedMethodObj(viewerElem,"equestFullscreen");if(!viewerElem.requestFullscreen){console.warn("requestFullscreen() does not exist.");return[2]}return[4,viewerElem.requestFullscreen()];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_14=_a.sent();console.warn(methodName+" failed. It took too long.");return[3,7];case 7:return[2]}}))}))})()};eDwUI.prototype.unregister=function(){this.unregisterHTMLEvents();UIEventHandlers.doModelDataUnloadActions(this.mViewer)};eDwUI.prototype.setDrawMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var drawModeCmd;return __generator(this,(function(_a){switch(_a.label){case 0:drawModeCmd=new eDwDrawModeCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(drawModeCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setInitialDrawMode=function(){if(!this.mViewer.ViewerFeatureOpts.RenderType)return;this.setDrawMode(this.mViewer.ViewerFeatureOpts.RenderType)};eDwUI.prototype.setPerspectiveMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveCmd;return __generator(this,(function(_a){switch(_a.label){case 0:perspectiveCmd=new eDwPerspectiveCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(perspectiveCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.hideAllOtherPanels=function(iPanelCSSClassName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iPanelCSSClassName!==".edrawings-hud-menu"))return[3,2];return[4,this.hideActiveHUDMenu()];case 1:_a.sent();_a.label=2;case 2:if(!(iPanelCSSClassName!==".edrawings-submenu"))return[3,4];return[4,this.hideActiveSubmenu()];case 3:_a.sent();_a.label=4;case 4:eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();return[2]}}))}))};eDwUI.prototype.onClick=function(iID,iActivate){var activateCallback=this.mItemActiveCallbacks[iID];var deactivateCallback=this.mItemDeactiveCallbacks[iID];if(iActivate){if(activateCallback)activateCallback()}else{if(deactivateCallback)deactivateCallback()}return activateCallback||deactivateCallback?true:false};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mModelDataLoadCompleteHandler=function(iEvent,iViewer){_this.mViewer=iViewer;eDwUIBaseEventHandlers.doModelDataLoadCompleteActions(_this.mUIEventHandlers,iViewer)};$("#"+c_canvasID).on("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);var self=this;this.registerButtonForClickEffect("edrawings-section-flip-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var sectionFlipCmd;return __generator(this,(function(_a){switch(_a.label){case 0:sectionFlipCmd=new eDwSectionFlipCmd(this.mViewer);return[4,eDwCommandMgr.get().run(sectionFlipCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-section-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewNormalToSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewNormalToSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));function setXSectionOrientation(iEvent,iUI,iOrientation){iUI.setXSectionOrientation(iOrientation);eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.currentTarget))}$("#edrawings-section-xz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.ZX)}));$("#edrawings-section-yz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.YZ)}));$("#edrawings-section-xy-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.XY)}));$("#edrawings-section-capping-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var visibility=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showCapsCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,visibility);return[4,eDwCommandMgr.get().run(showCapsCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));$("#edrawings-section-show-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var showSection=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showSectionCmd=new eDwSectionShowCmd(this.mViewer,showSection);return[4,eDwCommandMgr.get().run(showSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));this.mItemActiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){function compositeSectionDone(ioCmd){ioCmd.clearSubCmds();self.mViewer.XSectionMgr.deactivateCurrent();self.mViewer.XSectionMgr.turnOnSectionPlane(false)}var self;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.addPanelModeEvents("#edrawings-section-menu",".edw.section","#edrawings-button-section");this.mCompositeXSectionCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeXSectionCmd);this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.XSectionMgr.turnOnSectionPlane(true);this.setXSectionOrientation();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))}});self=this;if(!!this.mViewer.getModel().isDrawing())return[3,2];return[4,this.setActiveSubmenu("#edrawings-button-section","#edrawings-section-menu")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.deactivateMoveInput(".edw.section");return[4,eDwCommandMgr.get().remove(this.mCompositeXSectionCmd,"cancel")];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-section"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-section"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateDebugPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){var shortcutMenu;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-debug","#edrawings-debug-menu",".edw.debug",iHandlers)];case 1:_a.sent();if(iActivate){shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(c_debugGroupName)}shortcutMenu.addMenuItem(c_debugGroupName,"edrawings-debug-node-matrices",(function(iEvent,iUIItemJQ,iArg){if(utils.isOfType(iArg,"attr")){var nodeIDHC=parseInt(iArg.attr("data-hoopsid"),10);if(utils.isNumber(nodeIDHC)){var modelHC=self.mViewer.getModel().getHCModel();var matrixHC=modelHC.getNodeMatrix(nodeIDHC);var msg="
Matrix = "+JSON.stringify(matrixHC)+"
";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="
Net matrix = "+JSON.stringify(matrixHC)+"
";eDwUIMessageReporter.showMessageInDebugPanel(msg)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}))}else{eDwUIShortcutMenu_1.eDwUIShortcutMenu.get().removeAllMenuItems(c_debugGroupName)}return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-debug"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-debug"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));this.mItemActiveCallbacks["#edrawings-button-reset"]=function(){return __awaiter(_this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){eDwUIUtils.resetToHomeView(this.mViewer);window.setTimeout((function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI()];case 1:_a.sent();return[2]}}))}))})()}),1e3);return[2]}))}))};$(document).on(c_fullScreenChange,(function(iEvent){if(l_isFullScreen()){l_fullScreenBtnJS.removeClass(c_restoreClass)}else{l_fullScreenBtnJS.addClass(c_restoreClass);$("#edrawings-canvas-canvas-container").css({"background-color":""})}}));$("#edrawings-button-fs").on("click.edw",(function(){_this.toggleFullScreen()}));function clickDrawMode(iUI,iMode){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:iUI.setDrawMode(iMode);return[4,iUI.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}$("#edrawings-button-shaded-hlrr").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesRemoved")}));$("#edrawings-button-shaded-hlrv").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesVisible")}));$("#edrawings-button-shaded-wireframe").on("click.edw",(function(){clickDrawMode(_this,"Wireframe")}));$("#edrawings-button-shaded-full").on("click.edw",(function(){clickDrawMode(_this,"ShadedWithEdges")}));$("#edrawings-button-shaded-noedges").on("click.edw",(function(){clickDrawMode(_this,"Shaded")}));this.mItemActiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){var animateCmd;return __generator(this,(function(_a){switch(_a.label){case 0:animateCmd=new eDwAnimateCmd(this.mViewer);return[4,eDwCommandMgr.get().run(animateCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mItemActiveCallbacks["#edrawings-button-animate"]()];case 1:_a.sent();return[2]}}))}))};$("#edrawings-button-frame-file-open").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-view"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view","#edrawings-hud-view-menu")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-help"]=function(){return __awaiter(_this,void 0,void 0,(function(){var version,viewerHC;return __generator(this,(function(_a){switch(_a.label){case 0:version="
Version #: "+eDrawingsWVUtils.getViewerVersion()+"
";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="
HC Version:"+viewerHC.getViewerVersionString()+"
Format Version: "+viewerHC.getFormatVersionString()+"
"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#edrawings-hud-help-close").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-zoomtofit"]=function(){return __awaiter(_this,void 0,void 0,(function(){var viewHC,curModelView,nodeID,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:viewHC=this.mViewer.getHCView();curModelView=this.mViewer.getModel().getActiveModelView();nodeID=curModelView.Hierarchy.HOOPSID;zoomToFitCmd=new eDwZoomToFitCmd(this.mViewer,nodeID,viewHC.getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-shaded"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-shaded","#edrawings-hud-shaded-menu")];case 1:_a.sent();return[2]}}))}))};function togglePanel(iActivate,iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iActivate)return[3,2];return[4,self.setActiveSubmenu(iButtonID,iPanelID)];case 1:_a.sent();eDwUIUtils.addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID);return[3,3];case 2:eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix);_a.label=3;case 3:return[2]}}))}))}function activateSheetPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-sheet-tree","#edrawings-sheet-tree-menu",".edw.sheet",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-sheet-tree"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateLayerPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-layer-control","#edrawings-layer-control-menu",".edw.layer",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-layer-control"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));eDwKeyMgr_3.eDwKeyMgr.get().add({key:"F11"},"keydown",(function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()}));this.mItemActiveCallbacks["#edrawings-button-view-settings"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view-settings","#edrawings-hud-view-settings-menu")];case 1:_a.sent();return[2]}}))}))};var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var buttonActive,ambientOcclCmd;return __generator(this,(function(_a){switch(_a.label){case 0:buttonActive=ambientOcc.hasClass("state-on-button");return[4,this.hideActiveHUDMenu()];case 1:_a.sent();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");ambientOcclCmd=new eDwAmbientOcclusionCmd(this.mViewer,!buttonActive);return[4,eDwCommandMgr.get().run(ambientOcclCmd,"commit")];case 2:_a.sent();return[2]}}))}))})()}));$("#edrawings-button-view-perspective").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveMode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();perspectiveMode=!this.mViewer.getPerspectiveMode();this.setPerspectiveMode(perspectiveMode);return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-button-view-top",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Top)}));this.registerButtonForClickEffect("edrawings-button-view-bottom",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Bottom)}));this.registerButtonForClickEffect("edrawings-button-view-left",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Left)}));this.registerButtonForClickEffect("edrawings-button-view-right",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Right)}));this.registerButtonForClickEffect("edrawings-button-view-front",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Front)}));this.registerButtonForClickEffect("edrawings-button-view-back",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Back)}));this.registerButtonForClickEffect("edrawings-button-view-iso",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Iso)}))};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();$("#"+c_canvasID).off("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-section-show-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-hud-help-close").off("click.edw");$(document).off(c_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.hideActiveSubmenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){$(".tool-bar").css({height:"auto"});var barJQ=$(".tool-bar");var viewerElemJQ=$(eDwUIUtils.getViewerElementID());var leftButtonsJQ=$(".edrawings-icon-set.left");var rightButtonsJQ=$(".edrawings-icon-set.right");var centerButtonsJQ=$(".edrawings-icon-set.center");var width=(iWidth?iWidth:viewerElemJQ.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){width=viewerElemJQ[0].clientWidth-1}barJQ.css({position:"absolute"});leftButtonsJQ.css({left:1+"px",position:"absolute"});rightButtonsJQ.css({right:1+"px",position:"absolute"});centerButtonsJQ.css({left:width/2-52/2+"px",position:"absolute"})};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var buttonJQ,buttonOffset,posx,posy,canvasWidth,panelJQ,panelWidth;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 2:_a.sent();if(iButtonID!=="#edrawings-button-help"){buttonJQ=$(iButtonID);buttonOffset=buttonJQ.offset();posx=buttonOffset.left;posy=buttonOffset.top+parseInt(buttonJQ.css("marginTop"))+parseInt(buttonJQ.css("borderTopWidth"))+buttonJQ.height();canvasWidth=$("#edrawings-canvas").width();panelJQ=$(iPanelID);panelWidth=panelJQ[0].offsetWidth;if(posx+panelWidth>canvasWidth){posx=canvasWidth-panelWidth-10}panelJQ.css({top:posy+"px",left:posx+"px"})}return[2]}}))}))};eDwUI.prototype.hideActiveHUDMenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var butJQ=$("#"+iButtonID);butJQ.on("mousedown.edw",(function(){butJQ.addClass("edrawings-on-state");eDwUIUtils.scrollToTarget(butJQ)}));butJQ.on("mouseup.edw",(function(){butJQ.removeClass("edrawings-on-state");iHandler()}))};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var butJQ=$("#"+iButtonID);butJQ.off("mousedown.edw");butJQ.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);return[4,eDwCommandMgr.get().run(setViewCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setXSectionOrientation=function(iNewSection){var _this=this;function setActive(iButtonID,iIsActive){$(iButtonID)[iIsActive?"addClass":"removeClass"]("state-on-button")}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}if(planeFromEnum&&origPlaneEnum){(function(){return __awaiter(_this,void 0,void 0,(function(){var changeSectionPlaneCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);return[4,eDwCommandMgr.get().run(changeSectionPlaneCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").removeClass("edrawings-inactive");_this.registerButtonForClickEffect("edrawings-face-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCameraCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCameraCmd=new eDwSetViewCameraCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewCameraCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()}))};l_uninit=function(){$("#edrawings-face-normal-button").addClass("edrawings-inactive");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$("#edrawings-viewer").on("click.edw",".edrawings-tool-button",(function(iEvent){_this.onClick(iEvent,".edrawings-tool-button")}));$("#edrawings-viewer").on("click.edw",".edrawings-hud-button",(function(iEvent){_this.onClick(iEvent,".edrawings-hud-button",".edrawings-submenu")}));this.mUIHTMLEventMgr.addEventHandler("window","beforeunload",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));this.mUIHTMLEventMgr.addEventHandler("window","Timeout",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));$(".edrawings-menu-close").on("click.edw",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.deactivateActiveButton(".edrawings-tool-button")];case 1:_a.sent();return[2]}}))}))})()}));var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.on("edw:ChangeViewerStyling",(function(iEvent,iStyleClassName){viewerJQ.removeClass("edrawings-viewer-regular");viewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)viewerJQ.addClass(iStyleClassName)}));viewerJQ.on("edw:HidePanels",(function(iEvent,iSkipPanelsWithClass){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mUI.hideAllOtherPanels(iSkipPanelsWithClass)];case 1:_a.sent();return[2]}}))}))})()}));viewerJQ.on("edw:ReInitViewer",(function(iEvent,iViewerFeatOpts){_this.mUI.unregister();_this.mUI.initUIEvents(iViewerFeatOpts)}))};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw");$("#edrawings-viewer").off("click.edw",".edrawings-tool-button");$("#edrawings-viewer").off("click.edw",".edrawings-hud-button");var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.off("edw:ChangeViewerStyling");viewerJQ.off("edw:HidePanels");viewerJQ.off("edw:ReInitViewer")};UIEventHandlers.doModelDataUnloadActions=function(iViewer){eDwUIBaseEventHandlers.doModelDataUnloadActions(iViewer)};UIEventHandlers.prototype.onInit=function(iViewer){var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var isDrawing=model.isDrawing();eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);this.removeHTMLEventHandlers()};UIEventHandlers.prototype.onInitFullUI=function(iViewer){_super.prototype.onInitFullUI.call(this,iViewer);this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){_super.prototype.onSelect.call(this,iViewer,iSelObjs);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){_super.prototype.onUnselect.call(this,iViewer,iSelObjs);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);$(eDwUIUtils.getViewerElementID()).trigger("edw:ChangeViewerStyling","edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",(function(){eDwViewer.ViewMgr.stop()}));var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.removeClass("edrawings-animate-play-icon");animateBtnJQ.addClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onStopAnimation=function(iViewer){var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.addClass("edrawings-animate-play-icon");animateBtnJQ.removeClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("state-on-button")){$(iButtonID).addClass("state-on-button")}else if(!iIsActive&&$(iButtonID).hasClass("state-on-button")){$(iButtonID).removeClass("state-on-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onClick=function(iEvent,iButtonCSSClassName,iPanelCSSClassName){var _this=this;if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}(function(){return __awaiter(_this,void 0,void 0,(function(){var targetJQ,buttonClickedID,deactivatedButtonID;return __generator(this,(function(_a){switch(_a.label){case 0:targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);buttonClickedID=targetJQ.closest(iButtonCSSClassName).attr("id");return[4,this.deactivateActiveButton(iButtonCSSClassName,iPanelCSSClassName)];case 1:deactivatedButtonID=_a.sent();if(deactivatedButtonID===buttonClickedID)return[2];this.handleClick("#"+buttonClickedID,true);return[2]}}))}))})()};UIEventHandlers.prototype.deactivateActiveButton=function(iButtonCSSClassName,iPanelCSSClassName){if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonID,activeButtonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonID="";activeButtonJQ=$(iButtonCSSClassName+".active-button");return[4,this.mUI.hideAllOtherPanels(iPanelCSSClassName)];case 1:_a.sent();if(activeButtonJQ.length){activeButtonID=activeButtonJQ[0].id;this.handleClick("#"+activeButtonID,false)}return[2,activeButtonID]}}))}))};UIEventHandlers.prototype.handleClick=function(iButtonID,iActivate){eDwUIUtils.scrollToTarget($(iButtonID));if(!this.mUI.onClick(iButtonID,iActivate)){var pluginMgr=eDwUIPluginMgr.get();pluginMgr.onClick(iButtonID,iActivate)}};return UIEventHandlers}(eDwUIBaseEventHandlers);var c_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw"+" webkitfullscreenchange.edw";var c_restoreClass="edrawings-button-fs-restore";var c_canvasID="edrawings-canvas";var c_debugGroupName="Debug";var l_fullScreenBtnJS;var l_init;var l_uninit;function l_isFullScreen(){if(!l_fullScreenBtnJS)l_fullScreenBtnJS=$("#edrawings-button-fs");return l_fullScreenBtnJS.hasClass(c_restoreClass)}}));define("eDwUIBaseEventHandlers",["require","exports","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwCompositeCmd","eDwSetLayerVisibilityCmd","eDwUIPluginMgr","eDwEvents","eDwUIUtils","eDwUIShortcutMenu","utils"],(function(require,exports,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwCompositeCmd,eDwSetLayerVisibilityCmd,eDwUIPluginMgr,eDwEvents,eDwUIUtils,eDwUIShortcutMenu_2,utils){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("window","resize",(function(iEvent){_this.onResize(iEvent,_this.mViewer)}));eDwEventMgr.get().addEventHandlerFunc(eDwEvents.ResetSceneEvent,l_onResize);eDwUIUtils.addSubTreeArrowEventHandler(eventMgrHTML,"#edrawings-sheet-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(targetJQ.hasClass("edrawings-root")){return}var selObjIDHC=eDwUIUtils.getIDHC(targetJQ);if(isNaN(selObjIDHC)||selObjIDHC<0){return}(function(){return __awaiter(_this,void 0,void 0,(function(){var cmdMgr,zoomToViewCmd,targetModelView,model,modelHC,modelViews,_i,modelViews_4,modelView,configIDHC,configChildren,activeModelView,changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();zoomToViewCmd=new eDwCompositeCmd(this.mViewer);zoomToViewCmd.initCmdActionImplementation();return[4,cmdMgr.add(zoomToViewCmd)];case 1:_a.sent();targetModelView=null;model=this.mViewer.getModel();modelHC=model.getHCModel();modelViews=model.getModelViews();for(_i=0,modelViews_4=modelViews;_i-1){console.excludeDebugLogCategories.slice(pos,1)}}}));var selectorName="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;$(selectorName).removeClass("edrawings-list-selected");$(targetJQ).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",(function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var isVisible=targetJQ.prop("checked");_this.setAllLayerVisibility(isVisible)}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseover",(function(iEvent){var filenameJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);if(filenameJQ.length===1&&filenameJQ[0].scrollWidth>filenameJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,filenameJQ,$("#edrawings-filename-text").text())}}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseover",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var itemTreeTextJQ=targetJQ.find(".item-tree-text");var edrawingsSubmenuListJQ=targetJQ.closest(".edrawings-submenu-list");if(edrawingsSubmenuListJQ.length===1&&itemTreeTextJQ.length===1&&itemTreeTextJQ[0].scrollWidth>itemTreeTextJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,itemTreeTextJQ,itemTreeTextJQ.text())}}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",-c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-hud-bar .edrawings-hud-bar-content","#edrawings-hud-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))}));eventMgrHTML.addEventHandler("#edrawings-left-bar .edrawings-arrow-wrapper:has(> .edrawings-arrow-up)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",-c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-left-bar .edrawings-arrow-wrapper:has(> .edrawings-arrow-down)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-left-bar .edrawings-tool-bar-content","#edrawings-left-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))}))};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){if(this.mViewerFeatureOpts.Debug){eDwUIUtils.addCloseEventHandler("#edrawings-debug-menu",this.mUIHTMLEventMgr)}eDwUIUtils.addCloseEventHandler("#edrawings-sheet-tree-menu",this.mUIHTMLEventMgr);eDwUIUtils.addCloseEventHandler("#edrawings-layer-control-menu",this.mUIHTMLEventMgr)};eDwUIBaseEventHandlers.doModelDataLoadCompleteActions=function(ioEventHandlerObj,iViewer){ioEventHandlerObj.mViewer=iViewer;l_loadUIPlugins(iViewer);var handlerObj=ioEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents.InitEvent,handlerObj,"onInit");eventMgr.addEventHandlerObj(eDwEvents.InitFullUIEvent,handlerObj,"onInitFullUI");eventMgr.addEventHandlerObj(eDwEvents.SelectEvent,handlerObj,"onSelect");eventMgr.addEventHandlerObj(eDwEvents.UnselectEvent,handlerObj,"onUnselect");eventMgr.addEventHandlerObj(eDwEvents.StartAnimationEvent,handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj(eDwEvents.StopAnimationEvent,handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj(eDwEvents.LeftDoubleClickEvent,handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj(eDwEvents.TimeoutEvent,handlerObj,"onTimeout");eventMgr.addEventHandlerObj(eDwEvents.DrawModeChangeEvent,handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj(eDwEvents.ProjModeChangeEvent,handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj(eDwEvents.NodeAttribChangeEvent,handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj(eDwEvents.ResetSceneEvent,handlerObj,"onResetScene");eventMgr.addEventHandlerObj(eDwEvents.AmbientOcclChangeEvent,handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj(eDwEvents.DoneEvent,handlerObj,"onDone");eventMgr.addEventHandlerObj(eDwEvents.ModelViewChangeEvent,handlerObj,"onModelViewChange")};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-hud-bar .edrawings-hud-bar-content");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-left-bar .edrawings-tool-bar-content");this.mUIHTMLEventMgr.removeAllEventHandlers();eDwUIShortcutMenu_2.eDwUIShortcutMenu.destroy()};eDwUIBaseEventHandlers.doModelDataUnloadActions=function(iViewer){l_unloadUIPlugins();if(iViewer)iViewer.unregister();eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer};eDwUIBaseEventHandlers.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iViewer.getModel().getActiveModelView(),true)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,true)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,false)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_2.eDwUIShortcutMenu.hide()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i1){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});l_resizeTopBar()}else if(hudBarContentJQ[0].scrollWidth===0||hudBarContentJQ.width()>=hudBarContentJQ[0].scrollWidth){topBarJQ.removeClass("edrawings-collided-hud-bar");hudBarJQ.removeClass("edrawings-collided");hudBarJQ.css({left:""})}}else{if(filenameBlockOffset.left!==hudBarOffset.left&&filenameBlockRight>hudBarOffset.left){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});topBarJQ.addClass("edrawings-collided-hud-bar");hudBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(hudBarContentJQ[0].scrollLeft,hudBarContentJQ[0].scrollWidth,hudBarContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,hudBarJQ);if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(hudBarContentJQ.innerWidth()c_filenameBlockThresholdWidth){if(topBarJQ.hasClass("edrawings-out-of-view")){topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.addClass("edrawings-out-of-view")}}else{if(filenameBlockJQ[0].scrollWidth-filenameBlockInnerWidth>1){if(filenameBlockJQ.width()0&&toolBarContentJQ[0].scrollHeight<=leftBarContentJQ.innerHeight()){leftBarJQ.removeClass("edrawings-collided")}}else{if(leftBarContentJQ[0].scrollHeight>0&&leftBarContentJQ[0].scrollHeight>Math.round(leftBarContentJQ.innerHeight())){leftBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(toolBarContentJQ[0].scrollTop,toolBarContentJQ[0].scrollHeight,toolBarContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,leftBarJQ);if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ.innerHeight()=window.innerWidth){var diff=iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding-window.innerWidth;if(iMouseEvent.clientX>=diff){tickerLeft=iMouseEvent.clientX-diff;tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding}else{tickerLeft=0;tickerAnimation=true;if(window.innerWidth>tickerMinWidth){tickerWidth=window.innerWidth}else{tickerWidth=tickerMinWidth}var threeTimes=[iText,iText,iText].join(" ");tickerJQ.text(threeTimes)}}if(itemOffset.top-tickerMinHeight<=0){if(itemOffset.top+iItemJQ[0].clientHeight+tickerMinHeight<=window.innerHeight){tickerTop=itemOffset.top+iItemJQ[0].clientHeight}else{var diff=iMouseEvent.clientY+tickerMinHeight-window.innerHeight;if(iMouseEvent.clientY>diff){tickerTop=iMouseEvent.clientY-diff}else{tickerTop=0}}}var tickerwrapJQ=tickerJQ.closest(".edrawings-ticker-wrapper");tickerwrapJQ.offset({left:tickerLeft,top:tickerTop}).css("width",tickerWidth).removeClass("edrawings-ui-hide");if(tickerAnimation){tickerwrapJQ.addClass("edrawings-animation")}}function l_hideTicker(){var tickerwrapJQ=$(".edrawings-ticker-wrapper");if(!tickerwrapJQ.hasClass("edrawings-ui-hide")){var tickerJQ=tickerwrapJQ.find(".edrawings-ticker");tickerJQ.text("");tickerwrapJQ.addClass("edrawings-ui-hide").removeClass("edrawings-animation").css("left","").css("top","").css("width","")}}function l_positionMenuPanelCollapseButton(){var activeButtonsJQ=$(".edrawings-tool-button.active-button");if(activeButtonsJQ.length){if(eDwUIUtils.scrollToTarget(activeButtonsJQ)){l_resizeToolBar()}var collapsedPanelsJQ=$(".edrawings-submenu.active.edrawings-collapsed");if(collapsedPanelsJQ.length){var attrStyle=collapsedPanelsJQ.find(".edrawings-menu-panel-arrow-collapse").attr("style");if(!!attrStyle){eDwUIUtils.positionMenuPanelArrowCollapseButton(collapsedPanelsJQ,activeButtonsJQ)}}}}function l_fixMenuPanelInwardToolbar(){var panelsJQ=$(".edrawings-submenu.active:not(.edrawings-collapsed), .edrawings-hud-menu.active");panelsJQ.each((function(iIndex,iPanel){var panelJQ=$(iPanel);eDwUIUtils.fixMenuPanelInwardToolbar(panelJQ)}))}function l_scrollUIBar(iContentJQ,iDeactivateButtonClass,iDeactivateMenuClass,iScrollDist,iBarJQ){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iContentJQ&&iContentJQ.length>0))return[3,2];return[4,eDwUIUtils.deactivateUI(iDeactivateButtonClass,iDeactivateMenuClass)];case 1:_a.sent();eDwUIUtils.executeScrolling(iScrollDist,0,iContentJQ,iBarJQ);_a.label=2;case 2:return[2]}}))}))}return eDwUIBaseEventHandlers}));define("eDwUIBasePlugin",["require","exports","eDwUIHTMLEventMgr","eDwEventMgr","eDwEvents","eDwUIShortcutMenu","eDwUIUtils","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwEventMgr,eDwEvents_6,eDwUIShortcutMenu_3,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIBasePlugin=void 0;var eDwUIBasePlugin=function(){function eDwUIBasePlugin(iPluginGroupName,iViewer,iButtonInfo,iViewerFeatOpts){var _this=this;if(iViewer===void 0){iViewer=null}if(iButtonInfo===void 0){iButtonInfo=null}if(iViewerFeatOpts===void 0){iViewerFeatOpts=null}console.debugLog("UIPlugin","Constructed "+iPluginGroupName+" plugin.");this.mPluginGroupName=iPluginGroupName;this.mViewer=iViewer;this.mViewerFeatOpts=iViewerFeatOpts||iViewer&&iViewer.ViewerFeatureOpts;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mPluginDependencies=[];this.mPluginButtonInfo=iButtonInfo;if(iViewer){eDwUIShortcutMenu_3.eDwUIShortcutMenu.get().setPluginCheck(iPluginGroupName,(function(iPluginName){return _this.check(iPluginName)}))}}eDwUIBasePlugin.prototype.init=function(iPanelsToLoad){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPanelsToLoad_1,panelToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",true);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",true);if(!iPanelsToLoad)return[3,2];promises=[];for(_i=0,iPanelsToLoad_1=iPanelsToLoad;_i-1?true:false};eDwUIBasePlugin.prototype.addEventHandlers=function(){};eDwUIBasePlugin.prototype.removeEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers()};eDwUIBasePlugin.prototype.onActivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.onDeactivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.addAppObjEvent=function(iAppEvent,iEventObjMethod,iAdd){var eventMgr=eDwEventMgr.get();var eventMgrMethod=iAdd?"addEventHandlerObj":"removeEventHandlerObj";eventMgr[eventMgrMethod](iAppEvent,this,iEventObjMethod)};eDwUIBasePlugin.prototype.loadPanel=function(iPanelID,iHTMLFileName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.loadPanel(iPanelID,iHTMLFileName)];case 1:return[2,_a.sent()]}}))}))};Object.defineProperty(eDwUIBasePlugin.prototype,"PluginGroupName",{get:function(){return this.mPluginGroupName},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"PluginButtonID",{get:function(){return this.mPluginButtonInfo?this.mPluginButtonInfo.ID:""},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"Dependencies",{get:function(){return this.mPluginDependencies},enumerable:false,configurable:true});return eDwUIBasePlugin}();exports.eDwUIBasePlugin=eDwUIBasePlugin}));define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwTypes"],(function(require,exports,eDwUIHTMLGenerator_1,eDwTypes_15){"use strict";var _a;var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return l_getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(l_getHCNode(iNode))||"unknown node name"};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(l_getHCNode(iNode))||NaN};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(l_getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var _this=this;var nodeIDHC=this.forNodeGetID(iNode);(function(){return __awaiter(_this,void 0,void 0,(function(){var meshIDs,numMeshIDs;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mHCModel.getMeshIds([nodeIDHC])];case 1:meshIDs=_a.sent();numMeshIDs=meshIDs.length;console.log("Node ID: "+nodeIDHC+" Num mesh IDs: "+numMeshIDs);return[2]}}))}))})();return this.forNodeGetName(iNode)+" ID: "+nodeIDHC+" TYPE: "+c_nodeTypes[this.mHCModel.getNodeType(nodeIDHC)]+" VISIBLE: "+this.mHCModel.getNodeVisibility(nodeIDHC)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);var c_nodeTypes=(_a={},_a[eDwTypes_15.HC.NodeType.AssemblyNode]="Assembly",_a[eDwTypes_15.HC.NodeType.Body]="Body",_a[eDwTypes_15.HC.NodeType.BodyInstance]="Body Instance",_a[eDwTypes_15.HC.NodeType.BrepBody]="BRep Body",_a[eDwTypes_15.HC.NodeType.CadView]="CAD View",_a[eDwTypes_15.HC.NodeType.DrawingSheet]="Drawing Sheet",_a[eDwTypes_15.HC.NodeType.Part]="Part",_a[eDwTypes_15.HC.NodeType.PartInstance]="Part Instance",_a[eDwTypes_15.HC.NodeType.Pmi]="PMI",_a[eDwTypes_15.HC.NodeType.PmiBody]="PMI Body",_a[eDwTypes_15.HC.NodeType.PointsBody]="Points Body",_a[eDwTypes_15.HC.NodeType.TessBody]="Tessellation Body",_a[eDwTypes_15.HC.NodeType.Unknown]="Unknown",_a[eDwTypes_15.HC.NodeType.ViewFrame]="View Frame",_a[eDwTypes_15.HC.NodeType.WireBody]="Wire Body",_a);function l_isHCNode(iNode){return!isNaN(iNode)}function l_getHCNode(iNode){if(!l_isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator}));define("eDwUIHTMLEventMgr",["require","exports","eDwUIUtils"],(function(require,exports,eDwUIUtils){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();return this.commonAddEventHandler(ancestorElementID,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;return this.commonAddEventHandler(iElemID,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}delete this.mEventHandlerData[eventName]}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElemID,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElemID)return false;var elements=[];if(iElemID==="window")elements.push(window);else if(iElemID==="document")elements.push(document);else elements=$(iElemID).toArray();if(!elements.length)return false;var handlersOfEvent=this.mEventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=this.mEventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=handlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){for(var _i=0,elements_1=elements;_i-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="
";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+=""+this.forNodeGetElementContent(iNode)+"";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="
";return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,""]}))}))};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_5=modelViews;_i
";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"
"};eDwUIHTMLGenerator.prototype.computeOffset=function(iLeftPaddingInPX){if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}return utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX:iLeftPaddingInPX+this.mLeftPaddingInPX};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=l_getHierarchyNode(iNode).Parent;return parentHierNode?parentHierNode.HOOPSID:NaN};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=l_getHierarchyNode(iNode).getChildrenAndKeys();return Object.keys(childrenObj).map((function(key){return childrenObj[key]}))};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(l_getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();exports.eDwUIHTMLGenerator=eDwUIHTMLGenerator;function l_getHierarchyNode(iNode){if(!eDwHierarchyNode.isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}}));define("eDwUIHierNodeVisMenuItemsPlugin",["require","exports","eDwCommandMgr","eDwSetHierNodeAttribsCmd","eDwShowOnlyCmd","eDwUIUtils","eDwEventMgr","eDwUIShortcutMenu","eDwKeyMgr","eDwEvents","eDwTypes","eDwUIBasePlugin","utils"],(function(require,exports,eDwCommandMgr,eDwSetHierNodeAttribsCmd,eDwShowOnlyCmd,eDwUIUtils,eDwEventMgr,eDwUIShortcutMenu_4,eDwKeyMgr_4,eDwEvents_7,eDwTypes_16,eDwUIBasePlugin_1,utils){"use strict";var eDwUIHierNodeVisMenuItemPlugin=function(_super){__extends(eDwUIHierNodeVisMenuItemPlugin,_super);function eDwUIHierNodeVisMenuItemPlugin(iViewer,iViewerFeatOpts){return _super.call(this,"HideShow",iViewer)||this}eDwUIHierNodeVisMenuItemPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){function isNotPartModel(iViewer){return!iViewer.getModel().isPart()}var shortcutMenu,isVisibleForASMAndDRW,isVisibleForASM,isVisibleNonRootForASMAndDRW;var _this=this;return __generator(this,(function(_a){_super.prototype.init.call(this);shortcutMenu=eDwUIShortcutMenu_4.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}isVisibleForASMAndDRW=function(iViewer,iIsSelected){return iIsSelected&&isNotPartModel(iViewer)};isVisibleForASM=function(iViewer,iIsSelected){return iIsSelected&&iViewer.getModel().isAssembly()};isVisibleNonRootForASMAndDRW=function(iViewer,iIsSelected){var model=iViewer.getModel();var modelViewHierNode=model.getActiveModelView().Hierarchy;var lastSelHierNode=iViewer.SelectionMgr.getLastSelHierarchyNode();return iIsSelected&&(model.isDrawing()||model.isAssembly()&&modelViewHierNode!==lastSelHierNode.Parent)};shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-hide-show",(function(iEvent,iUIItemJQ,iArg){var selMgr=_this.mViewer.SelectionMgr;var selHierNodes=selMgr.getSelHierarchyNodes();if(selHierNodes&&selHierNodes.length){(function(){return __awaiter(_this,void 0,void 0,(function(){var attrib,selHideShowCmd;return __generator(this,(function(_a){switch(_a.label){case 0:attrib={Visible:!selHierNodes[0].getAttribs().Visible};selHideShowCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selHideShowCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-transp-solid",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,selHierNodes,attrib,selTransSolidCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();if(!(selHierNodes&&selHierNodes.length))return[3,2];attrib={Opaque:!selHierNodes[0].getAttribs().Opaque};selTransSolidCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selTransSolidCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASM);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-isolate",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,showOnlyCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;showOnlyCmd=new eDwShowOnlyCmd(this.mViewer,selMgr.getSelHierarchyNodes());return[4,eDwCommandMgr.get().run(showOnlyCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleNonRootForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-show-all",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var showAllCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showAllCmd=new eDwShowOnlyCmd(this.mViewer);return[4,eDwCommandMgr.get().run(showAllCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isNotPartModel);this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item-button","click",(function(iEvent){console.debugLog("UIPlugin","HideShow menu button click");var selected=false;var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var parentJQ=targetJQ.parent();eDwUIUtils.scrollToTarget(parentJQ);var selIDHC=eDwUIUtils.getIDHC(parentJQ);if(!isNaN(selIDHC)){var existingIdx=_this.mViewer.SelectionMgr.getSelectedNodeIDIndex(selIDHC);selected=existingIdx>-1?true:_this.mViewer.SelectionMgr.selectByID(selIDHC)}if(selected){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))})()}}));console.debugLog("UIPlugin","Added HideShow click event handler");this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseup",(function(iEvent){console.debugLog("UIPlugin","HideShow menu mouseup");var eventJQ=$(iEvent);var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(!targetJQ||!targetJQ.length||!eventJQ||!eventJQ.length||targetJQ.hasClass("edrawings-root")||targetJQ.hasClass("edrawings-tree-arrow")||targetJQ.hasClass("edrawings-tree-expanded")||targetJQ.hasClass("edrawings-tree-icon")){return}if(!targetJQ.hasClass("edrawings-submenu-list-item"))return;var mouseEvent=iEvent;var pressedRMB=eDwKeyMgr_4.eDwKeyMgr.isRMBPressed(mouseEvent);var selected=false;var selIDHC=eDwUIUtils.getIDHC(targetJQ);if(utils.isNumber(selIDHC)){if(!eDwKeyMgr_4.eDwKeyMgr.get().isDown("Shift")){selected=_this.mViewer.SelectionMgr.selectByID(selIDHC)}else{var selector=".edrawings-submenu-list-item"+".edrawings-list-selected:has([data-hoopsid])";var filter=".edrawings-submenu-list-item:has([data-hoopsid])";var collectionPrevJQ=targetJQ.prevUntil(selector,filter);if(collectionPrevJQ.length===0||collectionPrevJQ.last().prev(selector).length===0){collectionPrevJQ=$([])}var collectionNextJQ=targetJQ.nextUntil(selector,filter);if(collectionNextJQ.length===0||collectionNextJQ.last().next(selector).length===0){collectionNextJQ=$([])}var collectionJQ=$([]).add(collectionPrevJQ).add(targetJQ).add(collectionNextJQ);collectionJQ.each((function(iIdx,iElement){var elementJQ=$(iElement);var selIDHC=eDwUIUtils.getIDHC(elementJQ);_this.mViewer.SelectionMgr.selectByID(selIDHC)}));selected=true;iEvent.preventDefault()}}else{selected=!targetJQ.hasClass("edrawings-list-selected");targetJQ[selected?"addClass":"removeClass"]("edrawings-list-selected")}(function(){return __awaiter(_this,void 0,void 0,(function(){var eventMgr,onSelectDoRMB;var _this=this;return __generator(this,(function(_a){eventMgr=eDwEventMgr.get();onSelectDoRMB=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eventMgr.removeEventHandlerFunc(eDwEvents_7.SelectEvent,"onSelectDoRMB");return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))};if(selected&&pressedRMB){eventMgr.addEventHandlerFunc(eDwEvents_7.SelectEvent,onSelectDoRMB)}return[2]}))}))})()}));console.debugLog("UIPlugin","Added HideShow mouseup event handler");return[2]}))}))};eDwUIHierNodeVisMenuItemPlugin.prototype.check=function(iPluginName){return _super.prototype.check.call(this,iPluginName)||iPluginName===undefined};eDwUIHierNodeVisMenuItemPlugin.prototype.fireEvent=function(iEvent,iAppEvent){return __awaiter(this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iEvent||!iAppEvent||!this.mViewer)return[2];if(!(iAppEvent===eDwEvents_7.RightClickEvent))return[3,3];if(!utils.isOfType(iEvent,"clientX"))return[3,2];screenPos=new eDwTypes_16.HC.Point2(iEvent.clientX,iEvent.clientY);return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,screenPos,$(iEvent.target),this.PluginGroupName)];case 1:_a.sent();_a.label=2;case 2:return[3,5];case 3:if(!(iAppEvent===eDwEvents_7.UnselectEvent))return[3,5];return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,[])];case 4:_a.sent();_a.label=5;case 5:return[2]}}))}))};return eDwUIHierNodeVisMenuItemPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIHierNodeVisMenuItemPlugin}));define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwLayer","utils"],(function(require,exports,eDwUIHTMLGenerator_2,eDwLayer,utils){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,layers,_i,layers_2,layer;return __generator(this,(function(_a){generatedHTML="";layers=this.mViewer.getModel().getLayers();if(layers.length){generatedHTML+="
"+" "+""+"Name
"+"
"}for(_i=0,layers_2=layers;_i"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUILayerHTMLGenerator.prototype.shouldIncludeNode=function(iLayer){return true};eDwUILayerHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getLayer(iNode).getName()};eDwUILayerHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getLayer(iNode).getIDHC()};eDwUILayerHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return NaN};eDwUILayerHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childNodes=[];if(this.mViewer.ViewerFeatureOpts.Debug){childNodes=l_getLayer(iNode).getNodeIDsHC()}return childNodes};eDwUILayerHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return""};eDwUILayerHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator_2.eDwUIHTMLGenerator);function l_getLayer(iNode){if(!utils.isInstanceOf(iNode,eDwLayer)){throw new Error("Not a layer:\n"+JSON.stringify(iNode))}return iNode}return eDwUILayerHTMLGenerator}));define("eDwUIMessageReporter",["require","exports","eDwUIUtils","utils"],(function(require,exports,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.showMessageInDebugPanel=exports.showMessagePanelFromCSScontent=exports.showResultPanel=exports.showServerLoadErrorPanel=void 0;function showServerLoadErrorPanel(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({},"edrawings-server-load-failure-1")];case 1:_a.sent();return[4,l_showServerError(iServerID,iModelCacheName)];case 2:_a.sent();return[2]}}))}))}exports.showServerLoadErrorPanel=showServerLoadErrorPanel;function showResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=false;if(!utils.isOfType(iResult,"ServerID"))return[3,2];return[4,l_showConversionResultPanel(iResult)];case 1:showButtons=_b.sent();return[3,5];case 2:_a=iResult.ErrorCode;return[3,3];case 3:return[4,l_showPanelGeneric(iResult)];case 4:showButtons=_b.sent();return[3,5];case 5:return[2,showButtons]}}))}))}exports.showResultPanel=showResultPanel;function showMessagePanelFromCSScontent(iTextClass,iOptions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText(!!iOptions?iOptions:{},iTextClass)];case 1:_a.sent();return[4,l_showMessagePanel()];case 2:_a.sent();return[2]}}))}))}exports.showMessagePanelFromCSScontent=showMessagePanelFromCSScontent;function showMessageInDebugPanel(iMsg){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_showMessagePanel(iMsg,true,true)];case 1:_a.sent();return[2]}}))}))}exports.showMessageInDebugPanel=showMessageInDebugPanel;function l_showConversionResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=l_shouldShowButtons();_a=iResult.ErrorCode;switch(_a){case"URLNotAccessible":return[3,1];case"UnsupportedFileType":return[3,4];case"UnknownLicenseError":return[3,7];case"LicenseVersionMismatch":return[3,10];case"NoMoreLicenses":return[3,13];case"CannotConnectToLicenseServer":return[3,16];case"LicenseExpired":return[3,19];case"UnknownError":return[3,22]}return[3,25];case 1:return[4,l_addParagraphToPanelText({"data-file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible")];case 2:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_b.sent();return[3,29];case 4:return[4,l_addParagraphToPanelText({"data-file":iResult.FileName},"edrawings-server-unsupported-file-type")];case 5:_b.sent();return[4,l_showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close")];case 6:_b.sent();return[3,29];case 7:return[4,l_addParagraphToPanelText({},"edrawings-unknown-license-error")];case 8:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 9:_b.sent();return[3,29];case 10:return[4,l_addParagraphToPanelText({},"edrawings-license-version-mismatch-error")];case 11:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 12:_b.sent();return[3,29];case 13:return[4,l_addParagraphToPanelText({},"edrawings-no-licenses-error")];case 14:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 15:_b.sent();return[3,29];case 16:return[4,l_addParagraphToPanelText({},"edrawings-license-server-connection-error")];case 17:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 18:_b.sent();return[3,29];case 19:return[4,l_addParagraphToPanelText({},"edrawings-license-expired-error")];case 20:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 21:_b.sent();return[3,29];case 22:return[4,l_addParagraphToPanelText({},"edrawings-unknown-error")];case 23:_b.sent();return[4,l_showServerError(iResult.ServerID,iResult.ModelCacheName)];case 24:_b.sent();return[3,29];case 25:if(!l_isDebug())return[3,27];return[4,l_showPanelGeneric(iResult)];case 26:_b.sent();return[3,28];case 27:showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName);_b.label=28;case 28:return[3,29];case 29:return[2,showButtons]}}))}))}function l_showPanelGeneric(iResult){return __awaiter(this,void 0,void 0,(function(){var _a,msg,classes,_i,_b,data;return __generator(this,(function(_c){switch(_c.label){case 0:_a=iResult.ErrorCode;switch(_a){case"AJAXFailure":return[3,1];case"IncompleteFileProcessing":return[3,4];case"ModelLoadInViewerFailed":return[3,7]}return[3,11];case 1:return[4,l_addParagraphToPanelText({},"edrawings-server-ajax-failure")];case 2:_c.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_c.sent();return[3,13];case 4:return[4,l_addParagraphToPanelText({},"edrawings-unable-process-file")];case 5:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 6:_c.sent();return[3,13];case 7:return[4,l_addParagraphToPanelText({"data-error-message":iResult.ErrorData[0]},"edrawings-viewer-load-failure")];case 8:_c.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iResult.ErrorData[1]},"edrawings-server-load-failure-3")];case 9:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 10:_c.sent();return[3,13];case 11:msg="";classes="edrawings-dialog-no-close";switch(iResult.ErrorCode){case"Error":classes+=" edrawings-error-title";break;case"Warn":classes+=" edrawings-warn-title";break;default:classes+=" edrawings-info-title";msg+="
"+iResult.ErrorCode+"
";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="
"+data+"
"}return[4,l_showMessagePanel(msg,true,false,classes)];case 12:_c.sent();return[3,13];case 13:return[2,l_shouldShowButtons()]}}))}))}function l_addParagraphToPanelText(iOptions,iTextClass){return __awaiter(this,void 0,void 0,(function(){function getValue(iValue){return typeof iValue==="string"?"'"+iValue+"'":iValue.toString()}var msgPanelTextJQ,div,optionKeys,_i,optionKeys_1,optionKey;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();div="
";msgPanelTextJQ.append(div);return[2]}}))}))}function l_showMessagePanel(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}return __awaiter(this,void 0,void 0,(function(){var msgPanelTextJQ,opts,msgPanel,msgPanelTitleJQ,text;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();if(iMsg)msgPanelTextJQ.html(iMsg);opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}$.extend(opts,{beforeClose:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().off("drop")},open:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().on("drop",(function(iEvent2){iEvent2.preventDefault();iEvent2.stopPropagation()}))}});eDwUIUtils.hide("#WaitBanner",true);msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){msgPanelTitleJQ=msgPanel.prev().find(".ui-dialog-title");text="";if(msgPanelTitleJQ){text=msgPanelTitleJQ.css("content").replace(/^['"]+|\\|(;\s?})+|['"]$/g,"")}msgPanelTitleJQ.text(text)}return[2]}}))}))}function l_shouldShowButtons(){var viewerHTMLElem=$(eDwUIUtils.getViewerElementID()).get(0);return $._data(viewerHTMLElem,"events").dragover}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug||false}function l_getDialogPanelTextElem(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!!lDialogTextJQ.length)return[3,2];return[4,eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html")];case 1:_a.sent();lDialogTextJQ=$("#edrawings-dialog-panel-text");_a.label=2;case 2:return[2,lDialogTextJQ]}}))}))}function l_showServerError(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({"data-server-id":iServerID},"edrawings-server-load-failure-2")];case 1:_a.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iModelCacheName},"edrawings-server-load-failure-3")];case 2:_a.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_a.sent();return[2]}}))}))}var lDialogTextJQ=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_iparentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"");menuElemJQ.attr("plugin-name",iPluginName);if(!menuElemJQ.attr("id")){menuElemJQ.attr("id",iCSSClassName+"-id")}iParentMenuJQ.append(menuElemJQ);iParentMenuJQ.menu("refresh");if(text===c_dummyText)menuElemJQ.text("");return menuElemJQ}function l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName){return $(iParentMenuSelector).find("[plugin-name='"+iPluginName+"']"+iMenuItemCSSClassName).remove()}function l_getNumVisMenuItems(iPluginName){var menuItems=$(c_menuID+" li");var hiddenMenuItems=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("span[data-hoopsid='"+iModelView.Hierarchy.HOOPSID+"']");if(targetSpans.length>0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){var parentJQ=viewTab.parent();parentJQ.addClass(iTargetClass);scrollToTarget(parentJQ)}}}exports.updateModelViewTargets=updateModelViewTargets;function switchModelView(iEvent,iViewer,iClassForNodeID){var _this=this;if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ.length)return;var modelViewDivJQ=$(iClassForNodeID,targetJQ);if(!modelViewDivJQ.length)return;var model=iViewer.getModel();var nodeIDHC=parseInt(modelViewDivJQ.data("hoopsid"),10);var modelViewHierNode=model.getHierarchyNode(nodeIDHC);var newModelView=modelViewHierNode.getModelView();var currModelView=model.getActiveModelView();if(newModelView===currModelView)return;(function(){return __awaiter(_this,void 0,void 0,(function(){var changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,newModelView);return[4,eDwCommandMgr.get().run(changeModelViewCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.switchModelView=switchModelView;function expandSelected(iViewer,iSelHierNode){var activeModelView=iViewer.getModel().getActiveModelView();function expandNode(iTargetJQ){if(!iTargetJQ.length)return;if(!iTargetJQ.hasClass("edrawings-tree-expanded")){var panelUIID=getUIPanelID(iTargetJQ);if(!$(panelUIID).is(":visible"))return;var gen=getUIGenerator(panelUIID);var offset=parseInt($(iTargetJQ).css("padding-left"),10);var nodeToExpand=parseInt(iTargetJQ.data("hoopsid"),10);var hierarchyNode=activeModelView.Nodes[nodeToExpand];var appendNode=iTargetJQ.closest(".edrawings-submenu-list-item");appendNode.after(gen.generateHTMLForChildNodes(hierarchyNode,false,offset));iTargetJQ.addClass("edrawings-tree-expanded")}}var hierNode=iSelHierNode.Parent;while(hierNode&&hierNode!==activeModelView.Hierarchy){var expandNodes=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-tree-arrow"]');$.each(expandNodes,(function(iIdx,iTarget){expandNode($(iTarget))}));hierNode=hierNode.Parent}}exports.expandSelected=expandSelected;function scrollToTreeNode(iSelHierNode,iSetSelected){var treeItem={node:$("span[data-hoopsid='"+iSelHierNode.HOOPSID+"']:not(.config-tab-text)"),ownerNode:$("div[data-hoopsid='"+iSelHierNode.HOOPSID+"']")};if(treeItem.ownerNode.length){var classAction_1=iSetSelected?"addClass":"removeClass";$.each(treeItem.node,(function(iIdx,iTarget){$(iTarget)[classAction_1]("edrawings-list-selected")}));$.each(treeItem.ownerNode,(function(iIdx,iTarget){var targetJQ=$(iTarget);targetJQ[classAction_1]("edrawings-list-selected");if(!targetJQ.hasClass("edrawings-submenu-list-item")){return}targetJQ.find(".edrawings-submenu-list-item-button")[classAction_1]("edrawings-list-option");var panel=targetJQ.closest(".edrawings-menu");var panelHiddenState=panel.is(":hidden");hide(panel.attr("id"),false);if(iSetSelected){scrollToTarget(targetJQ,panelHiddenState?"none":"slow")}hide(panel.attr("id"),panelHiddenState)}))}}exports.scrollToTreeNode=scrollToTreeNode;function addCloseEventHandler(iPanelID,iUIHTMLEventMgr){iUIHTMLEventMgr.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",(function(iEvent){hide(iPanelID,true)}))}exports.addCloseEventHandler=addCloseEventHandler;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix);$(document).off("click"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(){return __awaiter(this,void 0,void 0,(function(){var loadPromises;return __generator(this,(function(_a){switch(_a.label){case 0:loadPromises=[];utils.appendToArray(loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-layer-control-menu","layerspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-debug-menu","debugpanel.html"),loadPromises);return[4,Promise.all(loadPromises)];case 1:_a.sent();return[2]}}))}))}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,(function(){var listModelViewMenu,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}exports.populateModelViewPanel=populateModelViewPanel;function addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID){var click="click"+iInputEventIDSuffix;$(document).on(click,iPanelID+" .edrawings-menu-panel-arrow-collapse",(function(iJQEvent){var msg="Panel resize: "+click;console.debugLog("UIPanelResize",msg);iJQEvent.preventDefault();var panelJQ=$(iPanelID);panelJQ.toggleClass("edrawings-collapsed");var activeButtonJQ=iButtonID?$(iButtonID):undefined;positionMenuPanelArrowCollapseButton(panelJQ,activeButtonJQ);iJQEvent.stopImmediatePropagation()}));var panelJQ=$(iPanelID);panelJQ.removeClass("edrawings-collapsed");l_setMenuPanelArrowCollapseButtonPosition(panelJQ);fixMenuPanelInwardToolbar(panelJQ)}exports.addPanelModeEvents=addPanelModeEvents;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTargetJQ){return iTargetJQ.hasClass("config-tab-text")?iTargetJQ.parent():iTargetJQ}exports.getTarget=getTarget;function getSpanText(iTargetJQ){var target=getTarget(iTargetJQ);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loaded,iExcp_16;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,false];loaded=false;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 2:_a.sent();loaded=true;console.debugLog("PanelLoad","Loaded panel id = "+iElemOrClassID+" HTML file = "+iPanelHTML);return[3,4];case 3:iExcp_16=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_16.message);return[3,4];case 4:return[2,loaded]}}))}))}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iAnimationSpeed){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}var animationSpeed=iAnimationSpeed;var targetOffset=iTargetJQ.offset();var targetParentJQ=iTargetJQ.parent();if(targetParentJQ.length&&targetParentJQ[0]===$(document)[0]){return false}var targetParentOffset=targetParentJQ.offset();var updated=false;if(targetParentJQ[0].scrollWidth>targetParentJQ.width()){var targetParentPaddingLeft=parseInt(targetParentJQ.css("paddingLeft"));var diff=l_computeTargetMinimalAdjustment(targetOffset.left,parseInt(iTargetJQ.css("marginLeft"))+parseInt(iTargetJQ.css("borderLeftWidth"))+iTargetJQ[0].scrollWidth+parseInt(iTargetJQ.css("borderRightWidth"))+parseInt(iTargetJQ.css("marginRight")),targetParentOffset.left+parseInt(targetParentJQ.css("marginLeft"))+parseInt(targetParentJQ.css("borderLeftWidth"))+targetParentPaddingLeft,targetParentJQ[0].clientWidth-targetParentPaddingLeft-parseInt(targetParentJQ.css("paddingRight")));if(diff!==0){var pos=targetParentJQ.scrollLeft()+diff;if(Math.abs(diff)>targetParentJQ.width()){var targetJQpostionLeft=iTargetJQ.position().left;pos=targetParentJQ.scrollLeft()+targetJQpostionLeft}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollLeft");updated=true}}if(targetParentJQ[0].scrollHeight>targetParentJQ.height()){var targetParentPaddingTop=parseInt(targetParentJQ.css("paddingTop"));var diff=l_computeTargetMinimalAdjustment(targetOffset.top,parseInt(iTargetJQ.css("marginTop"))+parseInt(iTargetJQ.css("borderTopWidth"))+iTargetJQ[0].scrollHeight+parseInt(iTargetJQ.css("borderBottomWidth"))+parseInt(iTargetJQ.css("marginBottom")),targetParentOffset.top+parseInt(targetParentJQ.css("marginTop"))+parseInt(targetParentJQ.css("borderTopWidth"))+targetParentPaddingTop,targetParentJQ[0].clientHeight-targetParentPaddingTop-parseInt(targetParentJQ.css("paddingBottom")));if(diff!==0){var pos=targetParentJQ.scrollTop()+diff;if(Math.abs(diff)>targetParentJQ.height()){var targetJQpostionTop=iTargetJQ.position().top;pos=targetParentJQ.scrollTop()+targetJQpostionTop}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollTop");updated=true}}return updated}exports.scrollToTarget=scrollToTarget;function getIDHC(iTargetJQ){if(!iTargetJQ)return Number.NaN;return parseInt(iTargetJQ.data("hoopsid"),10)}exports.getIDHC=getIDHC;function activateUI(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var panelJQ,buttonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:if(iPanelID){panelJQ=hide(iPanelID,false).addClass("active");fixMenuPanelInwardToolbar(panelJQ)}if(!iButtonID)return[3,2];buttonJQ=$(iButtonID);buttonJQ.addClass("active-button");scrollToTarget(buttonJQ,"none");return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.ActivateUIOpEvent,buttonJQ)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.activateUI=activateUI;function deactivateUI(iButtonCSSClassName,iPanelCSSClassName){if(iButtonCSSClassName===void 0){iButtonCSSClassName=""}if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonsJQ,panelsJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonsJQ=$(iButtonCSSClassName+".active-button");if(!activeButtonsJQ.length)return[3,2];return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.DeactivateUIOpEvent,activeButtonsJQ)];case 1:_a.sent();activeButtonsJQ.removeClass("active-button");_a.label=2;case 2:panelsJQ=hide(iPanelCSSClassName+".active",true).removeClass("active");panelsJQ.each((function(iIdx,iPanel){fixMenuPanelInwardToolbar($(iPanel),true)}));return[2,activeButtonsJQ]}}))}))}exports.deactivateUI=deactivateUI;function isIDInJQuery(iListJQ,iID){var inJQList=false;for(var key in iListJQ){if(iListJQ[key].id===iID){inJQList=true;break}}return inJQList}exports.isIDInJQuery=isIDInJQuery;function isStateOn(iID){return $(iID).hasClass("state-on-button")}exports.isStateOn=isStateOn;function resetToHomeView(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var resetCmd;return __generator(this,(function(_a){switch(_a.label){case 0:resetCmd=new eDwResetCmd(iViewer);return[4,eDwCommandMgr.get().run(resetCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.resetToHomeView=resetToHomeView;function getViewerElementName(){return"edrawings-viewer"}exports.getViewerElementName=getViewerElementName;function getViewerElementID(){return"#"+getViewerElementName()}exports.getViewerElementID=getViewerElementID;function makeResult(iExcp){var result={ErrorCode:"UnknownError",ErrorData:[]};if(iExcp instanceof eDwResultError){result=iExcp.Result}else if(iExcp instanceof eDwAJAXError){result.ErrorCode=iExcp.ErrorCode;result.ErrorData=[iExcp.message]}else{result.ErrorCode=iExcp.name;result.ErrorData=[iExcp.message]}return result}exports.makeResult=makeResult;function viewFile(iModelName,iModelKey,iParams,iContainerName,iModelData){return __awaiter(this,void 0,void 0,(function(){function createViewer(iWebSocketEndpoint){if(iWebSocketEndpoint===""){return null}var streamAlways=iParams.StreamAlwaysConnected;var streamModes=eDwTypes_17.HC.StreamingMode;var webViewerInfo={};webViewerInfo.containerId=iContainerName;webViewerInfo.model=iModelKey;webViewerInfo.endpointUri=iWebSocketEndpoint;webViewerInfo.streamingMode=streamAlways?streamModes.Interactive:streamModes.All;webViewerInfo.streamingMode=iModelData?null:webViewerInfo.streamingMode;webViewerInfo.buffer=iModelData;webViewerInfo.boundingPreviewMode=eDwTypes_17.HC.BoundingPreviewMode.None;eDwEventMgr.get().addEventHandlerFunc(eDwEvents_9.GLContextLostEvent,c_onContextLost);var viewer=new eDwView(webViewerInfo,iParams);hide("#"+iContainerName,false);if(iModelName){$("#edrawings-filename-text").html(decodeURIComponent(iModelName))}var modelName=!iModelName&&iModelKey?iModelKey:iModelName;if(!modelName)return null;if(modelName.search(".zip")>-1){modelName=modelName.substring(0,modelName.length-4)}console.debugLog("ModelLoad","Created new edw viewer");return viewer}var wsEndPt,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!iModelData)return[3,1];_a=null;return[3,3];case 1:return[4,eDwServiceMgr.get().getWebSocketEndpoint(iModelKey,iParams.WebSocketEndpoint)];case 2:_a=_b.sent();_b.label=3;case 3:wsEndPt=_a;return[2,createViewer(wsEndPt)]}}))}))}exports.viewFile=viewFile;function fixMenuPanelInwardToolbar(iPanelJQ,iToClear){if(iToClear===void 0){iToClear=false}if(iToClear){iPanelJQ.removeClass("edrawings-collided");return}if(iPanelJQ.hasClass("edrawings-hud-menu")){var panel=iPanelJQ[0];if(panel.scrollHeight>panel.clientHeight){iPanelJQ.addClass("edrawings-collided")}else{iPanelJQ.removeClass("edrawings-collided")}}else if(iPanelJQ.hasClass("edrawings-submenu")){var wrapperJQ=iPanelJQ.find(".edrawings-menu-panel-wrapper");var wasCollided=iPanelJQ.hasClass("edrawings-collided");if(iPanelJQ[0].scrollHeight>iPanelJQ[0].clientHeight&&iPanelJQ[0].scrollHeight-iPanelJQ[0].clientHeight>1||wrapperJQ[0].scrollHeight>wrapperJQ[0].clientHeight&&wrapperJQ[0].scrollHeight-wrapperJQ[0].clientHeight>1){if(!wasCollided){iPanelJQ.addClass("edrawings-collided")}iPanelJQ.addClass("edrawings-wiggle");setTimeout((function(){iPanelJQ.removeClass("edrawings-wiggle")}),0)}else{iPanelJQ.removeClass("edrawings-collided");if(wasCollided){fixMenuPanelInwardToolbar(iPanelJQ)}}}}exports.fixMenuPanelInwardToolbar=fixMenuPanelInwardToolbar;function positionMenuPanelArrowCollapseButton(iPanelJQ,iButtonJQ){if(!iPanelJQ.hasClass("edrawings-collapsed")){l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ);fixMenuPanelInwardToolbar(iPanelJQ)}else{if(iButtonJQ){var arrowCollapseButtonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse");var activeButtonRect=iButtonJQ[0].getBoundingClientRect();var arrowCollapseButtonRect=arrowCollapseButtonJQ[0].getBoundingClientRect();var diffTop=activeButtonRect.top-arrowCollapseButtonRect.top;l_setMenuPanelArrowCollapseButtonPosition(arrowCollapseButtonJQ,arrowCollapseButtonJQ.position().top+diffTop)}fixMenuPanelInwardToolbar(iPanelJQ,true)}}exports.positionMenuPanelArrowCollapseButton=positionMenuPanelArrowCollapseButton;function executeScrolling(iDiffX,iDiffY,iContentJQ,iBarJQ){var contentParentJQ=iContentJQ.parent();var leftButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-left)");var rightButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-right)");var upButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-up)");var downButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-down)");if(iContentJQ[0].scrollWidth>iContentJQ.width()){var scrollLeft=iContentJQ.scrollLeft();var newScrollLeft=scrollLeft+iDiffX;iContentJQ.scrollLeft(newScrollLeft);adjustScrollArrows(iContentJQ.scrollLeft(),iContentJQ[0].scrollWidth,iContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,iBarJQ)}if(iContentJQ[0].scrollHeight>iContentJQ.height()){var scrollTop=iContentJQ.scrollTop();var newScrollTop=scrollTop+iDiffY;iContentJQ.scrollTop(newScrollTop);adjustScrollArrows(iContentJQ.scrollTop(),iContentJQ[0].scrollHeight,iContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,iBarJQ)}return iDiffX!==0||iDiffY!==0}exports.executeScrolling=executeScrolling;function enableScrollOnTouch(ioUIHTMLEventMgr,iContentJqSel,iBarJqSel,iHandlerOnScroll){var _this=this;var contentJQ=$(iContentJqSel);var barJQ=iBarJqSel?$(iBarJqSel):undefined;var hasScrolled=false;var stopClickTarget;var stopClickPropagation=false;ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchstart",(function(iEventStart){hasScrolled=false;stopClickPropagation=false;stopClickTarget=undefined;var touchEventStart=iEventStart;var lastScreenX=touchEventStart.changedTouches[0].screenX;var lastScreenY=touchEventStart.changedTouches[0].screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchmove",(function(iEventMove){var touchEventMove=iEventMove;var xDiff=touchEventMove.changedTouches[0].screenX-lastScreenX;lastScreenX=touchEventMove.changedTouches[0].screenX;var yDiff=touchEventMove.changedTouches[0].screenY-lastScreenY;lastScreenY=touchEventMove.changedTouches[0].screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iHandlerOnScroll()];case 1:_a.sent();return[2]}}))}))})()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchend",(function(iEvent){var touchEvent=iEvent;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");if(hasScrolled){touchEvent.preventDefault();touchEvent.stopPropagation();stopClickPropagation=true;stopClickTarget=touchEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchcancel",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");hasScrolled=false;stopClickPropagation=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousedown",(function(iEvent){hasScrolled=false;stopClickPropagation=false;if(!eDwKeyMgr_5.eDwKeyMgr.isLMBPressed(iEvent)){return}var eventDown=iEvent;var lastScreenX=eventDown.screenX;var lastScreenY=eventDown.screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousemove",(function(iEventMove){var eventMove=iEventMove;var xDiff=eventMove.screenX-lastScreenX;var yDiff=eventMove.screenY-lastScreenY;lastScreenX=eventMove.screenX;lastScreenY=eventMove.screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){iHandlerOnScroll()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mouseup",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");if(hasScrolled){iEvent.stopImmediatePropagation();iEvent.preventDefault();stopClickPropagation=true;stopClickTarget=iEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));var propagationHandler=function(iEvent2){if(stopClickPropagation&&iEvent2.target===stopClickTarget){iEvent2.stopImmediatePropagation();iEvent2.preventDefault()}stopClickPropagation=false;stopClickTarget=undefined};var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*");contentJQ.on(dataKey,"*",propagationHandler)}exports.enableScrollOnTouch=enableScrollOnTouch;function disableScrollOnTouch(iUIHTMLEventMgr,iContentJqSel){iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchstart");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchend");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchcancel");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousedown");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mouseup");var contentJQ=$(iContentJqSel);var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*")}exports.disableScrollOnTouch=disableScrollOnTouch;function adjustScrollArrows(iOffset,iRange,iVisibleRange,isHorizonatalScrolling,iDecreaseWrapperJQ,iIncreaseWrapperJQ,iBarJQ){if(iOffset<=0){iDecreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}else{iDecreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}if(iOffset+iVisibleRange>=iRange){iIncreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}else{iIncreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}}exports.adjustScrollArrows=adjustScrollArrows;function getAsJQueryObj(iObj){return iObj?$(iObj):$()}exports.getAsJQueryObj=getAsJQueryObj;var l_generators={};function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_4.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,(function(){var activeModelView,list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}}))}))}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var model=iViewer.getModel();var modelView=model.getActiveModelView();if(modelView&&modelView.Hierarchy){var layers=model.getLayers();for(var _i=0,layers_3=layers;_iiReferenceSide+iReferenceOffset){diff=iTargetSide+iTargetOffset-(iReferenceSide+iReferenceOffset)}return diff}function l_scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){var _a;if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}}}));define("eDwUnits",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cDefaultAngleUnit=exports.cDefaultLengthUnit=exports.LengthTypeValues=exports.AngleTypeValues=void 0;exports.AngleTypeValues=["degree","radian"];exports.LengthTypeValues=["millimeter","centimeter","meter","inch","foot","footAndInch"];exports.cDefaultLengthUnit="millimeter";exports.cDefaultAngleUnit="degree"}));define("eDwView",["require","exports","eDwSelMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorBaseDeps","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwEvents","eDwTouchOpsMgr","eDwTableMgr"],(function(require,exports,eDwSelMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorBaseDeps_2,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_18,eDwEvents_10,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId||"";this.HCViewer=new eDwTypes_18.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType||"ShadedWithEdges";this.OperatorMgr=new eDwOperatorBaseDeps_2.eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mInitCamera=null;this.mModelKey=iViewerInfo.model||"";this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.view};eDwView.prototype.getHCMarkupManager=function(){return this.HCViewer.markupManager};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){return __awaiter(this,void 0,void 0,(function(){var model,activeModelView,modelViewDefCamera;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:this.mInitCamera=this.getHCView().getCamera();model=this.getModel();activeModelView=model.getActiveModelView();modelViewDefCamera=activeModelView.getDefaultCamera();if(modelViewDefCamera)this.mInitCamera=modelViewDefCamera;this.ViewMgr.setCamera(this.mInitCamera);$("#"+this.mElemID).trigger("edw:ModelDataLoadComplete",this);return[4,this.finishInit()];case 1:_a.sent();if(this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All){this.HCViewer.waitForIdle().then((function(){l_closeHCConnection(_this)}))}return[2]}}))}))};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();function deprecatedCallback(iDeprecatedFuncName){var argArray=[];for(var key in arguments){argArray.push(arguments[key])}console.debugLog("Deprecated","Deprecated call: "+argArray.join("."))}this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.SelectionMgr.onSelection(iSelEvent);return[2]}))}))})()}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.TimeoutEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);$("#"+_this.mElemID).trigger("edw:ModelLoadFailed",[_this,iModelName,iReason]);l_closeHCConnection(_this)},deprecated:deprecatedCallback,info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath);l_closeHCConnection(_this)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context! Render incomplete!!");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.GLContextLostEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},assemblyTreeReady:function(){console.debugLog("ViewerLoad","Assembly tree ready.")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewCreatedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewLoaded:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewLoadedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewDeleted:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewDeletedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},camera:function(iCamera){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.CameraChangeEvent,iCamera)];case 1:_a.sent();return[2]}}))}))})()}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mInitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){var _this=this;if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DoneEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCViewer.explodeManager.setMagnitude(iLevel)];case 1:_a.sent();return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ExplodeLevelChangeEvent,this,iLevel)];case 2:_a.sent();return[2]}}))}))})()};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.explodeManager.getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var _this=this;var viewHC=this.getHCView();var settingsHC=viewHC.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);break;case"Shaded":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settingsHC.setObscuredLineOpacity(0);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settingsHC.setObscuredLineOpacity(.5);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"Wireframe":settingsHC.setObscuredLineOpacity(1);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mDrawMode=iValue;return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DrawModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_18.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){var _this=this;if(!iValue){this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Perspective)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ProjModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})();return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType||"ShadedWithEdges")};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwTouchOpsMgr(this)};eDwView.prototype.drawDebugBoundingBox=function(iBBox){return __awaiter(this,void 0,void 0,(function(){var modelHC,beautifulGreen,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,(function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new eDwTypes_18.HC.Color(0,255,0);vmin=iBBox.min;vmax=iBBox.max;p0=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmax.z);p4=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmin.z);p5=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmin.z);p6=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmin.z);p7=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_18.HC.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new eDwTypes_18.HC.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}}))}))};eDwView.prototype.finishInit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.InitEvent,this)];case 1:_a.sent();this.HCViewer.sheetManager.setBackgroundSheetEnabled(false);eDwHistoryMgr.get().clear();return[2]}}))}))};return eDwView}();function l_closeHCConnection(iViewer){if(!iViewer)return;var viewHC=iViewer.getHCView();viewHC.setCamera(viewHC.getCamera());console.debugLog("Viewer","Closing viewer connection...");iViewer.HCViewer.closeConnection()}return eDwView}));define("eDwViewMgr",["require","exports","eDwEventMgr","eDwSelObj","eDwEvents","eDwTypes"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwEvents_11,eDwTypes_19){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){var _this=this;if(this.mViewer.getModel().isDrawing())return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StartAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})();this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){var _this=this;this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StopAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.reset=function(){this.stop();this.mViewAnimationIndex=0};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDirHC,iDuration){var _this=this;if(iDuration===void 0){iDuration=400}var centerHC=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var cameraHC=viewHC.getCamera().copy();var upVecHC=cameraHC.getUp();var eyeVecHC=cameraHC.getTarget().subtract(cameraHC.getPosition());var dist=eyeVecHC.length();switch(iEyeDirHC){case eDwTypes_19.HC.ViewOrientation.Front:eyeVecHC.set(0,0,1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Back:eyeVecHC.set(0,0,-1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Left:eyeVecHC.set(-1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Right:eyeVecHC.set(1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Top:eyeVecHC.set(0,1,0).scale(dist);upVecHC.set(0,0,-1);break;case eDwTypes_19.HC.ViewOrientation.Bottom:eyeVecHC.set(0,-1,0).scale(dist);upVecHC.set(0,0,1);break;case eDwTypes_19.HC.ViewOrientation.Iso:eyeVecHC.set(1,1,1).normalize().scale(dist);upVecHC.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDirHC)}this.adjustOrientation(eyeVecHC,upVecHC);cameraHC.setPosition(eyeVecHC.add(centerHC));cameraHC.setUp(upVecHC);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,viewHC.fitWorld(iDuration,cameraHC)];case 1:_a.sent();return[2]}}))}))})();return cameraHC};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=eDwTypes_19.HC.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=eDwTypes_19.HC.Point3.scale(normal,distance);position=eDwTypes_19.HC.Point3.add(target,eyeVec);var vTest=new eDwTypes_19.HC.Point3(1,0,0);var isParallel=eDwTypes_19.HC.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=eDwTypes_19.HC.Point3.cross(normal,vTest);vec=vec.normalize();up=eDwTypes_19.HC.Point3.cross(vec,normal);up=up.normalize()}else{up=eDwTypes_19.HC.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCameraHC,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}if(!iCameraHC)return false;var cameraHC=iCameraHC.copy();cameraHC.setProjection(this.mViewer.getHCView().getCamera().getProjection());return this.mViewer.getHCView().setCamera(cameraHC,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){var _this=this;this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.AmbientOcclChangeEvent,this,iEnable)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeIDsHC,ioCamera){return __awaiter(this,void 0,void 0,(function(){var model,bboxHC,subtract,viewVec,centerHC,add,ratio,boxMaxLen;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC(iNodeIDsHC)];case 1:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];subtract=eDwTypes_19.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());centerHC=bboxHC.center().copy();ioCamera.setTarget(centerHC);add=eDwTypes_19.HC.Point3.add;ioCamera.setPosition(add(centerHC,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bboxHC.min.z=bboxHC.max.z=0}boxMaxLen=bboxHC.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}}))}))};eDwViewMgr.prototype.pickFromPoint=function(iPnt2DHC,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var selObjHC,toLocalTransformHC,viewHC,iExcp_17;return __generator(this,(function(_a){switch(_a.label){case 0:selObjHC=eDwTypes_19.HC.Selection.SelectionItem.create();toLocalTransformHC=new eDwTypes_19.HC.Matrix;_a.label=1;case 1:_a.trys.push([1,3,,4]);viewHC=this.mViewer.getHCView();return[4,viewHC.pickFromPoint(iPnt2DHC,iPickConfig)];case 2:selObjHC=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() - "+selObjHC.getNodeId()+" - "+JSON.stringify(iPnt2DHC));console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number before");toLocalTransformHC=eDwSelObj.getLocalTransform(selObjHC,this.mViewer.getModel());console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after");return[3,4];case 3:iExcp_17=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() failed - "+iExcp_17.message);return[3,4];case 4:console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after 2");return[2,new eDwSelObj(selObjHC,toLocalTransformHC)]}}))}))};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);this.mAnimationTimeOutID=window.setTimeout((function(){_this.onCameraUpdate()}),2e3)}};eDwViewMgr.prototype.adjustOrientation=function(ioEveVecHC,ioUpVecHC){if(this.mViewer.getModel().getProperty("zUp")==="true"){cCamZUpMat.transform(ioEveVecHC,ioEveVecHC);cCamZUpMat.transform(ioUpVecHC,ioUpVecHC)}};eDwViewMgr.viewAnimations=[eDwTypes_19.HC.ViewOrientation.Front,eDwTypes_19.HC.ViewOrientation.Back,eDwTypes_19.HC.ViewOrientation.Left,eDwTypes_19.HC.ViewOrientation.Right,eDwTypes_19.HC.ViewOrientation.Bottom,eDwTypes_19.HC.ViewOrientation.Top,eDwTypes_19.HC.ViewOrientation.Iso];return eDwViewMgr}();var cCamZUpMat=eDwTypes_19.HC.Matrix.createFromArray([0,1,0,0,0,0,1,0,1,0,0,0,0,0,0,1]);return eDwViewMgr}));define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes"],(function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_20,eDwTypes_21){"use strict";var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.cuttingManager;this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_20.SectionPlaneOrientation.XY.Index;this.mSectionVisibility=true;this.mSectionsVisibilityState=[false,false,false]}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){var _this=this;if(this.getXSectionHC()){if(iOn){(function(){return __awaiter(_this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){switch(_a.label){case 0:ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);return[4,this.HCXSectionMgr.setCappingGeometryVisibility(true)];case 1:_a.sent();return[2]}}))}))})()}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().activate()];case 1:_a.sent();return[4,this.setToCurrentSectionPlane()];case 2:_a.sent();if(!!this.mSectionVisibility)return[3,4];return[4,this.updateSectionVisibility(false)];case 3:_a.sent();_a.label=4;case 4:return[2]}}))}))})()};eDwXSectionMgr.prototype.deactivateCurrent=function(){var _this=this;this.mSectionsVisibilityState=[false,false,false];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().deactivate()];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getXSectionHC().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:false,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,(function(){var bbox,bboxExtents,sectionHC,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_21.HC.Point3.zero()))return[2];sectionHC=this.getXSectionHC();if(!(ioSection.Index!==this.mXSectionIndex))return[3,6];if(!sectionHC)return[3,5];if(!sectionHC.isActive())return[3,3];return[4,sectionHC.deactivate()];case 2:_a.sent();_a.label=3;case 3:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 4:_a.sent();_a.label=5;case 5:this.mXSectionIndex=ioSection.Index;sectionHC=this.getXSectionHC();_a.label=6;case 6:boxCenter=bbox.center();if(!(sectionHC.getCount()<1))return[3,9];sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_21.HC.Point3.zero();eDwTypes_21.HC.Util.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_21.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getXSectionHC();return[4,sectionHC.addPlane(sectionPlane,pts)];case 7:_a.sent();return[4,sectionHC.setColor(eDwTypes_21.HC.Color.createFromFloat(0,1,0))];case 8:_a.sent();_a.label=9;case 9:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 10:_a.sent();return[4,this.HCXSectionMgr.setStandinGeometryPickable(true)];case 11:_a.sent();return[2]}}))}))};eDwXSectionMgr.prototype.flipSectionPlane=function(){var _this=this;var sectionHC=this.getXSectionHC();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlane)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getXSectionHC();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var _this=this;var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_21.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y));realVec.add(camZ.scale(iDistVec.z));var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);var normal=sectionPlaneHC.normal.copy();normal=normal.normalize();var distance=eDwTypes_21.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlaneHC.d-=distance;var lenVec=normal.scale(distance);var newPosMat=new eDwTypes_21.HC.Matrix;newPosMat=newPosMat.setTranslationComponent(lenVec.x,lenVec.y,lenVec.z);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlaneHC,newPosMat,true,false)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlaneHC)};eDwXSectionMgr.prototype.getXSectionHC=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCXSectionMgr.setCappingFaceColor(iEnable?cSectionCapFaceColor:null)];case 1:_a.sent();return[4,this.HCXSectionMgr.setCappingLineColor(iEnable?null:cSectionCapOutlineColor)];case 2:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.updateSectionVisibility=function(iVisible){return __awaiter(this,void 0,void 0,(function(){var activePlaneX,isSectionVisible,iExcp_18;return __generator(this,(function(_a){switch(_a.label){case 0:activePlaneX=this.getXSectionHC();activePlaneX.setOpacity(iVisible?cSectionPlaneOpacity:0);isSectionVisible=this.mSectionsVisibilityState[this.mXSectionIndex];this.mSectionsVisibilityState[this.mXSectionIndex]=iVisible;if(!iVisible)return[3,7];if(!(activePlaneX.isActive()&&isSectionVisible))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,activePlaneX.deactivate()];case 2:_a.sent();return[3,4];case 3:iExcp_18=_a.sent();return[3,4];case 4:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 5:_a.sent();return[4,activePlaneX.activate()];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwXSectionMgr.prototype.setToCurrentSectionPlane=function(){return __awaiter(this,void 0,void 0,(function(){var orientation,orientations,_a,_b,_i,orientationName;return __generator(this,(function(_c){switch(_c.label){case 0:orientations=eDwTypes_20.SectionPlaneOrientation;_a=[];for(_b in orientations)_a.push(_b);_i=0;_c.label=1;case 1:if(!(_i<_a.length))return[3,4];orientationName=_a[_i];orientation=orientations[orientationName];if(!(orientation.Index===this.mXSectionIndex))return[3,3];return[4,this.setSectionPlane(orientation)];case 2:_c.sent();return[2];case 3:_i++;return[3,1];case 4:return[2]}}))}))};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:false,configurable:true});Object.defineProperty(eDwXSectionMgr.prototype,"SectionVisibility",{set:function(iVisible){var _this=this;this.mSectionVisibility=iVisible;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 1:_a.sent();return[2]}}))}))})()},enumerable:false,configurable:true});return eDwXSectionMgr}();var cSectionPlaneOpacity=.3;var cSectionCapFaceColor=new eDwTypes_21.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_21.HC.Color(255,0,0);return eDwXSectionMgr}));define("eDwXSectionOperator",["require","exports","eDwTypes","eDwOperatorBaseDeps","eDwCommandMgr","eDwMoveSectionPlaneCmd","utils"],(function(require,exports,eDwTypes_22,eDwOperatorBaseDeps_3,eDwCommandMgr,eDwMoveSectionPlaneCmd,utils){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.Viewer.XSectionMgr.activateCurrent();return[2]}}))}))};eDwXSectionOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.Viewer.XSectionMgr.deactivateCurrent();return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var selObj,selObjNodeIDHC,sectionMgr,typeOfSel,objHC,sectionMgrHC;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent||!this.Viewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return[2]}return[4,eDwOperatorBaseDeps_3.eDwBaseOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 1:selObj=_a.sent();selObjNodeIDHC=selObj.getIDHC();if(utils.isNaN(selObjNodeIDHC)||selObjNodeIDHC>=0){ioMouseEvent.setHandled(false);return[2]}return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 2:_a.sent();sectionMgr=this.Viewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);ioMouseEvent.setHandled(true);if(selObjNodeIDHC){typeOfSel=selObj.getSelectionType();objHC=typeOfSel===eDwTypes_22.HC.SelectionType.None?null:selObj;console.debugLog("Section","sel obj = "+JSON.stringify(objHC));sectionMgrHC=this.Viewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selObjNodeIDHC)){this.mSectionDragPtHC=this.screenToWorld(ioMouseEvent.getPosition())||this.mSectionDragPtHC}}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,this.mMoveSectionCmd.cancel()];case 1:_a.sent();_a.label=2;case 2:this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.Viewer);return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var crossSectionMgr,pos2DHC,pnt3DHC,delta;return __generator(this,(function(_a){ioMouseEvent.setHandled(false);crossSectionMgr=this.Viewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return[2]}if(this.CurrInputInfo&&this.mSectionDragPtHC){pos2DHC=ioMouseEvent.getPosition();pnt3DHC=this.screenToWorld(pos2DHC);if(!pnt3DHC)return[2];delta=eDwTypes_22.HC.Point3.subtract(pnt3DHC,this.mSectionDragPtHC);this.Viewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPtHC=pnt3DHC;ioMouseEvent.setHandled(true)}return[2]}))}))};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();this.Viewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);delete this.mSectionDragPtHC;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,eDwCommandMgr.get().run(this.mMoveSectionCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:delete this.mMoveSectionCmd;return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_22.HC.EventType.MouseDown||iEventType===eDwTypes_22.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iPos2DHC){var viewHC=this.Viewer.getHCView();var normScrPos2DHC=viewHC.pointToWindowPosition(iPos2DHC);var inPnt3DHC=new eDwTypes_22.HC.Point3(normScrPos2DHC.x,normScrPos2DHC.y,0);var projMatHC=viewHC.getProjectionMatrix();projMatHC.m[15]=1;var invMatHC=eDwTypes_22.HC.Matrix.inverse(projMatHC);if(!invMatHC)return null;var tMatHC=invMatHC.transpose();var worldPnt3D=eDwTypes_22.HC.Point3.zero();var div=inPnt3DHC.x*tMatHC.m[3]+inPnt3DHC.y*tMatHC.m[7]+inPnt3DHC.z*tMatHC.m[11]+tMatHC.m[15];worldPnt3D.x=(inPnt3DHC.x*tMatHC.m[0]+inPnt3DHC.y*tMatHC.m[1]+inPnt3DHC.z*tMatHC.m[2]+tMatHC.m[3])/div;worldPnt3D.y=(inPnt3DHC.x*tMatHC.m[4]+inPnt3DHC.y*tMatHC.m[5]+inPnt3DHC.z*tMatHC.m[6]+tMatHC.m[7])/div;worldPnt3D.z=(inPnt3DHC.x*tMatHC.m[8]+inPnt3DHC.y*tMatHC.m[9]+inPnt3DHC.z*tMatHC.m[10]+tMatHC.m[11])/div;return worldPnt3D};return eDwXSectionOperator}(eDwOperatorBaseDeps_3.eDwBaseOperator);return eDwXSectionOperator}));define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeIDHC=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeIDHC],this.mFinalCamera)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd}));requirejs.config({baseUrl:"./js/3rdParty",paths:{jquery:"jquery.min","jquery-ui":"jquery-ui.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]},"jquery.iframe-transport":{deps:["jquery"]},"jquery-ajax-native":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],(function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()}));define("utils",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.makeArray=exports.getFirstMatchedMethodObj=exports.formatString=exports.ReversibleStringEnum=exports.deepCopyArray=exports.getExtension=exports.isEqual=exports.isNumber=exports.isNaN=exports.appendToArray=exports.isOfType=exports.getObjectTypeName=exports.isInstanceOf=exports.populateMixinObjectFromClasses=exports.populateMixinObject=exports.MixinBase=exports.getUint8Array=exports.forAll=void 0;function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach((function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])}))}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i-1?true:false}return iInstance instanceof iConstructor?true:isMixinInstance()}exports.isInstanceOf=isInstanceOf;function getObjectTypeName(iObj){if(!iObj)return"";return iObj.constructor.toString().split(" ")[1].split("(")[0]}exports.getObjectTypeName=getObjectTypeName;function isOfType(iArg,iDiscriminator){var argType=typeof iArg;return iArg&&(argType==="object"||argType==="function")?iDiscriminator in iArg:false}exports.isOfType=isOfType;function appendToArray(iElemForArray,ioArray){if(!iElemForArray||!ioArray)return;if(iElemForArray instanceof Promise){ioArray.push(iElemForArray.catch((function(iExcp){return iExcp})))}else{ioArray.push(iElemForArray)}}exports.appendToArray=appendToArray;function isNaN(iInput){return!isNumber(iInput)}exports.isNaN=isNaN;var cOrigNaN=window.isNaN;window.isNaN=isNaN;function isNumber(iInput){return typeof iInput==="number"&&(iInput===0||!cOrigNaN(iInput))?true:false}exports.isNumber=isNumber;function isEqual(iFirstObj,iSecondObj,iStrict){if(iStrict===void 0){iStrict=false}if(iFirstObj===iSecondObj)return true;if(!iFirstObj||!iSecondObj)return false;if(typeof iFirstObj!==typeof iSecondObj)return false;var numKeys=Object.keys(iFirstObj).length;if(iStrict&&numKeys!==Object.keys(iSecondObj).length)return false;var matchKeys=0;for(var key in iFirstObj){if(iFirstObj[key]===iSecondObj[key])++matchKeys}return numKeys===matchKeys?true:false}exports.isEqual=isEqual;function getExtension(iString){if(!iString)return"";var pos=iString.lastIndexOf(".");return pos===-1?"":iString.substr(pos+1).toLowerCase()}exports.getExtension=getExtension;function deepCopyArray(iArray){return JSON.parse(JSON.stringify(iArray))}exports.deepCopyArray=deepCopyArray;var ReversibleStringEnum=function(){function ReversibleStringEnum(iReversibleMapData){this.mMapping=iReversibleMapData;this.mReverseMapping={};for(var key in iReversibleMapData){this.mReverseMapping[iReversibleMapData[key]]=key}}ReversibleStringEnum.prototype.getValue=function(iKey){var value=this.mMapping[iKey];return value?value:this.mReverseMapping[iKey]};return ReversibleStringEnum}();exports.ReversibleStringEnum=ReversibleStringEnum;function formatString(iFormat){var iArgs=[];for(var _i=1;_i-1?iKey:null}));return props.length?iObj[props[0]]:null}exports.getFirstMatchedMethodObj=getFirstMatchedMethodObj;function makeArray(iObj){return iObj?Object.keys(iObj).map((function(iKey){return iObj[iKey]})):[]}exports.makeArray=makeArray})); +var __awaiter=this&&this.__awaiter||function(thisArg,_arguments,P,generator){function adopt(value){return value instanceof P?value:new P((function(resolve){resolve(value)}))}return new(P||(P=Promise))((function(resolve,reject){function fulfilled(value){try{step(generator.next(value))}catch(e){reject(e)}}function rejected(value){try{step(generator["throw"](value))}catch(e){reject(e)}}function step(result){result.done?resolve(result.value):adopt(result.value).then(fulfilled,rejected)}step((generator=generator.apply(thisArg,_arguments||[])).next())}))};var __generator=this&&this.__generator||function(thisArg,body){var _={label:0,sent:function(){if(t[0]&1)throw t[1];return t[1]},trys:[],ops:[]},f,y,t,g;return g={next:verb(0),throw:verb(1),return:verb(2)},typeof Symbol==="function"&&(g[Symbol.iterator]=function(){return this}),g;function verb(n){return function(v){return step([n,v])}}function step(op){if(f)throw new TypeError("Generator is already executing.");while(_)try{if(f=1,y&&(t=op[0]&2?y["return"]:op[0]?y["throw"]||((t=y["return"])&&t.call(y),0):y.next)&&!(t=t.call(y,op[1])).done)return t;if(y=0,t)op=[op[0]&2,t.value];switch(op[0]){case 0:case 1:t=op;break;case 4:_.label++;return{value:op[1],done:false};case 5:_.label++;y=op[1];op=[0];continue;case 7:op=_.ops.pop();_.trys.pop();continue;default:if(!(t=_.trys,t=t.length>0&&t[t.length-1])&&(op[0]===6||op[0]===2)){_=0;continue}if(op[0]===3&&(!t||op[1]>t[0]&&op[1]-1){return}var augmentedMsg=iMsg;var stack=(new Error).stack;if(stack){var stackLine=stack.split("\n")[2];if(!stackLine)return;var callerLine=stackLine.slice(stackLine.lastIndexOf("("),stackLine.lastIndexOf(")")+1);if(!callerLine){callerLine=stackLine.slice(stackLine.lastIndexOf("@")+1);callerLine="("+callerLine+")"}augmentedMsg=callerLine+" "+iMsg}if(console.debugLogCategories.indexOf(iCategory)>-1||console.debugLogCategories.indexOf("*")>-1){if(iParams&&iParams.length)console.log(augmentedMsg,iParams);else console.log(augmentedMsg)}};define("eDrawingsWebViewer",["require","exports","eDwUI","eDwServiceMgr","eDwUIMessageReporter","eDrawingsWebViewerUtils","utils","eDwUIUtils"],(function(require,exports,eDwUI_1,eDwServiceMgr,eDwUIMessageReporter,eDrawingsWebViewerUtils,Utils,eDwUIUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.start=void 0;function start(iViewerOpts,iServerURL){eDrawingsWebViewerUtils.startViewer(iServerURL||c_server,"edrawings-canvas",iViewerOpts,l_init,eDwUIMessageReporter.showResultPanel)}exports.start=start;function l_init(ioViewerOpts,iContainerElemID){c_eDrawingsUI.initUIEvents(ioViewerOpts);var modelContents="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";if(modelContents!==""){eDwServiceMgr.get().disableAdvancedServices();ioViewerOpts.URL="";eDwUIUtils.viewFile("GlobalAssembly-ELZ-RC2",null,ioViewerOpts,iContainerElemID,Utils.getUint8Array(modelContents))}}var c_eDrawingsUI=new eDwUI_1.eDwUI;var c_server=location.origin+location.pathname.slice(0,location.pathname.lastIndexOf("/")+1)}));define("eDrawingsWebViewerUtils",["require","exports","eDwEventMgr","eDwServiceMgr","eDwResultError","eDwAJAXError","eDwUIPluginMgr","eDwTypes","eDwEvents","eDwUIUtils","utils"],(function(require,exports,eDwEventMgr,eDwServiceMgr,eDwResultError,eDwAJAXError,eDwUIPluginMgr,eDwTypes_1,eDwEvents_1,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.removeModelStreamCache=exports.shutdownViewer=exports.startViewer=exports.getViewerVersion=void 0;function getViewerVersion(){return"30.5.0.0019"}exports.getViewerVersion=getViewerVersion;function startViewer(iServerURL,iCanvasID,iViewerOpts,iInit,iOnError){var _this=this;l_ModelLoadEvents=function(iState){var viewerCanvasID="#"+iCanvasID;if(iState==="init"){var viewerJQ=$(viewerCanvasID);viewerJQ.on("edw:ModelLoaded",(function(iEvent,iViewer){var viewHC=iViewer.getHCView();viewHC.setPointSize(0,eDwTypes_1.HC.PointSizeUnit.ScreenPixels);viewHC.setHardEdgesEnabled(false);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_1;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);return[4,l_processProductStructure(iViewer,iServerURL)];case 1:_a.sent();return[3,3];case 2:iExcp_1=_a.sent();l_displayError(iExcp_1,iOnError);return[3,3];case 3:return[2]}}))}))})()}));viewerJQ.on("edw:ModelLoadFailed",(function(iEvent,iViewer,iModelName,iReason){if(iOnError){iOnError({ErrorCode:"ModelLoadInViewerFailed",ErrorData:[iReason,iModelName]})}}))}else{var viewerJQ=$(viewerCanvasID);viewerJQ.off("edw:ModelLoaded");viewerJQ.off("edw:ModelLoadFailed")}};var viewerFeatOpts={};$.extend(viewerFeatOpts,c_featOps);if(iViewerOpts){$.extend(viewerFeatOpts,iViewerOpts)}else{eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts)}if(viewerFeatOpts.Debug){if(!console.debugLogCategories||console.debugLogCategories.length===0){console.debugLogCategories=[];console.debugLogCategories.push("*")}}eDwServiceMgr.create(iServerURL);(function(){return __awaiter(_this,void 0,void 0,(function(){var iExcp_2;return __generator(this,(function(_a){switch(_a.label){case 0:_a.trys.push([0,2,,3]);l_ModelLoadEvents("init");return[4,l_init(iCanvasID,viewerFeatOpts,iInit)];case 1:_a.sent();return[3,3];case 2:iExcp_2=_a.sent();l_displayError(iExcp_2,iOnError);return[3,3];case 3:return[2]}}))}))})()}exports.startViewer=startViewer;function shutdownViewer(iViewer){l_ModelLoadEvents("shutdown");iViewer.unregister()}exports.shutdownViewer=shutdownViewer;function removeModelStreamCache(iViewer,iServer){return __awaiter(this,void 0,void 0,(function(){var modelKey,serviceMgr,iExcp_3;return __generator(this,(function(_a){switch(_a.label){case 0:modelKey=iViewer.getCurrModelKey();if(!modelKey||!iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone){return[2]}console.debugLog("ModelLoad","Attempting to remove cached model: "+modelKey);serviceMgr=eDwServiceMgr.get();_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,serviceMgr.removeNamedCache(modelKey,iViewer.ViewerFeatureOpts.DeleteModelCacheFileWhenDone)];case 2:_a.sent();console.debugLog("ModelLoad","Removed cached model: "+modelKey);return[3,4];case 3:iExcp_3=_a.sent();console.debugLog("ModelLoad","Failed to remove cached model: "+modelKey);console.debugLog("ModelLoad",iExcp_3.message);throw iExcp_3;case 4:return[2]}}))}))}exports.removeModelStreamCache=removeModelStreamCache;function l_init(iContainerElemID,ioViewerOpts,iInit){return __awaiter(this,void 0,void 0,(function(){var serviceMgr;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:serviceMgr=eDwServiceMgr.get();serviceMgr.disableAdvancedServices(utils.getExtension(ioViewerOpts.URL)==="scs");(function(){return __awaiter(_this,void 0,void 0,(function(){var pluginFiles,_i,pluginFiles_1,pluginFile,pluginClassName;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,serviceMgr.getPluginFiles()];case 1:pluginFiles=_a.sent();_i=0,pluginFiles_1=pluginFiles;_a.label=2;case 2:if(!(_i-1))return[3,4];return[4,exclusiveCmds[i].commit()];case 2:_a.sent();_a.label=3;case 3:--i;return[3,1];case 4:this.mActiveCmds=this.mActiveCmds.filter((function(iCmd){return!iCmd.Exclusive}));_a.label=5;case 5:return[2]}}))}))};eDwCommandMgr.prototype.detach=function(iCmd){var cmdPos=this.mActiveCmds.indexOf(iCmd);if(cmdPos===-1)return false;var removedCmds=this.mActiveCmds.splice(cmdPos,1);return removedCmds.length===1?true:false};return eDwCommandMgr}();return eDwCommandMgr}));define("eDwCompositeCmd",["require","exports","eDwSupportsHistoryCmd","eDwHistoryMgr","eDwCommandMgr","utils"],(function(require,exports,eDwSupportsHistoryCmd,eDwHistoryMgr,eDwCommandMgr,Utils){"use strict";var eDwCompositeCmd=function(_super){__extends(eDwCompositeCmd,_super);function eDwCompositeCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mSubCmds=[];eDwHistoryMgr.get().pushStack();return _this}eDwCompositeCmd.prototype.initCmdActionImplementation=function(iHistoryActions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mCmdHistoryActions=iHistoryActions;if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeInit))return[3,2];return[4,this.mCmdHistoryActions.compositeInit(this)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};eDwCompositeCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.undo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeUndo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeUndo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.undoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){var actionExists,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!_super.prototype.redo.call(this))return[2,false];actionExists=this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeRedo;if(!actionExists)return[3,2];return[4,this.mCmdHistoryActions.compositeRedo(this)];case 1:_a=_b.sent();return[3,4];case 2:return[4,this.redoSubCmds()];case 3:_a=_b.sent();_b.label=4;case 4:return[2,_a]}}))}))};eDwCompositeCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.commit.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCommit))return[3,3];return[4,this.mCmdHistoryActions.compositeCommit(this)];case 2:_a.sent();_a.label=3;case 3:return[2]}}))}))};eDwCompositeCmd.prototype.cancel=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mSubCmds=eDwHistoryMgr.get().popStack();return[4,_super.prototype.cancel.call(this)];case 1:_a.sent();if(!(this.mCmdHistoryActions&&this.mCmdHistoryActions.compositeCancel))return[3,3];return[4,this.mCmdHistoryActions.compositeCancel(this)];case 2:_a.sent();return[3,5];case 3:return[4,this.cancelSubCmds()];case 4:_a.sent();_a.label=5;case 5:this.clearSubCmds();return[2]}}))}))};eDwCompositeCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!(this.InitialState===undefined)&&!(this.FinalState===undefined)};Object.defineProperty(eDwCompositeCmd.prototype,"AllowsAggregation",{get:function(){return true},enumerable:false,configurable:true});eDwCompositeCmd.prototype.undoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,lastCmdIndex,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];cmd=this.mSubCmds[i];return[4,cmd.undo()];case 2:ret=_a.sent();console.debugLog("History","Undo subcommand history at index "+i+(ret?" succeeded.":" failed.")+" Object Type = "+Utils.getObjectTypeName(cmd)+".");if(!ret){isSuccessful=false}_a.label=3;case 3:i--;return[3,1];case 4:return[2,isSuccessful]}}))}))};eDwCompositeCmd.prototype.cancelSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var cmdMgr,lastCmdIndex,i;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();lastCmdIndex=this.mSubCmds.length-1;i=lastCmdIndex;_a.label=1;case 1:if(!(i>-1))return[3,4];return[4,cmdMgr.remove(this.mSubCmds[i],"cancel")];case 2:_a.sent();_a.label=3;case 3:i--;return[3,1];case 4:delete this.InitialState;delete this.FinalState;return[2]}}))}))};eDwCompositeCmd.prototype.redoSubCmds=function(){return __awaiter(this,void 0,void 0,(function(){var isSuccessful,numCmds,i,cmd,ret;return __generator(this,(function(_a){switch(_a.label){case 0:isSuccessful=true;numCmds=this.mSubCmds.length;i=0;_a.label=1;case 1:if(!(i-1){eventHandlerMaps.splice(index,1);++numRemoved}}}return numRemoved};eDwEventMgr.prototype.removeAllEventHandlers=function(){this.mEventHandlers.clear()};eDwEventMgr.prototype.removeEventHandlers=function(iEvent){this.mEventHandlers.delete(iEvent)};eDwEventMgr.prototype.fireEvent=function(iEvent){var iArgs=[];for(var _i=1;_i-1){changedPropAttribNames.push(attribName)}}return changedPropAttribNames};eDwHierarchyNode.isHierarchyNode=function(iNode){return iNode.Name};eDwHierarchyNode.sPropagatingAttribNames=["Visible","Opaque"];return eDwHierarchyNode}();return eDwHierarchyNode}));define("eDwHistoryMgr",["require","exports","utils"],(function(require,exports,Utils){"use strict";var eDwHistoryMgr=function(){function eDwHistoryMgr(){this.clear()}eDwHistoryMgr.get=function(){if(!eDwHistoryMgr.sHistoryMgr){eDwHistoryMgr.sHistoryMgr=new eDwHistoryMgr}return eDwHistoryMgr.sHistoryMgr};eDwHistoryMgr.prototype.undo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex<0||currStack.length===0){console.debugLog("History","Already before first command.");return null}currStacksElem.incrementCurrCmdIndex(-1);var cmd=currStack[currStackCmdIndex];cmd.undo();console.debugLog("History","Undoing command at index "+currStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.redo=function(){var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var nextStackCmdIndex=currStacksElem.getCurrCmdIndex()+1;if(nextStackCmdIndex>=currStack.length){console.debugLog("History","Already after last command.");return null}currStacksElem.incrementCurrCmdIndex(1);var cmd=currStack[nextStackCmdIndex];cmd.redo();console.debugLog("History","Redoing command at index "+nextStackCmdIndex+" Object type: "+Utils.getObjectTypeName(cmd));return cmd};eDwHistoryMgr.prototype.push=function(iCmd){if(!iCmd)return;var currStacksElem=this.getCurrStackElem();var currStack=currStacksElem.Stack;var currStackSize=currStack.length;var currStackCmdIndex=currStacksElem.getCurrCmdIndex();if(currStackCmdIndex!==currStackSize-1){currStack.splice(currStackCmdIndex+1);console.debugLog("History","Truncated history to "+(currStackCmdIndex+1)+" elements.")}currStack.push(iCmd);currStacksElem.incrementCurrCmdIndex(1);console.debugLog("History","Adding command to history at index "+(currStackCmdIndex+1)+" Object Type = "+Utils.getObjectTypeName(iCmd)+".")};eDwHistoryMgr.prototype.clear=function(){console.debugLog("History","Clear all history.");this.mCmdStacksStack=[];this.pushStack()};eDwHistoryMgr.prototype.pushStack=function(){console.debugLog("History","Add a new history stack at index "+this.mCmdStacksStack.length+".");this.mCmdStacksStack.push(new eDwCmdStacksElem)};eDwHistoryMgr.prototype.popStack=function(){console.debugLog("History","Remove history stack from index "+(this.mCmdStacksStack.length-1)+" down to 0.");var activeCmds=[];var currStackElem=this.mCmdStacksStack.pop();if(currStackElem){var currCmdIndex=currStackElem.getCurrCmdIndex()+1;for(var i=0;i-1&&iKeyInfo[key]){keyModifiers+=key+"-"}}return keyModifiers?keyModifiers.substring(0,keyModifiers.length-1):"none"}}));define("eDwLayer",["require","exports","eDwNodeAttributes","utils"],(function(require,exports,eDwNodeAttributes_2,utils){"use strict";var eDwLayer=function(){function eDwLayer(iLayerName,iLayerIDHC,iAttribs){this.mName=iLayerName;this.mIDHC=iLayerIDHC;this.mInitAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mAttribs=eDwNodeAttributes_2.eDwNodeAttributes.initAttribs(iAttribs);this.mNodeIDHCToHierNodeMap={}}eDwLayer.prototype.addNodes=function(iNodeIDsHC,iModel){for(var _i=0,iNodeIDsHC_1=iNodeIDsHC;_i.5){footVal*=signFactor;formattedString=utils.formatString("${footVal}ft ${formattedInches}",footVal.toFixed(0),formattedString)}return formattedString},area:function(iVal){var userUnits=_this.mUserUnits["Length"];var func=basicUserUnitResults[userUnits];var valueWithUnits=func.call(_this,iVal);return utils.formatString(cCommonUnitFormat,valueWithUnits,"^2")}};var unit=this.mUserUnits[iUnitType];unit=unit||iUnitType.toLowerCase();var func=basicUserUnitResults[unit];return func?func.call(this,iValue):iValue.toString()};eDwModel.prototype.setAttribOnHierNodes=function(iHierNodes,iAttribs){return __awaiter(this,void 0,void 0,(function(){var changedHierNodes,changedAncestorHierNodeMap,_i,iHierNodes_1,hierNode,changedAttribNames,propagatingAttribNames,changedChildHierNodes,parentHierNode,_a,propagatingAttribNames_1,attribName,attrib,parentAttrib,value,mergedAttrib,parentIDHC,parentIDHC,changedHierNodesAndAttribs,changedHCNodeID,ancHierNode;return __generator(this,(function(_b){switch(_b.label){case 0:changedHierNodes=[];changedAncestorHierNodeMap={};for(_i=0,iHierNodes_1=iHierNodes;_i0){var sceneData=$(data[0]);this.mOrigin=sceneData.attr("origin");switch(sceneData.attr("type")){case"drawing":this.mCategory="DRAWING";break;case"part":this.mCategory="PART";break;case"assembly":this.mCategory="ASSEMBLY";break;default:break}}this.mProperties=docJQ.find("property");var lengthUnit=this.getProperty("lengthunit");var isValidUnit=eDwUnits_1.LengthTypeValues.indexOf(lengthUnit)>-1;this.mUserUnits.Length=isValidUnit?lengthUnit:this.mUserUnits.Length;var angleUnit=this.getProperty("angleunit");isValidUnit=eDwUnits_1.AngleTypeValues.indexOf(angleUnit)>-1;this.mUserUnits.Angle=isValidUnit?angleUnit:this.mUserUnits.Angle;if(this.mCategory==="DRAWING"){this.parseModelViews(docJQ,"sheet","views","Unnamed Sheet","sheet");this.processLayers(iPropsMapHC)}else{this.parseModelViews(docJQ,"configuration","hierarchy","Unnamed Config","config");if(this.mCategory==="ASSEMBLY"){var modelViews=this.getModelViews();for(var _i=0,modelViews_3=modelViews;_i (HC values) | ";for(var _i=0,_a=this.mModelViews;_i<_a.length;_i++){var modelView=_a[_i];var nodeIDHC=modelView.Hierarchy.HOOPSID;msg+=modelView.Name+" - "+this.isVisibleForNodeHC(nodeIDHC)+" | "}console.debugLog("NodeVisibility",msg);console.debugLog("NodeVisibility","Active model view = "+this.mActiveModelView.Name);var hierNodes=this.mActiveModelView.getNodes();for(var _b=0,hierNodes_1=hierNodes;_b0&&ioHierachyNode){for(var i=0;i"){props.Name=props.Name.replace("<","<");props.Name=props.Name.replace(">",">")}props.Visible=trueFalseOrIndeterminate(iElemJQ.attr("visible"));props.Opaque=falseTrueOrIndeterminate(iElemJQ.attr("transparent"));props.Selectable=trueFalseOrIndeterminate(iElemJQ.attr("selectable"));props.HOOPSID=parseInt(iElemJQ.attr("id"),10)}return props}function l_getPropsAsAttribs(iNodeProps){var nodeAttribs={};eDwNodeAttributes_3.eDwNodeAttributes.setAttribs(nodeAttribs,iNodeProps);return nodeAttribs}function l_getDefaultCamera(iElemJQ){var perspectiveStr=iElemJQ.attr("camPerspective");if(!perspectiveStr)return undefined;var posPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camPosX")),parseFloat(iElemJQ.attr("camPosY")),parseFloat(iElemJQ.attr("camPosZ")));var tgtPtHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("camTgtX")),parseFloat(iElemJQ.attr("camTgtY")),parseFloat(iElemJQ.attr("camTgtZ")));var upVecHC=new eDwTypes_7.HC.Point3(parseFloat(iElemJQ.attr("upX")),parseFloat(iElemJQ.attr("upY")),parseFloat(iElemJQ.attr("upZ")));var width=parseFloat(iElemJQ.attr("camFieldWidth"));var height=parseFloat(iElemJQ.attr("camFieldHeight"));var projHC=perspectiveStr==="true"?eDwTypes_7.HC.Projection.Perspective:eDwTypes_7.HC.Projection.Orthographic;return eDwTypes_7.HC.Camera.create(posPtHC,tgtPtHC,upVecHC,projHC,width,height)}function l_makeNodeAttribArray(iHierNodes,iAttrib,iIgnoreActive){if(iAttrib===void 0){iAttrib=null}if(iIgnoreActive===void 0){iIgnoreActive=true}return iHierNodes.map((function(iHierNode){var attrib={};$.extend(attrib,iHierNode.getAttribs(iIgnoreActive));if(iAttrib)$.extend(attrib,iAttrib);return{HierNode:iHierNode,Attribs:attrib}}))}function l_notifyModelViewChange(iViewer,iModelView,iIsPart){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_2.ModelViewChangeEvent,iViewer,iModelView,!iIsPart)];case 1:_a.sent();return[2]}}))}))}return eDwModel}));define("eDwModelView",["require","exports","eDwHierarchyNode"],(function(require,exports,eDwHierarchyNode){"use strict";var eDwModelView=function(){function eDwModelView(Name,Category,iAttribs,iNodeIDHC,iModel,iDefCameraHC){if(iDefCameraHC===void 0){iDefCameraHC=null}this.Name=Name;this.Category=Category;this.Nodes={};this.mDefCameraHC=iDefCameraHC;this.Hierarchy=new eDwHierarchyNode(this.Name,this.Category,iAttribs,iNodeIDHC,null,this);this.Model=iModel}eDwModelView.prototype.getNodes=function(){var hierNodes=[];for(var hierNodeName in this.Nodes){hierNodes.push(this.Nodes[hierNodeName])}return hierNodes};eDwModelView.prototype.getDefaultCamera=function(){return this.mDefCameraHC};eDwModelView.prototype.resetAttribs=function(){return this.Hierarchy.resetAttribs()};return eDwModelView}();return eDwModelView}));define("eDwMoveSectionPlaneCmd",["require","exports","eDwTypes","eDwSupportsHistoryCmd"],(function(require,exports,eDwTypes_8,eDwSupportsHistoryCmd){"use strict";var eDwMoveSectionPlaneCmd=function(_super){__extends(eDwMoveSectionPlaneCmd,_super);function eDwMoveSectionPlaneCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mInitialPntOnPlane=_this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));return _this}eDwMoveSectionPlaneCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){var altDir;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];altDir=this.mDir.copy().negate();this.mViewer.XSectionMgr.moveCurrentAlongNormal(altDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.moveCurrentAlongNormal(this.mDir);return[2,true]}}))}))};eDwMoveSectionPlaneCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mFinalPntOnPlane=this.mViewer.XSectionMgr.projectPoint(new eDwTypes_8.HC.Point3(0,0,0));this.mDir=this.mFinalPntOnPlane.subtract(this.mInitialPntOnPlane);return[2]}}))}))};eDwMoveSectionPlaneCmd.prototype.isCommitted=function(){return _super.prototype.isCommitted.call(this)&&!!this.mInitialPntOnPlane&&!!this.mFinalPntOnPlane};Object.defineProperty(eDwMoveSectionPlaneCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwMoveSectionPlaneCmd}(eDwSupportsHistoryCmd);return eDwMoveSectionPlaneCmd}));define("eDwNodeAttributes",["require","exports","utils"],(function(require,exports,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.NodeDisplayState=exports.eDwNodeAttributes=void 0;var eDwNodeAttributes=function(){function eDwNodeAttributes(){}eDwNodeAttributes.initAttribs=function(iSourceAttribs){var targetAttribs={};targetAttribs=eDwNodeAttributes.mergeAttribs(targetAttribs,iSourceAttribs);return targetAttribs};eDwNodeAttributes.setAttribs=function(ioTargetAttribs,iSourceAttribs){var changedAttribNames=[];for(var attribKey in iSourceAttribs){if(ioTargetAttribs[attribKey]!==iSourceAttribs[attribKey]){ioTargetAttribs[attribKey]=iSourceAttribs[attribKey];changedAttribNames.push(attribKey)}}return changedAttribNames};eDwNodeAttributes.mergeAttribs=function(ioTargetAttribs,iSourceAttribs){return eDwNodeAttributes.combineAttribs(ioTargetAttribs,iSourceAttribs,(function(iTargetValue,iSourceValue){return iTargetValue||iSourceValue}))};eDwNodeAttributes.intersectAttribs=function(iSrcAttrib1,iSrcAttrib2){return eDwNodeAttributes.combineAttribs(iSrcAttrib1,iSrcAttrib2,(function(iTargetValue,iSourceValue){return iTargetValue&&iSourceValue}))};eDwNodeAttributes.combineAttribs=function(iSrcAttrib1,iSrcAttrib2,iCombineFunc){var fullAttribs={};if(iSrcAttrib1&&iSrcAttrib2){fullAttribs=l_syncAttributeKeys(iSrcAttrib1,iSrcAttrib2);for(var attribKey in fullAttribs){var value=iCombineFunc(iSrcAttrib1[attribKey],iSrcAttrib2[attribKey]);if(value!==undefined)fullAttribs[attribKey]=value;else delete fullAttribs[attribKey]}}return utils.isEqual(fullAttribs,{})?undefined:fullAttribs};return eDwNodeAttributes}();exports.eDwNodeAttributes=eDwNodeAttributes;var NodeDisplayState;(function(NodeDisplayState){NodeDisplayState["Visible"]="Visible";NodeDisplayState["Invisible"]="Invisible";NodeDisplayState["Opaque"]="Opaque";NodeDisplayState["Transparent"]="Transparent"})(NodeDisplayState=exports.NodeDisplayState||(exports.NodeDisplayState={}));function l_syncAttributeKeys(ioTargetAttribs,iSourceAttribs){var attribs=$.extend({},ioTargetAttribs);for(var attribKey in iSourceAttribs){if(!attribs[attribKey]){attribs[attribKey]=undefined}}return attribs}}));define("eDwNodeColorInfo",["require","exports","eDwTypes"],(function(require,exports,eDwTypes_9){"use strict";var eDwNodeColorInfo=function(){function eDwNodeColorInfo(iNodeID,iSecondaryID,iColor,iType){this.mNodeID=iNodeID;this.mSecondID=iSecondaryID;this.mType=iType}eDwNodeColorInfo.prototype.reset=function(iModelHC){switch(this.mType){case eDwTypes_9.EntityMode.EDGE:iModelHC.unsetNodeLineColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.FACE:iModelHC.unsetNodeFaceColor(this.mNodeID,this.mSecondID);break;case eDwTypes_9.EntityMode.VERTEX:default:break}};return eDwNodeColorInfo}();return eDwNodeColorInfo}));define("eDwOperationMixin",["require","exports"],(function(require,exports){"use strict";var eDwOperationMixin=function(){function eDwOperationMixin(){this.mExclusive=true}Object.defineProperty(eDwOperationMixin.prototype,"Exclusive",{get:function(){return this.mExclusive},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"AllowsAggregation",{get:function(){return false},enumerable:false,configurable:true});Object.defineProperty(eDwOperationMixin.prototype,"Aggregable",{get:function(){return false},enumerable:false,configurable:true});return eDwOperationMixin}();return eDwOperationMixin}));define("eDwOperatorBaseDeps",["require","exports","eDwSelObj","eDwKeyMgr","eDwTypes","utils","eDwGeomUtils"],(function(require,exports,eDwSelObj,eDwKeyMgr_1,eDwTypes_10,utils,eDwGeomUtils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwBaseOperator=exports.OperatorHC=exports.eDwOperatorMgr=void 0;var eDwOperatorMgr=function(){function eDwOperatorMgr(iViewer){this.mOpsData={};this.mOperatorMgrHC=iViewer.HCViewer.getOperatorManager();this.resetToDefault();var cameraZoomOp=this.mOperatorMgrHC.getOperator(eDwTypes_10.HC.OperatorId.Zoom);cameraZoomOp.setMouseWheelZoomInverted(false)}eDwOperatorMgr.prototype.registerCustomOperator=function(ioOp,iActivate){if(iActivate===void 0){iActivate=false}ioOp.OperatorID=this.mOperatorMgrHC.registerCustomOperator(ioOp);this.mOpsData[ioOp.OperatorID]={Op:ioOp,ActivatedByDefault:iActivate};if(iActivate)this.push(ioOp.OperatorID);return ioOp.OperatorID};eDwOperatorMgr.prototype.unregisterCustomOperator=function(iOp){this.unregisterCustomOperatorByID(iOp.OperatorID)};eDwOperatorMgr.prototype.unregisterCustomOperatorByID=function(iOpID){if(this.popToOp(iOpID)===iOpID){this.pop()}this.mOperatorMgrHC.unregisterCustomOperator(iOpID);delete this.mOpsData[iOpID]};eDwOperatorMgr.prototype.unregisterAll=function(){var _this=this;utils.forAll((function(iOpID,iOpData){_this.unregisterCustomOperatorByID(iOpID)}),this.mOpsData)};eDwOperatorMgr.prototype.push=function(iOpID){var activeOpID=this.getActiveOperatorID();if(activeOpID!==iOpID){return this.mOperatorMgrHC.push(iOpID)}return false};eDwOperatorMgr.prototype.pop=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;if(!iOpID||iOpID&&this.getActiveOperatorID()===iOpID){retOpID=this.mOperatorMgrHC.pop()||eDwTypes_10.HC.OperatorId.None}return retOpID};eDwOperatorMgr.prototype.popToOp=function(iOpID){var retOpID=eDwTypes_10.HC.OperatorId.None;var opStackPos=this.mOperatorMgrHC.indexOf(iOpID);if(opStackPos>-1){while(this.getActiveOperatorID()!==iOpID){this.pop()}retOpID=iOpID}return retOpID};eDwOperatorMgr.prototype.getOperator=function(iOpID){return this.mOperatorMgrHC.getOperator(iOpID)};eDwOperatorMgr.prototype.getActiveOperatorID=function(){return this.mOperatorMgrHC.peek()};eDwOperatorMgr.prototype.getOperatorIndex=function(iOp){var opsStack=[];var numOps=this.mOperatorMgrHC.size();var index=-1;for(var i=0;i=0;i++){this.mOperatorMgrHC.push(opsStack[i])}return index};eDwOperatorMgr.prototype.setOpID=function(iOpID,iIndex){return this.mOperatorMgrHC.set(iOpID,iIndex)};eDwOperatorMgr.prototype.set=function(iOp,iIndex){return this.setOpID(iOp.OperatorID,iIndex)};eDwOperatorMgr.prototype.resetToDefault=function(){var _this=this;for(var opID=eDwTypes_10.HC.OperatorId.NavCube;opID>eDwTypes_10.HC.OperatorId.Navigate;opID--){this.pop(opID)}utils.forAll((function(iOpID,iOpData){if(iOpData.ActivatedByDefault){_this.push(iOpData.Op.OperatorID)}}),this.mOpsData)};return eDwOperatorMgr}();exports.eDwOperatorMgr=eDwOperatorMgr;var OperatorHC=function(){function OperatorHC(iOp){this.mOp=iOp;this.OperatorID=NaN}OperatorHC.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onActivate;if(!_a)return[3,2];return[4,this.mOp.onActivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.onDeactivate;if(!_a)return[3,2];return[4,this.mOp.onDeactivate()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseDown;if(!_a)return[3,2];return[4,this.mOp.onMouseDown(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseMove;if(!_a)return[3,2];return[4,this.mOp.onMouseMove(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEvent)return[2];_a=this.mOp.onMouseUp;if(!_a)return[3,2];return[4,this.mOp.onMouseUp(ioMouseEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onMousewheel=function(ioMouseEveent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioMouseEveent)return[2];_a=this.mOp.onMousewheel;if(!_a)return[3,2];return[4,this.mOp.onMousewheel(ioMouseEveent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioTouchEvent)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyDown=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyDown;if(!_a)return[3,2];return[4,this.mOp.onKeyDown(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onKeyUp=function(ioKeyEvent){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp||!ioKeyEvent)return[2];_a=this.mOp.onKeyUp;if(!_a)return[3,2];return[4,this.mOp.onKeyUp(ioKeyEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.onViewOrientationChange=function(){return __awaiter(this,void 0,void 0,(function(){var op,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];op=this.mOp;_a=op.onViewOrientationChange;if(!_a)return[3,2];return[4,op.onViewOrientationChange()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};OperatorHC.prototype.stopInteraction=function(){return __awaiter(this,void 0,void 0,(function(){var _a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!this.mOp)return[2];_a=this.mOp.stopInteraction;if(!_a)return[3,2];return[4,this.mOp.stopInteraction()];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[2]}}))}))};return OperatorHC}();exports.OperatorHC=OperatorHC;var OperatorBaseHC=function(){function OperatorBaseHC(iViewer,iClickCB,iDoubleClickCB){this.Viewer=iViewer;this.CurrTouches=[];this.DragPt=undefined;this.CurrInputInfo=undefined;this.ActiveMouseButton="none";this.mDoPickTimeOutHandle=NaN;this.mClickCB=iClickCB;this.mDoubleClickCB=iDoubleClickCB}OperatorBaseHC.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];if(eDwKeyMgr_1.eDwKeyMgr.isAnyPressed(ioMouseEvent)){this.setMouse(ioMouseEvent);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(ioMouseEvent)}return[2]}))}))};OperatorBaseHC.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var pos,oldInputInfo;return __generator(this,(function(_a){if(!ioMouseEvent)return[2];pos=ioMouseEvent.getPosition();if(this.CurrInputInfo){oldInputInfo=this.CurrInputInfo;this.setMouse(ioMouseEvent);if(!oldInputInfo.DragPt.equals(this.CurrInputInfo.DragPt)){this.DragPt=this.CurrInputInfo.DragPt}}console.debugLog("Operator","move screen pt = "+JSON.stringify(pos));return[2]}))}))};OperatorBaseHC.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioMouseEvent)return[2];this.onUp(ioMouseEvent);delete this.DragPt;delete this.CurrInputInfo;return[2]}))}))};OperatorBaseHC.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Start - touch ID = "+ioTouchEvent.getId());this.addTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","Move - touch ID = "+ioTouchEvent.getId());if(!this.hasTouchMoved(ioTouchEvent)){ioTouchEvent.setHandled(true);return[2]}this.updateTouch(ioTouchEvent);return[2]}))}))};OperatorBaseHC.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){if(!ioTouchEvent)return[2];console.debugLog("TouchOp","End - touch ID = "+ioTouchEvent.getId());ioTouchEvent.setHandled(false);this.removeTouchById(ioTouchEvent.getId());return[2]}))}))};OperatorBaseHC.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){delete this.DragPt;return[2]}))}))};OperatorBaseHC.getAsMouseEvent=function(iTouchEvent,iMouseInputType,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}if(iTouchEvent){var pos=iTouchEvent.getPosition();var mouseEvent=new eDwTypes_10.HC.Event.MouseInputEvent(pos.x,pos.y,eDwTypes_10.HC.Button.None,iButton,eDwTypes_10.HC.KeyModifiers.None,iMouseInputType);mouseEvent.setHandled(iTouchEvent.getHandled());return mouseEvent}return null};OperatorBaseHC.prototype.isDragging=function(){return!!this.DragPt};OperatorBaseHC.prototype.addTouch=function(ioTouchEvent){if(!this.getTouchById(ioTouchEvent.getId())){var pnt3DHC=eDwGeomUtils.screenToWorld(ioTouchEvent.getPosition(),this.Viewer.getHCView());if(pnt3DHC){this.CurrTouches.push({Event:ioTouchEvent,DragPt:pnt3DHC,Pos:ioTouchEvent.getPosition()})}}};OperatorBaseHC.prototype.getTouchById=function(iTouchID){for(var i=0;iepsX&&Math.abs(delta.y)>epsY};OperatorBaseHC.prototype.updateTouch=function(ioTouchEvent){var touch=this.getTouchById(ioTouchEvent.getId());if(touch){var pos2DHC=ioTouchEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(pnt3DHC){touch.Pos=pos2DHC;touch.DragPt=pnt3DHC}}};OperatorBaseHC.prototype.setMouse=function(ioMouseEvent){var pos2DHC=ioMouseEvent.getPosition();var pnt3DHC=eDwGeomUtils.screenToWorld(pos2DHC,this.Viewer.getHCView());if(!pnt3DHC)return;this.CurrInputInfo={Event:ioMouseEvent,DragPt:pnt3DHC,Pos:pos2DHC}};OperatorBaseHC.prototype.onClick=function(ioInputEvent){return this.mClickCB?this.mClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onDoubleClick=function(ioInputEvent){return this.mDoubleClickCB?this.mDoubleClickCB(ioInputEvent):false};OperatorBaseHC.prototype.onUp=function(ioMouseEvent){var _this=this;var clearPickTimeOut=function(){if(utils.isNaN(_this.mDoPickTimeOutHandle))return;clearTimeout(_this.mDoPickTimeOutHandle);_this.mDoPickTimeOutHandle=NaN;_this.ActiveMouseButton="none"};var processClick=function(ioMouseEvent){_this.onClick(ioMouseEvent);clearPickTimeOut()};var stopFurtherProcessing=false;if(this.ActiveMouseButton==="left"){stopFurtherProcessing=true;if(utils.isNaN(this.mDoPickTimeOutHandle)){this.mDoPickTimeOutHandle=setTimeout((function(){processClick(ioMouseEvent)}),500)}else{clearPickTimeOut();stopFurtherProcessing=this.onDoubleClick(ioMouseEvent)}}else if(this.ActiveMouseButton!=="none"){processClick(ioMouseEvent);stopFurtherProcessing=true}return stopFurtherProcessing};return OperatorBaseHC}();var eDwBaseOperator=function(_super){__extends(eDwBaseOperator,_super);function eDwBaseOperator(iViewer){var _this=this;var clickCB=function(ioInputEvent){return _this.onClick(ioInputEvent)};var doubleClickCB=function(ioInputEvent){return _this.onDoubleClick(ioInputEvent)};_this=_super.call(this,new OperatorBaseHC(iViewer,clickCB,doubleClickCB))||this;return _this}eDwBaseOperator.prototype.onTouchStart=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchStart;if(!_a)return[3,2];return[4,this.mOp.onTouchStart(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Down,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseDown(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchMove=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchMove;if(!_a)return[3,2];return[4,this.mOp.onTouchMove(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Move,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseMove(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};eDwBaseOperator.prototype.onTouchEnd=function(ioTouchEvent){return __awaiter(this,void 0,void 0,(function(){var _a;var _this=this;return __generator(this,(function(_b){switch(_b.label){case 0:if(!ioTouchEvent)return[2];if(!(this.CurrTouches.length>1))return[3,3];if(!this.mOp)return[2];_a=this.mOp.onTouchEnd;if(!_a)return[3,2];return[4,this.mOp.onTouchEnd(ioTouchEvent)];case 1:_a=_b.sent();_b.label=2;case 2:_a;return[3,5];case 3:return[4,this.wrapAndCallAsMouseEvent(ioTouchEvent,eDwTypes_10.HC.MouseInputType.Up,(function(ioMouseEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.onMouseUp(ioMouseEvent)];case 1:_a.sent();return[2]}}))}))}),this.convertTouchToButtonHC(ioTouchEvent))];case 4:_b.sent();_b.label=5;case 5:return[2]}}))}))};Object.defineProperty(eDwBaseOperator.prototype,"Viewer",{get:function(){return this.mOp.Viewer},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrInputInfo",{get:function(){return this.mOp.CurrInputInfo},set:function(iInputInfo){this.mOp.CurrInputInfo=iInputInfo},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"CurrTouches",{get:function(){return this.mOp.CurrTouches},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"ActiveMouseButton",{get:function(){return this.mOp.ActiveMouseButton},set:function(iActiveMouseButton){this.mOp.ActiveMouseButton=iActiveMouseButton},enumerable:false,configurable:true});Object.defineProperty(eDwBaseOperator.prototype,"DragPt",{get:function(){return this.mOp.DragPt},set:function(iPnt3DHC){this.mOp.DragPt=iPnt3DHC},enumerable:false,configurable:true});eDwBaseOperator.prototype.isDragging=function(){return this.mOp.isDragging()};eDwBaseOperator.prototype.hasTouchMoved=function(ioTouchEvent){return this.mOp.hasTouchMoved(ioTouchEvent)};eDwBaseOperator.prototype.addTouch=function(ioTouchEvent){this.mOp.addTouch(ioTouchEvent)};eDwBaseOperator.prototype.getTouchById=function(iTouchID){return this.mOp.getTouchById(iTouchID)};eDwBaseOperator.prototype.removeTouchById=function(iTouchID){this.mOp.removeTouchById(iTouchID)};eDwBaseOperator.prototype.wrapAndCallAsMouseEvent=function(ioTouchEvent,iInputType,iMouseFunc,iButton){if(iButton===void 0){iButton=eDwTypes_10.HC.Buttons.Left}return __awaiter(this,void 0,void 0,(function(){var mouseEvent;return __generator(this,(function(_a){switch(_a.label){case 0:mouseEvent=OperatorBaseHC.getAsMouseEvent(ioTouchEvent,iInputType,iButton);if(!mouseEvent)return[3,2];console.debugLog("TouchAsMouse","Touch handled as mouse button "+iButton);this.ActiveMouseButton=eDwKeyMgr_1.eDwKeyMgr.getMouseButtonPressed(mouseEvent);return[4,iMouseFunc(mouseEvent)];case 1:_a.sent();ioTouchEvent.setHandled(mouseEvent.getHandled());_a.label=2;case 2:return[2]}}))}))};eDwBaseOperator.prototype.onClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onClick()");return false};eDwBaseOperator.prototype.onDoubleClick=function(ioInputEvent){console.debugLog("Click","In eDwBaseOperator.onDoubleClick()");return false};eDwBaseOperator.getPickResult=function(iEvent,iViewMgr,iPickConfig){if(iPickConfig===void 0){iPickConfig=new eDwTypes_10.HC.PickConfig(eDwTypes_10.HC.SelectionMask.All)}return __awaiter(this,void 0,void 0,(function(){var selObj;return __generator(this,(function(_a){switch(_a.label){case 0:selObj=eDwSelObj.createEmpty();if(!(iEvent&&iViewMgr))return[3,2];return[4,iViewMgr.pickFromPoint(iEvent.getPosition(),iPickConfig)];case 1:selObj=_a.sent();_a.label=2;case 2:return[2,selObj]}}))}))};eDwBaseOperator.prototype.convertTouchToButtonHC=function(ioTouchEvent){var buttonHC=eDwTypes_10.HC.Buttons.None;if(ioTouchEvent){buttonHC=eDwTypes_10.HC.Buttons.Left;if(!this.hasTouchMoved(ioTouchEvent)){var touchInfo=this.getTouchById(ioTouchEvent.getId());var startTime=touchInfo?touchInfo.Event.getDate().getTime():(new Date).getTime();if((new Date).getTime()-startTime>1e3){buttonHC=eDwTypes_10.HC.Buttons.Right}}}return buttonHC};return eDwBaseOperator}(OperatorHC);exports.eDwBaseOperator=eDwBaseOperator}));define("eDwPerspectiveCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwPerspectiveCmd=function(_super){__extends(eDwPerspectiveCmd,_super);function eDwPerspectiveCmd(iViewer,iNewState){var _this=_super.call(this,iViewer)||this;_this.mInitiallyActive=iViewer.getPerspectiveMode();_this.mFinallyActive=iNewState;return _this}eDwPerspectiveCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mInitiallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2,true]}}))}))};eDwPerspectiveCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.setPerspectiveMode(this.mFinallyActive);return[2]}}))}))};Object.defineProperty(eDwPerspectiveCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwPerspectiveCmd}(eDwSupportsHistoryCmd);return eDwPerspectiveCmd}));define("eDwResetCmd",["require","exports","eDwSupportsHistoryCmd","eDwEventMgr","eDwEvents"],(function(require,exports,eDwSupportsHistoryCmd,eDwEventMgr,eDwEvents_3){"use strict";var eDwResetCmd=function(_super){__extends(eDwResetCmd,_super);function eDwResetCmd(iViewer){var _this=_super.call(this,iViewer)||this;_this.mPerspective=iViewer.getPerspectiveMode();_this.mExplosionLevel=iViewer.getExplosionLevel();_this.mDrawMode=iViewer.getDrawMode();_this.mAmbientOcclusion=iViewer.getHCView().getAmbientOcclusionEnabled();_this.mCamera=iViewer.getHCView().getCamera();_this.resetToHome();return _this}eDwResetCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToPrevious()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];return[4,this.resetToHome()];case 2:_a.sent();return[2,true]}}))}))};eDwResetCmd.prototype.resetToHome=function(){return __awaiter(this,void 0,void 0,(function(){var viewMgr;return __generator(this,(function(_a){switch(_a.label){case 0:viewMgr=this.mViewer.ViewMgr;viewMgr.reset();return[4,this.mViewer.SelectionMgr.unSelectAllObjects()];case 1:_a.sent();this.mViewer.OperatorMgr.resetToDefault();this.mViewer.setPerspectiveMode(false);return[4,this.mViewer.getModel().resetToDefault()];case 2:_a.sent();this.mViewer.setExplosionLevel(0);this.mViewer.resetDrawMode();this.mViewer.ViewMgr.enableAmbientOcclusion(false);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,true)];case 3:_a.sent();return[2]}}))}))};eDwResetCmd.prototype.resetToPrevious=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mViewer.setPerspectiveMode(this.mPerspective);this.mViewer.ViewMgr.setCamera(this.mCamera);this.mViewer.setExplosionLevel(this.mExplosionLevel);this.mViewer.setDrawMode(this.mDrawMode);this.mViewer.ViewMgr.enableAmbientOcclusion(this.mAmbientOcclusion);return[4,eDwEventMgr.get().fireEvent(eDwEvents_3.ResetSceneEvent,false)];case 1:_a.sent();return[2]}}))}))};return eDwResetCmd}(eDwSupportsHistoryCmd);return eDwResetCmd}));define("eDwResultError",["require","exports","eDwBaseError"],(function(require,exports,eDwBaseError){"use strict";var eDwResultError=function(_super){__extends(eDwResultError,_super);function eDwResultError(iResult){var _this=_super.call(this,"Result Error")||this;_this.Result=iResult;return _this}return eDwResultError}(eDwBaseError);return eDwResultError}));define("eDwSectionFlipCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionFlipCmd=function(_super){__extends(eDwSectionFlipCmd,_super);function eDwSectionFlipCmd(iViewer){return _super.call(this,iViewer)||this}eDwSectionFlipCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.flipSectionPlane();return[2,true]}}))}))};eDwSectionFlipCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.flipSectionPlane();return[2]}}))}))};Object.defineProperty(eDwSectionFlipCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionFlipCmd}(eDwSupportsHistoryCmd);return eDwSectionFlipCmd}));define("eDwSectionShowCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSectionShowCmd=function(_super){__extends(eDwSectionShowCmd,_super);function eDwSectionShowCmd(iViewer,iShow){var _this=_super.call(this,iViewer)||this;_this.mInitialShow=true;_this.mFinalShow=iShow;return _this}eDwSectionShowCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mInitialShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2,true]}}))}))};eDwSectionShowCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();this.mViewer.XSectionMgr.SectionVisibility=this.mFinalShow;return[2]}}))}))};Object.defineProperty(eDwSectionShowCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwSectionShowCmd}(eDwSupportsHistoryCmd);return eDwSectionShowCmd}));define("eDwSelMgr",["require","exports","eDwSelObj","eDwSelectionOperator","eDwEventMgr","eDwKeyMgr","eDwTypes","eDwEvents","utils"],(function(require,exports,eDwSelObj,eDwSelectionOperator,eDwEventMgr,eDwKeyMgr_2,eDwTypes_11,eDwEvents_4,utils){"use strict";var eDwSelMgr=function(){function eDwSelMgr(iViewer){iViewer.SelectionMgr=this;this.mViewer=iViewer;this.mSelMgrHC=iViewer.HCViewer.selectionManager;this.mSelectableObjsHC=[];var selectOp=new eDwSelectionOperator(iViewer,this);var opMgr=this.mViewer.OperatorMgr;this.mSelectOperatorIDHC=opMgr.registerCustomOperator(selectOp,true);this.mSelectOverlayNotifiers={}}eDwSelMgr.prototype.setColorForViewMode=function(mode){var _this=this;var nodeSelColor;var nodeSelOutlineColor=new eDwTypes_11.HC.Color(0,255,0);var nodeElmtSelColor;var nodeElmtSelOutlineColor=new eDwTypes_11.HC.Color(255,255,0);var beautifulGreen=new eDwTypes_11.HC.Color(4,200,5);switch(mode){case eDwTypes_11.HC.DrawMode.WireframeOnShaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Shaded:nodeSelColor=beautifulGreen;nodeElmtSelColor=beautifulGreen;break;case eDwTypes_11.HC.DrawMode.Wireframe:case eDwTypes_11.HC.DrawMode.HiddenLine:nodeSelColor=eDwTypes_11.HC.Color.white();nodeElmtSelColor=eDwTypes_11.HC.Color.white();break;default:var msg="Unknown draw mode: "+mode;console.debugLog("Selection",msg);throw new Error(msg)}this.mSelMgrHC.setNodeSelectionColor(nodeSelColor);this.mSelMgrHC.setNodeSelectionOutlineColor(nodeSelOutlineColor);this.mSelMgrHC.setNodeElementSelectionColor(nodeElmtSelColor);this.mSelMgrHC.setNodeElementSelectionOutlineColor(nodeElmtSelOutlineColor);if(this.mViewer.getModel().isDrawing()&&!this.mViewer.ViewerFeatureOpts.Debug){this.mSelMgrHC.setNodeSelectionHighlightMode(eDwTypes_11.HC.SelectionHighlightMode.OutlineOnly);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mSelMgrHC.setHighlightNodeSelection(false)];case 1:_a.sent();return[2]}}))}))})()}};eDwSelMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mSelectOperatorIDHC);this.mViewer.SelectionMgr=null};eDwSelMgr.prototype.addSelectOverlayNotifier=function(iTypeIndex,iNotifier){if(!this.mSelectOverlayNotifiers[iTypeIndex]){this.mSelectOverlayNotifiers[iTypeIndex]=[]}this.mSelectOverlayNotifiers[iTypeIndex].push(iNotifier)};eDwSelMgr.prototype.removeSelectOverlayNotifier=function(iTypeIndex,iNotifier){var typeNotifiers=this.mSelectOverlayNotifiers[iTypeIndex];var pos=typeNotifiers.indexOf(iNotifier);if(pos>-1){typeNotifiers.splice(pos,1)}return false};eDwSelMgr.prototype.getSelectedNodeIDIndex=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)};eDwSelMgr.prototype.onSelection=function(iSelectionEvent){return __awaiter(this,void 0,void 0,(function(){var keyMgr,ctrlKeyDown,shiftKeyDown,hierNodeSelObj,selObjIDHC,existingIdx,selectedAlready,selObjExists,numOfSelObjsAtStart;return __generator(this,(function(_a){switch(_a.label){case 0:keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();ctrlKeyDown=keyMgr.isDown("Control");shiftKeyDown=keyMgr.isDown("Shift");hierNodeSelObj=this.createHierNodeSelObj(eDwSelObj.extendHCSelObj(iSelectionEvent.getSelection()));selObjIDHC=hierNodeSelObj.getIDHC();existingIdx=this.getSelectedNodeIDIndex(selObjIDHC);selectedAlready=existingIdx>-1;l_debugDumpSelection(hierNodeSelObj.getIDHC(),hierNodeSelObj.getSelectionType());selObjExists=utils.isNumber(selObjIDHC);numOfSelObjsAtStart=this.mSelectableObjsHC.length;if(!(numOfSelObjsAtStart&&!ctrlKeyDown&&!shiftKeyDown))return[3,2];return[4,this.unSelectAllObjects(false)];case 1:_a.sent();selectedAlready=false;return[3,5];case 2:if(!(ctrlKeyDown&&!shiftKeyDown&&selectedAlready&&selObjExists))return[3,4];this.mSelectableObjsHC.splice(existingIdx,1);return[4,this.unSelectObjs([hierNodeSelObj],this.mViewer.getModel().isDrawing())];case 3:_a.sent();return[2];case 4:if(!ctrlKeyDown&&shiftKeyDown&&selectedAlready&&selObjExists){return[2]}_a.label=5;case 5:if(!selObjExists)return[3,7];if(!selectedAlready)this.mSelectableObjsHC.push(hierNodeSelObj);return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,this.mViewer,[hierNodeSelObj])];case 6:_a.sent();return[3,9];case 7:if(!!numOfSelObjsAtStart)return[3,9];return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.LeftClickEvent,this.mViewer)];case 8:_a.sent();_a.label=9;case 9:return[2]}}))}))};eDwSelMgr.prototype.selectByID=function(iID){return utils.isNumber(iID)?this.executeSelection(iID):false};eDwSelMgr.prototype.select=function(iCoords,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var pickCfg,selObj,hierNodeSelObj;return __generator(this,(function(_a){switch(_a.label){case 0:pickCfg=iPickConfig?iPickConfig:new eDwTypes_11.HC.PickConfig(eDwTypes_11.HC.SelectionMask.Face);return[4,this.mViewer.ViewMgr.pickFromPoint(iCoords,pickCfg)];case 1:selObj=_a.sent();if(this.isSelectionHandled(selObj)){return[2,false]}hierNodeSelObj=this.createHierNodeSelObj(selObj);if(utils.isNumber(hierNodeSelObj.getIDHC())){return[2,this.executeSelection(hierNodeSelObj)]}this.mSelMgrHC.set(null);return[2,false]}}))}))};eDwSelMgr.prototype.isSelected=function(iHCNodeID){return this.getSelectableIDsHC().indexOf(iHCNodeID)<0?false:true};eDwSelMgr.prototype.append=function(iSelObj){this.mSelMgrHC.add(iSelObj)};eDwSelMgr.prototype.unSelectAllObjects=function(iClearHCSelList){if(iClearHCSelList===void 0){iClearHCSelList=true}return __awaiter(this,void 0,void 0,(function(){var unselectedHCObjs;return __generator(this,(function(_a){switch(_a.label){case 0:unselectedHCObjs=this.mSelectableObjsHC;this.mSelectableObjsHC=[];return[4,this.unSelectObjs(unselectedHCObjs,this.mViewer.getModel().isDrawing())];case 1:_a.sent();if(unselectedHCObjs.length>0&&iClearHCSelList){this.mSelMgrHC.selectNode(null)}return[2]}}))}))};eDwSelMgr.prototype.setViewToSelectedFace=function(){var camera=null;var selObjs=this.mSelMgrHC.getResults();for(var _i=0,selObjs_1=selObjs;_i0){return selIDsHC[selIDsHC.length-1]}return NaN};eDwSelMgr.prototype.getLastSelHierarchyNode=function(){var modelView=this.mViewer.getModel().getActiveModelView();return modelView.Nodes[this.getLastSelIDHC()]};eDwSelMgr.prototype.getSelectableIDsHC=function(){var selIDsHC=[];for(var _i=0,_a=this.mSelectableObjsHC;_i<_a.length;_i++){var selObjHC=_a[_i];var selIDHC=selObjHC.getNodeId();if(utils.isNumber(selIDHC))selIDsHC.push(selIDHC)}return selIDsHC};eDwSelMgr.prototype.getSelHierarchyNodes=function(){var selHierNodes=[];var modelView=this.mViewer.getModel().getActiveModelView();var seoIDsHC=this.getSelectableIDsHC();for(var _i=0,seoIDsHC_1=seoIDsHC;_i-1){iSelMgr.mSelectableObjsHC.splice(index,1)}var unselObjsHC_1=iSelMgr.mSelectableObjsHC;iSelMgr.mSelectableObjsHC=[];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iSelMgr.unSelectObjs(unselObjsHC_1,true)];case 1:_a.sent();return[4,hierNode.showBoundingBox(viewer,"on")];case 2:_a.sent();return[2]}}))}))})();shown=true}else{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,hierNode.showBoundingBox(viewer,"toggle")];case 1:_a.sent();return[2]}}))}))})();shown=index>-1?false:true}if(shown){var selObjDupHC_1=eDwTypes_11.HC.Selection.SelectionItem.create(hierNode.HOOPSID);iSelMgr.addUniqueToSelectableObjsHC(selObjDupHC_1);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_4.SelectEvent,viewer,[selObjDupHC_1])];case 1:_a.sent();l_debugDumpSelection(selObjDupHC_1.getNodeId(),selObjDupHC_1.getSelectionType());return[2]}}))}))})()}}else{var selMgrHC=iSelMgr.mSelMgrHC;if(!selObjHC){selMgrHC.selectNode(nodeIDHC,iSelModeHC);var selObj=eDwSelObj.extendHCSelObj(selMgrHC.getLast());if(selObj.getIDHC()===nodeIDHC){iSelMgr.addUniqueToSelectableObjsHC(selObj)}}else{if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Add){selMgrHC.add(selObjHC)}else if(iSelModeHC===eDwTypes_11.HC.SelectionMode.Set){selMgrHC.set(selObjHC)}else{var wasSelected=selMgrHC.isSelected(selObjHC);selMgrHC.toggle(selObjHC);if(wasSelected){var index=iSelMgr.mSelectableObjsHC.indexOf(selObjHC);if(index>-1){iSelMgr.mSelectableObjsHC.splice(index,1)}}}if(selMgrHC.isSelected(selObjHC)){iSelMgr.addUniqueToSelectableObjsHC(selObjHC)}}}return eDwTypes_11.HC.SelectionType.Part}return eDwTypes_11.HC.SelectionType.None}var ret=false;try{var selType=eDwTypes_11.HC.SelectionType.None;var keyMgr=eDwKeyMgr_2.eDwKeyMgr.get();if(!keyMgr.isDown("Control")&&!keyMgr.isDown("Shift")){selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Set);ret=true}else{var existingIdx=this.getSelectedNodeIDIndex(nodeIDHC);if(existingIdx>-1){if(keyMgr.isDown("Control")){this.mSelMgrHC.remove(this.mSelectableObjsHC[existingIdx]);this.mSelectableObjsHC.splice(existingIdx,1)}else if(keyMgr.isDown("Shift")){ret=true}}else{selType=selectNodeHC(this,eDwTypes_11.HC.SelectionMode.Add);if(this.getSelectedNodeIDIndex(nodeIDHC)>-1){ret=true}}}if(selType!==eDwTypes_11.HC.SelectionType.None){l_debugDumpSelection(nodeIDHC,selType)}}catch(iErr){console.log("eDwSelMgr.selectByID failed")}return ret};return eDwSelMgr}();function l_debugDumpSelection(iID,iSelType){console.debugLog("Selection","Selected Obj ID: "+iID+" - type: "+eDwTypes_11.HC.SelectionType[iSelType])}return eDwSelMgr}));define("eDwSelObj",["require","exports","eDwTypes","eDwGeomUtils","utils"],(function(require,exports,eDwTypes_12,eDwGeomUtils_1,utils){"use strict";var eDwSelObj=function(){function eDwSelObj(iSelObjHC,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(this,[eDwTypes_12.HC.Selection.SelectionItem]);$.extend(true,this,iSelObjHC);this.setPointInLocalSpace(iSelObjHC.getPosition(),iToLocalTransformHC)}eDwSelObj.prototype.getIDHC=function(){var nodeIDHC=this.getNodeId();return utils.isNumber(nodeIDHC)?nodeIDHC:NaN};eDwSelObj.prototype.getLocalPoint=function(){return this.mLocalPnt};eDwSelObj.prototype.getWorldPoint=function(){return this.getPosition()};eDwSelObj.prototype.getAsLocalPoint=function(iWorldPtHC){return this.mToLocalTransformHC&&iWorldPtHC?this.mToLocalTransformHC.transform(iWorldPtHC):iWorldPtHC};eDwSelObj.prototype.getAsWorldPoint=function(iLocalPtHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;return toWorldTransformHC&&iLocalPtHC?toWorldTransformHC.transform(iLocalPtHC):iLocalPtHC};eDwSelObj.prototype.getLocalVector=function(){var _this=this;return this.getVectorInfo((function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)})).Vec};eDwSelObj.prototype.getWorldVector=function(){return this.getVectorInfo().Vec};eDwSelObj.prototype.getAsLocalVector=function(iWorldVecHC){var normalMatrix=this.mToLocalTransformHC?this.mToLocalTransformHC.normalMatrix():null;return iWorldVecHC&&normalMatrix?normalMatrix.transform(iWorldVecHC):null};eDwSelObj.prototype.getAsWorldVector=function(iLocalVecHC){var toWorldTransformHC=this.mToLocalTransformHC?eDwTypes_12.HC.Matrix.inverse(this.mToLocalTransformHC):null;var normalMatrix=toWorldTransformHC?toWorldTransformHC.normalMatrix():null;return iLocalVecHC&&normalMatrix?normalMatrix.transform(iLocalVecHC):null};eDwSelObj.prototype.getToLocalTransform=function(){return this.mToLocalTransformHC};eDwSelObj.prototype.findAngle=function(iSelObj){var _this=this;var selObj1Type=eDwSelObj.getSubEntityInfo(this).SubEntityTypeName;var selObj2Type=eDwSelObj.getSubEntityInfo(iSelObj).SubEntityTypeName;if(!selObj1Type||!selObj2Type||selObj2Type==="Point"||selObj1Type==="Point"){return NaN}var toLocalFunc;if(this.getToLocalTransform().equals(iSelObj.getToLocalTransform())){toLocalFunc=function(iPntWCHC){return _this.getAsLocalPoint(iPntWCHC)}}var selObjVecInfo1=this.getVectorInfo(toLocalFunc);var selObjVecInfo2=iSelObj.getVectorInfo(toLocalFunc);if(selObj1Type!==selObj2Type){var curveVecInfo=selObjVecInfo1;var faceVecInfo=selObjVecInfo2;if(selObj1Type==="Face"){curveVecInfo=selObjVecInfo2;faceVecInfo=selObjVecInfo1}var surfPlane=eDwTypes_12.HC.Plane.createFromPointAndNormal(faceVecInfo.Pts[0],faceVecInfo.Vec);faceVecInfo.Pts[0]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[0],surfPlane);faceVecInfo.Pts[1]=eDwGeomUtils_1.dropPointOnPlane(curveVecInfo.Pts[1],surfPlane);faceVecInfo.Vec=eDwTypes_12.HC.Point3.subtract(faceVecInfo.Pts[0],faceVecInfo.Pts[1])}if(!selObjVecInfo1.Vec||!selObjVecInfo1.Pts||!selObjVecInfo2.Vec||!selObjVecInfo2.Pts)return NaN;var normal3DHC=eDwTypes_12.HC.Point3.cross(selObjVecInfo1.Vec,selObjVecInfo2.Vec);if(!eDwGeomUtils_1.isValidHCPoint(normal3DHC)||normal3DHC.length()newVec23DHC.length())vec13DHC=newVec13DHC;var newVec33DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[2],intPt3DHC);var newVec43DHC=eDwTypes_12.HC.Point3.subtract(pts3DHC[3],intPt3DHC);var vec23DHC=newVec43DHC;if(newVec33DHC.length()>newVec43DHC.length())vec23DHC=newVec33DHC;vec13DHC.normalize();vec23DHC.normalize();return Math.acos(eDwTypes_12.HC.Point3.dot(vec13DHC,vec23DHC))*180/Math.PI};eDwSelObj.extendHCSelObj=function(ioSelObj,iToLocalTransformHC){if(iToLocalTransformHC===void 0){iToLocalTransformHC=null}utils.populateMixinObjectFromClasses(ioSelObj,[eDwSelObj]);if(utils.isInstanceOf(ioSelObj,eDwSelObj)){var pos2DHC=ioSelObj.getPosition();if(pos2DHC){ioSelObj.setPointInLocalSpace(pos2DHC,iToLocalTransformHC)}return ioSelObj}throw new TypeError("eDwSelObj is undefined")};eDwSelObj.createEmpty=function(){return new eDwSelObj(eDwTypes_12.HC.Selection.SelectionItem.create())};eDwSelObj.getLocalTransform=function(ioSelObjHC,iModel){var toLocalTransformHC=new eDwTypes_12.HC.Matrix;var subEntityInfo=eDwSelObj.getSubEntityInfo(ioSelObjHC);if(subEntityInfo.SubEntity){var selObj=eDwSelObj.extendHCSelObj(ioSelObjHC);var selObjIDHC=selObj.getIDHC();var selHierNode=iModel.getHierarchyNode(selObjIDHC);if(selHierNode&&selHierNode.Category==="view"){var modelHC=iModel.getHCModel();var parentNodeHC=modelHC.getNodeParent(selHierNode.HOOPSID);var parentNetMatrixHC=modelHC.getNodeNetMatrix(parentNodeHC);var selNetMatrixHC=modelHC.getNodeNetMatrix(selObjIDHC);var invParentNetMatrix=parentNetMatrixHC.inverseAndDeterminant()[0]||new eDwTypes_12.HC.Matrix;var matrixHC=eDwTypes_12.HC.Matrix.multiply(selNetMatrixHC,invParentNetMatrix);toLocalTransformHC=eDwTypes_12.HC.Matrix.inverse(matrixHC)||new eDwTypes_12.HC.Matrix}}return toLocalTransformHC};eDwSelObj.getMinDistInfo=function(iSelPropsHC,iSelObjs,iModel){return __awaiter(this,void 0,void 0,(function(){function getMinDistPtToFace(iPointHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var lineRay;return __generator(this,(function(_a){switch(_a.label){case 0:lineRay=new eDwTypes_12.HC.Ray(iPointHC,new eDwTypes_12.HC.Point3(0,0,0));return[4,getMinDistLineToFace(lineRay,iSelObj,iFaceSelObj,iModelHC)];case 1:return[2,_a.sent()]}}))}))}function getMinDistLineToFace(iRayHC,iSelObj,iFaceSelObj,iModelHC){return __awaiter(this,void 0,void 0,(function(){var distItem;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iModelHC.computeMinimumFaceLineDistance(iFaceSelObj.getNodeId(),iFaceSelObj.getFaceEntity().getCadFaceIndex(),iRayHC)];case 1:distItem=_a.sent();return[2,adjustDistance(iSelObj,iFaceSelObj,distItem)]}}))}))}function adjustDistance(iSelObj,iFaceSelObj,ioDistItem){var toLocalTransformHC=iSelObj.getToLocalTransform();var toLocalTransformForFaceHC=iFaceSelObj.getToLocalTransform();if(toLocalTransformHC&&toLocalTransformForFaceHC&&toLocalTransformHC.equals(toLocalTransformForFaceHC)){ioDistItem.distance*=toLocalTransformHC.upperLeft3x3Determinant()}return ioDistItem}var selEntInfoHC0,selEntInfoHC1,modelHC,vertSelObj,faceSelObj,faceProp,pos2DHC,faceSelObj0,faceSelObj1,faceProp0,faceProp1,distItem,edgeSelObj,edgeProp,faceSelObj,faceProp,pntsWCHC,lineHC;return __generator(this,(function(_a){switch(_a.label){case 0:if(2!==iSelObjs.length)return[2,null];selEntInfoHC0=eDwSelObj.getSubEntityInfo(iSelObjs[0]);selEntInfoHC1=eDwSelObj.getSubEntityInfo(iSelObjs[1]);modelHC=iModel.getHCModel();if(!(selEntInfoHC0.SubEntityTypeName==="Point"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,3];vertSelObj=iSelObjs[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Point"&&selEntInfoHC0.SubEntityTypeName==="Face"){vertSelObj=iSelObjs[1];faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0]}pos2DHC=vertSelObj.getPosition();if(!pos2DHC){throw new TypeError("vertSelObj position is undefined")}if(!(faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,2];return[4,getMinDistPtToFace(vertSelObj.getPosition(),vertSelObj,faceSelObj,modelHC)];case 1:return[2,_a.sent()];case 2:return[3,10];case 3:if(!(selEntInfoHC0.SubEntityTypeName==="Face"&&selEntInfoHC1.SubEntityTypeName==="Face"))return[3,6];faceSelObj0=iSelObjs[0],faceSelObj1=iSelObjs[1];faceProp0=iSelPropsHC[0],faceProp1=iSelPropsHC[1];if(!(faceProp0 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement&&faceProp1 instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,5];return[4,modelHC.computeMinimumFaceFaceDistance(faceSelObj0.getNodeId(),faceSelObj0.getFaceEntity().getCadFaceIndex(),faceSelObj1.getNodeId(),faceSelObj1.getFaceEntity().getCadFaceIndex())];case 4:distItem=_a.sent();return[2,adjustDistance(faceSelObj0,faceSelObj1,distItem)];case 5:return[3,10];case 6:if(!(selEntInfoHC0.SubEntityTypeName==="Line"&&selEntInfoHC1.SubEntityTypeName==="Face"||selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"))return[3,10];edgeSelObj=iSelObjs[0];edgeProp=iSelPropsHC[0];faceSelObj=iSelObjs[1];faceProp=iSelPropsHC[1];if(selEntInfoHC1.SubEntityTypeName==="Line"&&selEntInfoHC0.SubEntityTypeName==="Face"){faceSelObj=iSelObjs[0];faceProp=iSelPropsHC[0];edgeSelObj=iSelObjs[1];edgeProp=iSelPropsHC[1]}if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.CircleElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,8];return[4,getMinDistPtToFace(edgeProp.origin,edgeSelObj,faceSelObj,modelHC)];case 7:return[2,_a.sent()];case 8:if(!(edgeProp instanceof eDwTypes_12.HC.SubentityProperties.LineElement&&faceProp instanceof eDwTypes_12.HC.SubentityProperties.PlaneElement))return[3,10];pntsWCHC=edgeSelObj.getLineEntity().getPoints();if(!(pntsWCHC.length===2))return[3,10];lineHC=new eDwTypes_12.HC.Ray(pntsWCHC[0],pntsWCHC[1]);return[4,getMinDistLineToFace(lineHC,edgeSelObj,faceSelObj,modelHC)];case 9:return[2,_a.sent()];case 10:return[2,null]}}))}))};eDwSelObj.getSelObjProperty=function(iSelObjHC,iModel){return __awaiter(this,void 0,void 0,(function(){var subEntityProperty,subEntityInfo,subEntityTypeName,selObj,subEntityID,modelHC,_a;return __generator(this,(function(_b){switch(_b.label){case 0:subEntityProperty=null;subEntityInfo=eDwSelObj.getSubEntityInfo(iSelObjHC);subEntityTypeName="Unknown";if(!subEntityInfo.SubEntity)return[3,6];selObj=eDwSelObj.extendHCSelObj(iSelObjHC);subEntityTypeName=subEntityInfo.SubEntityTypeName;subEntityID=eDwSelObj.getSubEntityID(subEntityInfo.SubEntity);modelHC=iModel.getHCModel();_a=subEntityTypeName;switch(_a){case"Line":return[3,1];case"Face":return[3,3];case"Point":return[3,5]}return[3,5];case 1:return[4,modelHC.getEdgeProperty(selObj.getIDHC(),subEntityID)];case 2:subEntityProperty=_b.sent();return[3,6];case 3:return[4,modelHC.getFaceProperty(selObj.getIDHC(),subEntityID)];case 4:subEntityProperty=_b.sent();return[3,6];case 5:return[3,6];case 6:return[2,{Property:subEntityProperty,Name:subEntityTypeName}]}}))}))};eDwSelObj.setSelObjSubEntityColor=function(iSelObjsHC,iModel,iColor){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iColor)};eDwSelObj.setSelObjSubEntityHighlight=function(iSelObjsHC,iModel,iHighlight){return eDwSelObj.setSelObjSubEntity(iSelObjsHC,iModel,iHighlight)};eDwSelObj.getSubEntityInfo=function(iSelObjHC){function checkIfSelectable(iSubEntity,iSelTypeMask){return eDwSelObj.getSubEntityBits(iSubEntity)&iSelTypeMask?true:false}var subEntity=null;var typeName="";var isSelectable=false;if(iSelObjHC){if(subEntity=iSelObjHC.getPointEntity()){typeName="Point";isSelectable=true}else if(subEntity=iSelObjHC.getLineEntity()){typeName="Line";var cEdgeSelMeasureHC=4;isSelectable=checkIfSelectable(subEntity,cEdgeSelMeasureHC)}else if(subEntity=iSelObjHC.getFaceEntity()){typeName="Face";var cFaceSelMeasureHC=1;isSelectable=checkIfSelectable(subEntity,cFaceSelMeasureHC)}}return{SubEntity:subEntity,SubEntityTypeName:typeName,IsSelectable:isSelectable}};eDwSelObj.getSubEntityTypeName=function(iSubEntityType){if(!iSubEntityType)return"";return utils.getObjectTypeName(iSubEntityType).slice(0,-6)};eDwSelObj.getSubEntityID=function(iSubEntity){return iSubEntity?iSubEntity._elementIndex:NaN};eDwSelObj.getSubEntityBits=function(iSubEntity){return iSubEntity?iSubEntity._elementBits:NaN};eDwSelObj.prototype.setPointInLocalSpace=function(iWorldPtHC,iToLocalTransformHC){if(iToLocalTransformHC){this.mLocalPnt=iWorldPtHC?iToLocalTransformHC.transform(iWorldPtHC):null;this.mToLocalTransformHC=iToLocalTransformHC}};eDwSelObj.setSelObjSubEntity=function(iSelObjsHC,iModel,iSetting){if(!iSelObjsHC||!iSelObjsHC.length)return[];var modelHC=iModel.getHCModel();var subEntityIDs=[];for(var _i=0,iSelObjsHC_2=iSelObjsHC;_i1){startCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[0]);endCrvPt3DHC=iTransformPointFunc(crvPtsWC3DHC[numPts-1]);vec3DHC=eDwTypes_12.HC.Point3.subtract(endCrvPt3DHC,startCrvPt3DHC);if(vec3DHC.length()-1;--i){currentNode=childHierarchyMap[children[i]];viewIDsHC.push(currentNode.HOOPSID)}pickConfig=new eDwTypes_13.HC.PickConfig(eDwTypes_13.HC.SelectionMask.All);return[4,this.Viewer.ViewMgr.pickFromPoint(iCoords,pickConfig)];case 1:selObj=_a.sent();selObjIDHC=selObj.getIDHC();if(!utils.isNaN(selObjIDHC))return[3,3];return[4,this.Viewer.SelectionMgr.select(iCoords)];case 2:selSuccess=_a.sent();_a.label=3;case 3:hierNode=model.getHierarchyNode(selObjIDHC);if(!hierNode)return[3,6];if(!(viewIDsHC.indexOf(hierNode.HOOPSID)>-1))return[3,5];return[4,this.Viewer.SelectionMgr.selectByID(hierNode.HOOPSID)];case 4:selSuccess=_a.sent();_a.label=5;case 5:return[3,10];case 6:_i=0,viewIDsHC_1=viewIDsHC;_a.label=7;case 7:if(!(_i0){pluginName=matches[1]}else{console.warn("Could not locate external plugin name in file "+iPluginFile)}return[3,5];case 4:iExcp_11=_a.sent();console.warn("Failed to load external plugin - "+iExcp_11.message);return[3,5];case 5:return[2,pluginName]}}))}))};eDwServiceMgr.prototype.getPluginFiles=function(){return __awaiter(this,void 0,void 0,(function(){var _a,_b,iExcp_12;return __generator(this,(function(_c){switch(_c.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,this.mPluginFiles];if(!!this.mPluginFiles.length)return[3,7];_c.label=1;case 1:_c.trys.push([1,6,,7]);if(!this.mAdvancedServicesDisabled)return[3,3];console.debugLog("ServiceMgr","Loading static plugin list");_a=this;return[4,this.ajax("GET","js/staticPluginList.json",{})];case 2:_a.mPluginFiles=_c.sent();return[3,5];case 3:console.debugLog("ServiceMgr","Finding plugins...");_b=this;return[4,this.ajax("GET","EDrawingsService.svc/GetPlugins",{})];case 4:_b.mPluginFiles=_c.sent();_c.label=5;case 5:return[3,7];case 6:iExcp_12=_c.sent();console.warn("No plugins available.");return[3,7];case 7:return[2,this.mPluginFiles]}}))}))};eDwServiceMgr.prototype.extendLicense=function(iKey){return __awaiter(this,void 0,void 0,(function(){var params;return __generator(this,(function(_a){switch(_a.label){case 0:if(this.mAdvancedServicesDisabled||!eDwServiceMgr.usesWebServices()){return[2]}params={data:{iKey:iKey},cache:false};return[4,this.ajax("GET","EDrawingsService.svc/ExtendLicense",params)];case 1:_a.sent();return[2]}}))}))};eDwServiceMgr.prototype.getBaseCacheDirs=function(){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!!this.mBaseCacheDirs.length)return[3,2];this.mBaseCacheDirs=[];this.mGetBaseCacheDirsPromise=$.get("cacheDirs.xml",(function(iDoc){var cacheDirs=iDoc.getElementsByTagName("modelSearchDirectory");var numDirs=cacheDirs.length;for(var i=0;i-1){foundPluginFileName=pluginFileName}}return[2,foundPluginFileName]}}))}))};eDwServiceMgr.prototype.ajax=function(iMethod,iService,iParams){return __awaiter(this,void 0,void 0,(function(){var paramsObj,retAJAX,iExcp_13;return __generator(this,(function(_a){switch(_a.label){case 0:paramsObj={type:iMethod,url:this.mServerURL+"/"+iService,async:true};if(iParams)$.extend(paramsObj,iParams);_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,$.ajax(paramsObj)];case 2:retAJAX=_a.sent();return[3,4];case 3:iExcp_13=_a.sent();console.warn("AJAX "+iMethod+" failed for "+iService+": "+iExcp_13.message);throw iExcp_13;case 4:return[2,retAJAX]}}))}))};return eDwServiceMgr}();return eDwServiceMgr}));define("eDwSetHierNodeAttribsCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwSetHierNodeAttribsCmd=function(_super){__extends(eDwSetHierNodeAttribsCmd,_super);function eDwSetHierNodeAttribsCmd(iViewer,iHierNodes,iAttrib){var _this=_super.call(this,iViewer)||this;_this.mInitialHierNodeAttribs=[];_this.mFinalHierNodeAttribs=[];var finalAttrib=$.extend(true,{},iAttrib);for(var _i=0,iHierNodes_2=iHierNodes;_i-1){this.mTouchOpIDs.splice(opIndex,1);this.mViewer.OperatorMgr.unregisterCustomOperatorByID(iOpID)}};eDwTouchOpsMgr.isTouchEnabled=function(){function matchMedia(iFeature){return window.matchMedia&&window.matchMedia(iFeature).matches?true:false}var enabled=false;if("PointerEvent"in window&&"maxTouchPoints"in navigator){var maxTouchPoints=navigator.maxTouchPoints;if(utils.isNumber(maxTouchPoints)){if(navigator.maxTouchPoints>0){enabled=true}else if(navigator.maxTouchPoints===0&&matchMedia("(any-pointer:coarse)")){enabled=true}}}else{if(matchMedia("(any-pointer:coarse)")){enabled=true}else if("TouchEvent"in window||"ontouchstart"in window){enabled=true}}console.debugLog("TouchOps","Touch enabled = "+enabled);return enabled};return eDwTouchOpsMgr}();return eDwTouchOpsMgr}));define("eDwTypes",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.EntityMode=exports.SectionPlaneOrientation=exports.HCI=exports.HC=void 0;var HC=Communicator;exports.HC=HC;var HCI=Communicator.Internal;exports.HCI=HCI;exports.SectionPlaneOrientation={XY:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,0,1)),Index:0},YZ:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(1,0,0)),Index:1},ZX:{Plane:HC.Plane.createFromPointAndNormal(new HC.Point3(0,0,0),new HC.Point3(0,1,0)),Index:2}};exports.EntityMode={FACE:1,EDGE:2,VERTEX:4,HOLE:8,ALL:4294967295}}));define("eDwUI",["require","exports","eDwTypes","eDwKeyMgr","eDwUIBaseEventHandlers","eDwCommandMgr","eDwZoomToFitCmd","eDwDrawModeCmd","eDwAnimateCmd","eDwAmbientOcclusionCmd","eDwPerspectiveCmd","eDwSetViewCmd","eDwSetViewCameraCmd","eDwCompositeCmd","eDwSectionFlipCmd","eDwSetViewNormalToSectionCmd","eDwShowSectionCapCmd","eDwSectionShowCmd","eDwChangeSectionPlaneCmd","eDwUIPluginMgr","eDwEventMgr","eDwUIMessageReporter","eDwUIShortcutMenu","eDwUIUtils","eDrawingsWebViewerUtils","eDwEvents","utils"],(function(require,exports,eDwTypes_14,eDwKeyMgr_3,eDwUIBaseEventHandlers,eDwCommandMgr,eDwZoomToFitCmd,eDwDrawModeCmd,eDwAnimateCmd,eDwAmbientOcclusionCmd,eDwPerspectiveCmd,eDwSetViewCmd,eDwSetViewCameraCmd,eDwCompositeCmd,eDwSectionFlipCmd,eDwSetViewNormalToSectionCmd,eDwShowSectionCapCmd,eDwSectionShowCmd,eDwChangeSectionPlaneCmd,eDwUIPluginMgr,eDwEventMgr,eDwUIMessageReporter,eDwUIShortcutMenu_1,eDwUIUtils,eDrawingsWVUtils,eDwEvents,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUI=void 0;var eDwUI=function(){function eDwUI(){this.mUIEventHandlers=new UIEventHandlers(this,eDwUIUtils.getViewerElementName(),c_canvasID);this.mItemActiveCallbacks={};this.mItemDeactiveCallbacks={};solidworks.web.touch.support();this.awfulUIHacks()}eDwUI.prototype.initUIEvents=function(iViewerFeatOpts){this.mViewerFeatureOpts=iViewerFeatOpts;this.registerHTMLEvents()};eDwUI.prototype.init=function(iViewer){var _this=this;this.mViewer=iViewer;this.centerBottomBar();this.mViewer.XSectionMgr.SectionCapVisibility=true;$("#edrawings-section-capping-button").addClass("state-on-button");$("#edrawings-section-show-button").addClass("state-on-button");eDwUIUtils.hide(".edrawings-ui-main",false);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents.ResetSceneEvent,true)];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.toggleFullScreen=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var methodName,viewerElem,iExcp_14;return __generator(this,(function(_a){switch(_a.label){case 0:methodName="exitFullScreen()";_a.label=1;case 1:_a.trys.push([1,6,,7]);if(!l_isFullScreen())return[3,3];document.exitFullscreen=document.exitFullscreen||utils.getFirstMatchedMethodObj(document,"xitFullscreen");if(!document.exitFullscreen){console.warn("exitFullscreen() does not exist.");return[2]}return[4,document.exitFullscreen()];case 2:_a.sent();return[3,5];case 3:methodName="requestFullscreen()";viewerElem=$("#edrawings-viewer")[0];viewerElem.requestFullscreen=viewerElem.requestFullscreen||utils.getFirstMatchedMethodObj(viewerElem,"equestFullscreen");if(!viewerElem.requestFullscreen){console.warn("requestFullscreen() does not exist.");return[2]}return[4,viewerElem.requestFullscreen()];case 4:_a.sent();_a.label=5;case 5:return[3,7];case 6:iExcp_14=_a.sent();console.warn(methodName+" failed. It took too long.");return[3,7];case 7:return[2]}}))}))})()};eDwUI.prototype.unregister=function(){this.unregisterHTMLEvents();UIEventHandlers.doModelDataUnloadActions(this.mViewer)};eDwUI.prototype.setDrawMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var drawModeCmd;return __generator(this,(function(_a){switch(_a.label){case 0:drawModeCmd=new eDwDrawModeCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(drawModeCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setInitialDrawMode=function(){if(!this.mViewer.ViewerFeatureOpts.RenderType)return;this.setDrawMode(this.mViewer.ViewerFeatureOpts.RenderType)};eDwUI.prototype.setPerspectiveMode=function(iValue){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveCmd;return __generator(this,(function(_a){switch(_a.label){case 0:perspectiveCmd=new eDwPerspectiveCmd(this.mViewer,iValue);return[4,eDwCommandMgr.get().run(perspectiveCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()};eDwUI.prototype.hideAllOtherPanels=function(iPanelCSSClassName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iPanelCSSClassName!==".edrawings-hud-menu"))return[3,2];return[4,this.hideActiveHUDMenu()];case 1:_a.sent();_a.label=2;case 2:if(!(iPanelCSSClassName!==".edrawings-submenu"))return[3,4];return[4,this.hideActiveSubmenu()];case 3:_a.sent();_a.label=4;case 4:eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide();return[2]}}))}))};eDwUI.prototype.onClick=function(iID,iActivate){var activateCallback=this.mItemActiveCallbacks[iID];var deactivateCallback=this.mItemDeactiveCallbacks[iID];if(iActivate){if(activateCallback)activateCallback()}else{if(deactivateCallback)deactivateCallback()}return activateCallback||deactivateCallback?true:false};eDwUI.prototype.registerHTMLEvents=function(){var _this=this;this.mUIEventHandlers.addHTMLEventHandlers(this.mViewerFeatureOpts);this.mModelDataLoadCompleteHandler=function(iEvent,iViewer){_this.mViewer=iViewer;eDwUIBaseEventHandlers.doModelDataLoadCompleteActions(_this.mUIEventHandlers,iViewer)};$("#"+c_canvasID).on("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);var self=this;this.registerButtonForClickEffect("edrawings-section-flip-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var sectionFlipCmd;return __generator(this,(function(_a){switch(_a.label){case 0:sectionFlipCmd=new eDwSectionFlipCmd(this.mViewer);return[4,eDwCommandMgr.get().run(sectionFlipCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-section-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewNormalToSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewNormalToSectionCmd=new eDwSetViewNormalToSectionCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewNormalToSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}));function setXSectionOrientation(iEvent,iUI,iOrientation){iUI.setXSectionOrientation(iOrientation);eDwUIUtils.scrollToTarget(eDwUIUtils.getAsJQueryObj(iEvent.currentTarget))}$("#edrawings-section-xz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.ZX)}));$("#edrawings-section-yz-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.YZ)}));$("#edrawings-section-xy-button").on("click.edw",(function(iEvent){return setXSectionOrientation(iEvent,_this,eDwTypes_14.SectionPlaneOrientation.XY)}));$("#edrawings-section-capping-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var visibility=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showCapsCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showCapsCmd=new eDwShowSectionCapCmd(this.mViewer,visibility);return[4,eDwCommandMgr.get().run(showCapsCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));$("#edrawings-section-show-button").on("click.edw",(function(iEvent){var buttonJQ=eDwUIUtils.getAsJQueryObj(iEvent.currentTarget);var showSection=!buttonJQ.hasClass("state-on-button");(function(){return __awaiter(_this,void 0,void 0,(function(){var showSectionCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showSectionCmd=new eDwSectionShowCmd(this.mViewer,showSection);return[4,eDwCommandMgr.get().run(showSectionCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();buttonJQ.toggleClass("state-on-button");eDwUIUtils.scrollToTarget(buttonJQ)}));this.mItemActiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){function compositeSectionDone(ioCmd){ioCmd.clearSubCmds();self.mViewer.XSectionMgr.deactivateCurrent();self.mViewer.XSectionMgr.turnOnSectionPlane(false)}var self;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.addPanelModeEvents("#edrawings-section-menu",".edw.section","#edrawings-button-section");this.mCompositeXSectionCmd=new eDwCompositeCmd(this.mViewer);eDwCommandMgr.get().add(this.mCompositeXSectionCmd);this.mCompositeXSectionCmd.initCmdActionImplementation({compositeInit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mViewer.XSectionMgr.turnOnSectionPlane(true);this.setXSectionOrientation();return[2]}))}))},compositeUndo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeRedo:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,true]}))}))},compositeCommit:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))},compositeCancel:function(ioCmd){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){compositeSectionDone(ioCmd);return[2]}))}))}});self=this;if(!!this.mViewer.getModel().isDrawing())return[3,2];return[4,this.setActiveSubmenu("#edrawings-button-section","#edrawings-section-menu")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-section"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eDwUIUtils.deactivateMoveInput(".edw.section");return[4,eDwCommandMgr.get().remove(this.mCompositeXSectionCmd,"cancel")];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-section"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-section"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateDebugPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){var shortcutMenu;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-debug","#edrawings-debug-menu",".edw.debug",iHandlers)];case 1:_a.sent();if(iActivate){shortcutMenu=eDwUIShortcutMenu_1.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(c_debugGroupName)}shortcutMenu.addMenuItem(c_debugGroupName,"edrawings-debug-node-matrices",(function(iEvent,iUIItemJQ,iArg){if(utils.isOfType(iArg,"attr")){var nodeIDHC=parseInt(iArg.attr("data-hoopsid"),10);if(utils.isNumber(nodeIDHC)){var modelHC=self.mViewer.getModel().getHCModel();var matrixHC=modelHC.getNodeMatrix(nodeIDHC);var msg="
Matrix = "+JSON.stringify(matrixHC)+"
";matrixHC=modelHC.getNodeNetMatrix(nodeIDHC);msg+="
Net matrix = "+JSON.stringify(matrixHC)+"
";eDwUIMessageReporter.showMessageInDebugPanel(msg)}}eDwUIShortcutMenu_1.eDwUIShortcutMenu.hide()}))}else{eDwUIShortcutMenu_1.eDwUIShortcutMenu.get().removeAllMenuItems(c_debugGroupName)}return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-debug"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateDebugPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-debug"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-debug"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));this.mItemActiveCallbacks["#edrawings-button-reset"]=function(){return __awaiter(_this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){eDwUIUtils.resetToHomeView(this.mViewer);window.setTimeout((function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI()];case 1:_a.sent();return[2]}}))}))})()}),1e3);return[2]}))}))};$(document).on(c_fullScreenChange,(function(iEvent){if(l_isFullScreen()){l_fullScreenBtnJS.removeClass(c_restoreClass)}else{l_fullScreenBtnJS.addClass(c_restoreClass);$("#edrawings-canvas-canvas-container").css({"background-color":""})}}));$("#edrawings-button-fs").on("click.edw",(function(){_this.toggleFullScreen()}));function clickDrawMode(iUI,iMode){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:iUI.setDrawMode(iMode);return[4,iUI.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}$("#edrawings-button-shaded-hlrr").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesRemoved")}));$("#edrawings-button-shaded-hlrv").on("click.edw",(function(){clickDrawMode(_this,"HiddenLinesVisible")}));$("#edrawings-button-shaded-wireframe").on("click.edw",(function(){clickDrawMode(_this,"Wireframe")}));$("#edrawings-button-shaded-full").on("click.edw",(function(){clickDrawMode(_this,"ShadedWithEdges")}));$("#edrawings-button-shaded-noedges").on("click.edw",(function(){clickDrawMode(_this,"Shaded")}));this.mItemActiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){var animateCmd;return __generator(this,(function(_a){switch(_a.label){case 0:animateCmd=new eDwAnimateCmd(this.mViewer);return[4,eDwCommandMgr.get().run(animateCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-animate"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mItemActiveCallbacks["#edrawings-button-animate"]()];case 1:_a.sent();return[2]}}))}))};$("#edrawings-button-frame-file-open").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-view"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view","#edrawings-hud-view-menu")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-help"]=function(){return __awaiter(_this,void 0,void 0,(function(){var version,viewerHC;return __generator(this,(function(_a){switch(_a.label){case 0:version="
Version #: "+eDrawingsWVUtils.getViewerVersion()+"
";if(this.mViewerFeatureOpts.Debug){viewerHC=this.mViewer.HCViewer;version+="
HC Version:"+viewerHC.getViewerVersionString()+"
Format Version: "+viewerHC.getFormatVersionString()+"
"}$("#edrawings-version").html(version);return[4,this.setActiveHUDMenu("#edrawings-button-help","#edrawings-hud-help-menu")];case 1:_a.sent();return[2]}}))}))};$("#edrawings-hud-help-close").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[2]}}))}))})()}));this.mItemActiveCallbacks["#edrawings-button-zoomtofit"]=function(){return __awaiter(_this,void 0,void 0,(function(){var viewHC,curModelView,nodeID,zoomToFitCmd;return __generator(this,(function(_a){switch(_a.label){case 0:viewHC=this.mViewer.getHCView();curModelView=this.mViewer.getModel().getActiveModelView();nodeID=curModelView.Hierarchy.HOOPSID;zoomToFitCmd=new eDwZoomToFitCmd(this.mViewer,nodeID,viewHC.getCamera());return[4,eDwCommandMgr.get().run(zoomToFitCmd,"commit")];case 1:_a.sent();return[2]}}))}))};this.mItemActiveCallbacks["#edrawings-button-shaded"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-shaded","#edrawings-hud-shaded-menu")];case 1:_a.sent();return[2]}}))}))};function togglePanel(iActivate,iButtonID,iPanelID,iInputEventIDSuffix,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!iActivate)return[3,2];return[4,self.setActiveSubmenu(iButtonID,iPanelID)];case 1:_a.sent();eDwUIUtils.addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID);return[3,3];case 2:eDwUIUtils.deactivateMoveInput(iInputEventIDSuffix);_a.label=3;case 3:return[2]}}))}))}function activateSheetPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-sheet-tree","#edrawings-sheet-tree-menu",".edw.sheet",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateSheetPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-sheet-tree"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-sheet-tree"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));function activateLayerPanel(iActivate,iHandlers){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,togglePanel(iActivate,"#edrawings-button-layer-control","#edrawings-layer-control-menu",".edw.layer",iHandlers)];case 1:_a.sent();return[2]}}))}))}this.mItemActiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(true,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,activateLayerPanel(false,this.mUIEventHandlers)];case 1:_a.sent();return[2]}}))}))};eDwEventMgr.get().addEventHandlerFunc(eDwEvents.DeactivateUIOpEvent,(function(iActiveButtonsJQ){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iActiveButtonsJQ[0].id==="edrawings-button-layer-control"))return[3,2];return[4,this.mItemDeactiveCallbacks["#edrawings-button-layer-control"]()];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}));eDwKeyMgr_3.eDwKeyMgr.get().add({key:"F11"},"keydown",(function(iEvent){iEvent.preventDefault();_this.toggleFullScreen();iEvent.stopPropagation()}));this.mItemActiveCallbacks["#edrawings-button-view-settings"]=function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.setActiveHUDMenu("#edrawings-button-view-settings","#edrawings-hud-view-settings-menu")];case 1:_a.sent();return[2]}}))}))};var ambientOcc=$("#edrawings-button-view-ambient-occlusion");ambientOcc.on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var buttonActive,ambientOcclCmd;return __generator(this,(function(_a){switch(_a.label){case 0:buttonActive=ambientOcc.hasClass("state-on-button");return[4,this.hideActiveHUDMenu()];case 1:_a.sent();if(buttonActive)ambientOcc.removeClass("state-on-button");else ambientOcc.addClass("state-on-button");ambientOcclCmd=new eDwAmbientOcclusionCmd(this.mViewer,!buttonActive);return[4,eDwCommandMgr.get().run(ambientOcclCmd,"commit")];case 2:_a.sent();return[2]}}))}))})()}));$("#edrawings-button-view-perspective").on("click.edw",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var perspectiveMode;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();perspectiveMode=!this.mViewer.getPerspectiveMode();this.setPerspectiveMode(perspectiveMode);return[2]}}))}))})()}));this.registerButtonForClickEffect("edrawings-button-view-top",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Top)}));this.registerButtonForClickEffect("edrawings-button-view-bottom",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Bottom)}));this.registerButtonForClickEffect("edrawings-button-view-left",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Left)}));this.registerButtonForClickEffect("edrawings-button-view-right",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Right)}));this.registerButtonForClickEffect("edrawings-button-view-front",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Front)}));this.registerButtonForClickEffect("edrawings-button-view-back",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Back)}));this.registerButtonForClickEffect("edrawings-button-view-iso",(function(){_this.setViewOrientation(eDwTypes_14.HC.ViewOrientation.Iso)}))};eDwUI.prototype.unregisterHTMLEvents=function(){this.mUIEventHandlers.removeHTMLEventHandlers();$("#"+c_canvasID).off("edw:ModelDataLoadComplete",this.mModelDataLoadCompleteHandler);$("#edrawings-section-xz-button").off("click.edw");$("#edrawings-section-yz-button").off("click.edw");$("#edrawings-section-xy-button").off("click.edw");$("#edrawings-section-capping-button").off("click.edw");$("#edrawings-section-show-button").off("click.edw");$("#edrawings-button-fs").off("click.edw");$("#edrawings-button-shaded-hlrr").off("click.edw");$("#edrawings-button-shaded-hlrv").off("click.edw");$("#edrawings-button-shaded-wireframe").off("click.edw");$("#edrawings-button-shaded-full").off("click.edw");$("#edrawings-button-shaded-noedges").off("click.edw");$("#edrawings-button-sheets").off("click.edw");$("#edrawings-button-frame-file-open").off("click.edw");$("#edrawings-button-view-ambient-occlusion").off("click.edw");$("#edrawings-button-view-perspective").off("click.edw");$("#edrawings-hud-help-close").off("click.edw");$(document).off(c_fullScreenChange);$(document).off("click.edw");$(document).off("mousedown.edw");$(document).off("dblclick.edw");this.unregisterButtonForClickEffect("edrawings-section-flip-button");this.unregisterButtonForClickEffect("edrawings-section-normal-button");this.unregisterButtonForClickEffect("edrawings-face-normal-button");this.unregisterButtonForClickEffect("edrawings-button-view-top");this.unregisterButtonForClickEffect("edrawings-button-view-bottom");this.unregisterButtonForClickEffect("edrawings-button-view-left");this.unregisterButtonForClickEffect("edrawings-button-view-right");this.unregisterButtonForClickEffect("edrawings-button-view-front");this.unregisterButtonForClickEffect("edrawings-button-view-back");this.unregisterButtonForClickEffect("edrawings-button-view-iso")};eDwUI.prototype.setActiveSubmenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.hideActiveSubmenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.centerBottomBar=function(iWidth,iHeight){$(".tool-bar").css({height:"auto"});var barJQ=$(".tool-bar");var viewerElemJQ=$(eDwUIUtils.getViewerElementID());var leftButtonsJQ=$(".edrawings-icon-set.left");var rightButtonsJQ=$(".edrawings-icon-set.right");var centerButtonsJQ=$(".edrawings-icon-set.center");var width=(iWidth?iWidth:viewerElemJQ.width())-1;if(navigator.userAgent.indexOf("Trident")>=0){width=viewerElemJQ[0].clientWidth-1}barJQ.css({position:"absolute"});leftButtonsJQ.css({left:1+"px",position:"absolute"});rightButtonsJQ.css({right:1+"px",position:"absolute"});centerButtonsJQ.css({left:width/2-52/2+"px",position:"absolute"})};eDwUI.prototype.setActiveHUDMenu=function(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var buttonJQ,buttonOffset,posx,posy,canvasWidth,panelJQ,panelWidth;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.hideActiveHUDMenu()];case 1:_a.sent();return[4,eDwUIUtils.activateUI(iButtonID,iPanelID)];case 2:_a.sent();if(iButtonID!=="#edrawings-button-help"){buttonJQ=$(iButtonID);buttonOffset=buttonJQ.offset();posx=buttonOffset.left;posy=buttonOffset.top+parseInt(buttonJQ.css("marginTop"))+parseInt(buttonJQ.css("borderTopWidth"))+buttonJQ.height();canvasWidth=$("#edrawings-canvas").width();panelJQ=$(iPanelID);panelWidth=panelJQ[0].offsetWidth;if(posx+panelWidth>canvasWidth){posx=canvasWidth-panelWidth-10}panelJQ.css({top:posy+"px",left:posx+"px"})}return[2]}}))}))};eDwUI.prototype.hideActiveHUDMenu=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))};eDwUI.prototype.registerButtonForClickEffect=function(iButtonID,iHandler){var butJQ=$("#"+iButtonID);butJQ.on("mousedown.edw",(function(){butJQ.addClass("edrawings-on-state");eDwUIUtils.scrollToTarget(butJQ)}));butJQ.on("mouseup.edw",(function(){butJQ.removeClass("edrawings-on-state");iHandler()}))};eDwUI.prototype.unregisterButtonForClickEffect=function(iButtonID){var butJQ=$("#"+iButtonID);butJQ.off("mousedown.edw");butJQ.off("mouseup.edw")};eDwUI.prototype.setViewOrientation=function(iOrientation){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCmd=new eDwSetViewCmd(this.mViewer,iOrientation);return[4,eDwCommandMgr.get().run(setViewCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()};eDwUI.prototype.setXSectionOrientation=function(iNewSection){var _this=this;function setActive(iButtonID,iIsActive){$(iButtonID)[iIsActive?"addClass":"removeClass"]("state-on-button")}var sectionMgr=this.mViewer.XSectionMgr;var sectionIndex=iNewSection?iNewSection.Index:sectionMgr.SectionIndex;var planeFromEnum=null;switch(sectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",true);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:setActive("#edrawings-section-xy-button",false);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",true);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:eDwUIUtils.hide("#edrawings-section-xy-button",false);eDwUIUtils.hide("#edrawings-section-yz-button",false);eDwUIUtils.hide("#edrawings-section-xz-button",false);setActive("#edrawings-section-xy-button",true);setActive("#edrawings-section-yz-button",false);setActive("#edrawings-section-xz-button",false);planeFromEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported section plane orientation");break}var origPlaneEnum=null;if(sectionIndex!==sectionMgr.SectionIndex){switch(sectionMgr.SectionIndex){case eDwTypes_14.SectionPlaneOrientation.YZ.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.YZ;break;case eDwTypes_14.SectionPlaneOrientation.ZX.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.ZX;break;case eDwTypes_14.SectionPlaneOrientation.XY.Index:origPlaneEnum=eDwTypes_14.SectionPlaneOrientation.XY;break;default:console.debugLog("UI","Unsupported initial section plane orientation");break}if(planeFromEnum&&origPlaneEnum){(function(){return __awaiter(_this,void 0,void 0,(function(){var changeSectionPlaneCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeSectionPlaneCmd=new eDwChangeSectionPlaneCmd(this.mViewer,origPlaneEnum,planeFromEnum);return[4,eDwCommandMgr.get().run(changeSectionPlaneCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}}};eDwUI.prototype.awfulUIHacks=function(){var _this=this;l_init=function(){$("#edrawings-face-normal-button").removeClass("edrawings-inactive");_this.registerButtonForClickEffect("edrawings-face-normal-button",(function(){(function(){return __awaiter(_this,void 0,void 0,(function(){var setViewCameraCmd;return __generator(this,(function(_a){switch(_a.label){case 0:setViewCameraCmd=new eDwSetViewCameraCmd(this.mViewer);return[4,eDwCommandMgr.get().run(setViewCameraCmd,"commit")];case 1:_a.sent();return[4,this.hideActiveHUDMenu()];case 2:_a.sent();return[2]}}))}))})()}))};l_uninit=function(){$("#edrawings-face-normal-button").addClass("edrawings-inactive");_this.unregisterButtonForClickEffect("edrawings-face-normal-button")}};return eDwUI}();exports.eDwUI=eDwUI;var UIEventHandlers=function(_super){__extends(UIEventHandlers,_super);function UIEventHandlers(iUI,iViewerHTMLID,iViewerHTMLCanvasID){var _this=_super.call(this,iViewerHTMLID,iViewerHTMLCanvasID)||this;_this.mUI=iUI;return _this}UIEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;_super.prototype.addHTMLEventHandlers.call(this,iViewerFeatOpts);$("#edrawings-viewer").on("click.edw",".edrawings-tool-button",(function(iEvent){_this.onClick(iEvent,".edrawings-tool-button")}));$("#edrawings-viewer").on("click.edw",".edrawings-hud-button",(function(iEvent){_this.onClick(iEvent,".edrawings-hud-button",".edrawings-submenu")}));this.mUIHTMLEventMgr.addEventHandler("window","beforeunload",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));this.mUIHTMLEventMgr.addEventHandler("window","Timeout",(function(iEvent){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.mUI.unregister();return[2]}))}))}));$(".edrawings-menu-close").on("click.edw",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.deactivateActiveButton(".edrawings-tool-button")];case 1:_a.sent();return[2]}}))}))})()}));var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.on("edw:ChangeViewerStyling",(function(iEvent,iStyleClassName){viewerJQ.removeClass("edrawings-viewer-regular");viewerJQ.removeClass("edrawings-viewer-timeout");if(iStyleClassName)viewerJQ.addClass(iStyleClassName)}));viewerJQ.on("edw:HidePanels",(function(iEvent,iSkipPanelsWithClass){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mUI.hideAllOtherPanels(iSkipPanelsWithClass)];case 1:_a.sent();return[2]}}))}))})()}));viewerJQ.on("edw:ReInitViewer",(function(iEvent,iViewerFeatOpts){_this.mUI.unregister();_this.mUI.initUIEvents(iViewerFeatOpts)}))};UIEventHandlers.prototype.removeHTMLEventHandlers=function(){_super.prototype.removeHTMLEventHandlers.call(this);$(".edrawings-menu-close").off("click.edw");$("#edrawings-viewer").off("click.edw",".edrawings-tool-button");$("#edrawings-viewer").off("click.edw",".edrawings-hud-button");var viewerJQ=$(eDwUIUtils.getViewerElementID());viewerJQ.off("edw:ChangeViewerStyling");viewerJQ.off("edw:HidePanels");viewerJQ.off("edw:ReInitViewer")};UIEventHandlers.doModelDataUnloadActions=function(iViewer){eDwUIBaseEventHandlers.doModelDataUnloadActions(iViewer)};UIEventHandlers.prototype.onInit=function(iViewer){var viewerFeatureOpts=iViewer.ViewerFeatureOpts;var model=iViewer.getModel();var isDrawing=model.isDrawing();eDwUIUtils.hide("#edrawings-button-reset",false);eDwUIUtils.hide("#edrawings-button-shaded",isDrawing);eDwUIUtils.hide("#edrawings-button-view-settings",isDrawing);eDwUIUtils.hide("#edrawings-button-animate",isDrawing);eDwUIUtils.hide("#edrawings-button-section",isDrawing);eDwUIUtils.hide("#edrawings-button-view",isDrawing);eDwUIUtils.hide("#edrawings-button-debug",!viewerFeatureOpts.Debug);eDwUIUtils.hide("#edrawings-button-tables-control",isDrawing||iViewer.TableMgr.numTables()===0);eDwUIUtils.hide("#edrawings-button-sheet-tree",!isDrawing);eDwUIUtils.hide("#edrawings-button-layer-control",!isDrawing);eDwUIUtils.hide(".edrawings-icon-set.center",isDrawing);this.removeHTMLEventHandlers()};UIEventHandlers.prototype.onInitFullUI=function(iViewer){_super.prototype.onInitFullUI.call(this,iViewer);this.addHTMLEventHandlers(iViewer.ViewerFeatureOpts);this.mUI.init(iViewer);eDwUIUtils.hide("#WaitBanner",true)};UIEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){_super.prototype.onSelect.call(this,iViewer,iSelObjs);if(l_init)l_init()};UIEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){_super.prototype.onUnselect.call(this,iViewer,iSelObjs);if(l_uninit)l_uninit()};UIEventHandlers.prototype.onTimeout=function(iViewer){eDwUIUtils.hide("#TimeoutBanner",false);$(eDwUIUtils.getViewerElementID()).trigger("edw:ChangeViewerStyling","edrawings-viewer-timeout")};UIEventHandlers.prototype.onStartAnimation=function(iViewer){var eDwViewer=iViewer;$("#edrawings-canvas").on("click.edw",(function(){eDwViewer.ViewMgr.stop()}));var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.removeClass("edrawings-animate-play-icon");animateBtnJQ.addClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onStopAnimation=function(iViewer){var animateBtnJQ=$("#edrawings-button-animate");animateBtnJQ.addClass("edrawings-animate-play-icon");animateBtnJQ.removeClass("edrawings-animate-pause-icon")};UIEventHandlers.prototype.onAmbientOcclusionChange=function(iViewer,iAmbientOcclusionOn){var ambientOccButton=$("#edrawings-button-view-ambient-occlusion");if(iAmbientOcclusionOn){if(!ambientOccButton.hasClass("state-on-button")){ambientOccButton.addClass("state-on-button")}}else{if(ambientOccButton.hasClass("state-on-button")){ambientOccButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onProjectionModeChange=function(iViewer,iPerspectiveOn){var perspectiveButton=$("#edrawings-button-view-perspective");if(iPerspectiveOn){if(!perspectiveButton.hasClass("state-on-button")){perspectiveButton.addClass("state-on-button")}}else{if(perspectiveButton.hasClass("state-on-button")){perspectiveButton.removeClass("state-on-button")}}};UIEventHandlers.prototype.onDrawModeChange=function(iViewer,iDrawMode){function setActive(iButtonID,iIsActive){if(iIsActive&&!$(iButtonID).hasClass("state-on-button")){$(iButtonID).addClass("state-on-button")}else if(!iIsActive&&$(iButtonID).hasClass("state-on-button")){$(iButtonID).removeClass("state-on-button")}}function setActiveInGroup(iButtonID){setActive("#edrawings-button-shaded-full",false);setActive("#edrawings-button-shaded-noedges",false);setActive("#edrawings-button-shaded-wireframe",false);setActive("#edrawings-button-shaded-hlrr",false);setActive("#edrawings-button-shaded-hlrv",false);setActive(iButtonID,true)}switch(iDrawMode){case"ShadedWithEdges":setActiveInGroup("#edrawings-button-shaded-full");break;case"Shaded":setActiveInGroup("#edrawings-button-shaded-noedges");break;case"HiddenLinesRemoved":setActiveInGroup("#edrawings-button-shaded-hlrr");break;case"HiddenLinesVisible":setActiveInGroup("#edrawings-button-shaded-hlrv");break;case"Wireframe":setActiveInGroup("#edrawings-button-shaded-wireframe");break;default:throw new Error("Unknown draw mode in UI:"+iDrawMode)}};UIEventHandlers.prototype.onClick=function(iEvent,iButtonCSSClassName,iPanelCSSClassName){var _this=this;if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}(function(){return __awaiter(_this,void 0,void 0,(function(){var targetJQ,buttonClickedID,deactivatedButtonID;return __generator(this,(function(_a){switch(_a.label){case 0:targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);buttonClickedID=targetJQ.closest(iButtonCSSClassName).attr("id");return[4,this.deactivateActiveButton(iButtonCSSClassName,iPanelCSSClassName)];case 1:deactivatedButtonID=_a.sent();if(deactivatedButtonID===buttonClickedID)return[2];this.handleClick("#"+buttonClickedID,true);return[2]}}))}))})()};UIEventHandlers.prototype.deactivateActiveButton=function(iButtonCSSClassName,iPanelCSSClassName){if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonID,activeButtonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonID="";activeButtonJQ=$(iButtonCSSClassName+".active-button");return[4,this.mUI.hideAllOtherPanels(iPanelCSSClassName)];case 1:_a.sent();if(activeButtonJQ.length){activeButtonID=activeButtonJQ[0].id;this.handleClick("#"+activeButtonID,false)}return[2,activeButtonID]}}))}))};UIEventHandlers.prototype.handleClick=function(iButtonID,iActivate){eDwUIUtils.scrollToTarget($(iButtonID));if(!this.mUI.onClick(iButtonID,iActivate)){var pluginMgr=eDwUIPluginMgr.get();pluginMgr.onClick(iButtonID,iActivate)}};return UIEventHandlers}(eDwUIBaseEventHandlers);var c_fullScreenChange="fullscreenchange.edw MSFullscreenChange.edw"+" webkitfullscreenchange.edw";var c_restoreClass="edrawings-button-fs-restore";var c_canvasID="edrawings-canvas";var c_debugGroupName="Debug";var l_fullScreenBtnJS;var l_init;var l_uninit;function l_isFullScreen(){if(!l_fullScreenBtnJS)l_fullScreenBtnJS=$("#edrawings-button-fs");return l_fullScreenBtnJS.hasClass(c_restoreClass)}}));define("eDwUIBaseEventHandlers",["require","exports","eDwEventMgr","eDwUIHTMLEventMgr","eDwCommandMgr","eDwChangeModelViewCmd","eDwCompositeCmd","eDwSetLayerVisibilityCmd","eDwUIPluginMgr","eDwEvents","eDwUIUtils","eDwUIShortcutMenu","utils"],(function(require,exports,eDwEventMgr,eDwUIHTMLEventMgr,eDwCommandMgr,eDwChangeModelViewCmd,eDwCompositeCmd,eDwSetLayerVisibilityCmd,eDwUIPluginMgr,eDwEvents,eDwUIUtils,eDwUIShortcutMenu_2,utils){"use strict";var eDwUIBaseEventHandlers=function(){function eDwUIBaseEventHandlers(iViewerHTMLID,iViewerHTMLCanvasID){this.mViewerHTMLID=iViewerHTMLID;this.mViewerHTMLCanvasID=iViewerHTMLCanvasID;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr}eDwUIBaseEventHandlers.prototype.addHTMLEventHandlers=function(iViewerFeatOpts){var _this=this;this.mViewerFeatureOpts=iViewerFeatOpts;var eventMgrHTML=this.mUIHTMLEventMgr;eventMgrHTML.addEventHandler("window","resize",(function(iEvent){_this.onResize(iEvent,_this.mViewer)}));eDwEventMgr.get().addEventHandlerFunc(eDwEvents.ResetSceneEvent,l_onResize);eDwUIUtils.addSubTreeArrowEventHandler(eventMgrHTML,"#edrawings-sheet-tree-menu");eventMgrHTML.addDelegatedEventHandler("#edrawings-sheet-tree-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(targetJQ.hasClass("edrawings-root")){return}var selObjIDHC=eDwUIUtils.getIDHC(targetJQ);if(isNaN(selObjIDHC)||selObjIDHC<0){return}(function(){return __awaiter(_this,void 0,void 0,(function(){var cmdMgr,zoomToViewCmd,targetModelView,model,modelHC,modelViews,_i,modelViews_4,modelView,configIDHC,configChildren,activeModelView,changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:cmdMgr=eDwCommandMgr.get();zoomToViewCmd=new eDwCompositeCmd(this.mViewer);zoomToViewCmd.initCmdActionImplementation();return[4,cmdMgr.add(zoomToViewCmd)];case 1:_a.sent();targetModelView=null;model=this.mViewer.getModel();modelHC=model.getHCModel();modelViews=model.getModelViews();for(_i=0,modelViews_4=modelViews;_i-1){console.excludeDebugLogCategories.slice(pos,1)}}}));var selectorName="#edrawings-debug-menu .edrawings-submenu-list-item";eventMgrHTML.addDelegatedEventHandler(selectorName,"click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;$(selectorName).removeClass("edrawings-list-selected");$(targetJQ).addClass("edrawings-list-selected");_this.mViewer.SelectionMgr.selectByID(id)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-debug-menu .edrawings-submenu-list-item","dblclick",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);var id=eDwUIUtils.getIDHC(targetJQ);if(isNaN(id))return;_this.onLeftDoubleClick(_this.mViewer)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-cancel","click",(function(iEvent){$("#edrawings-debug-menu "+".edrawings-menu-search-input").val("");var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addEventHandler("#edrawings-debug-menu .edrawings-menu-search-input","keyup",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.searchPanelList(_this.mViewer,targetJQ)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .item-layer-checkbox","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var layerName=eDwUIUtils.getSpanText(targetJQ.next("span.item-tree-text"));var isVisible=targetJQ.prop("checked");_this.setOneLayerVisibility(layerName,isVisible)}));eventMgrHTML.addDelegatedEventHandler("#edrawings-layer-control-menu .layer-all","click",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var isVisible=targetJQ.prop("checked");_this.setAllLayerVisibility(isVisible)}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseover",(function(iEvent){var filenameJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);if(filenameJQ.length===1&&filenameJQ[0].scrollWidth>filenameJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,filenameJQ,$("#edrawings-filename-text").text())}}));eventMgrHTML.addEventHandler("#edrawings-filename-block","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseover",(function(iEvent){var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var itemTreeTextJQ=targetJQ.find(".item-tree-text");var edrawingsSubmenuListJQ=targetJQ.closest(".edrawings-submenu-list");if(edrawingsSubmenuListJQ.length===1&&itemTreeTextJQ.length===1&&itemTreeTextJQ[0].scrollWidth>itemTreeTextJQ.width()){var mouseEvent=iEvent;l_positionTicker(mouseEvent,itemTreeTextJQ,itemTreeTextJQ.text())}}));eventMgrHTML.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseout",(function(iEvent){l_hideTicker()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar .edrawings-arrow-wrapper:has(> .edrawings-arrow-left)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",-c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-hud-bar .edrawings-arrow-wrapper:has(> .edrawings-arrow-right)","click",(function(iEvent){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar($("#edrawings-hud-bar .edrawings-hud-bar-content"),".edrawings-hud-button",".edrawings-hud-menu",c_hudBarIconWidth)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-hud-bar .edrawings-hud-bar-content","#edrawings-hud-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-hud-button",".edrawings-hud-menu")];case 1:_a.sent();return[2]}}))}))}));eventMgrHTML.addEventHandler("#edrawings-left-bar .edrawings-arrow-wrapper:has(> .edrawings-arrow-up)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",-c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eventMgrHTML.addEventHandler("#edrawings-left-bar .edrawings-arrow-wrapper:has(> .edrawings-arrow-down)","click",(function(iEvent){var barJQ=$("#edrawings-left-bar");var contentJQ=barJQ.find(".edrawings-tool-bar-content");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_scrollUIBar(contentJQ,".edrawings-tool-button",".edrawings-submenu",c_toolBarIconWidth,barJQ)];case 1:_a.sent();return[2]}}))}))})()}));eDwUIUtils.enableScrollOnTouch(eventMgrHTML,"#edrawings-left-bar .edrawings-tool-bar-content","#edrawings-left-bar",(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.deactivateUI(".edrawings-tool-button",".edrawings-submenu")];case 1:_a.sent();return[2]}}))}))}))};eDwUIBaseEventHandlers.prototype.addDefaultHTMLPanelCloseEventHandlers=function(){if(this.mViewerFeatureOpts.Debug){eDwUIUtils.addCloseEventHandler("#edrawings-debug-menu",this.mUIHTMLEventMgr)}eDwUIUtils.addCloseEventHandler("#edrawings-sheet-tree-menu",this.mUIHTMLEventMgr);eDwUIUtils.addCloseEventHandler("#edrawings-layer-control-menu",this.mUIHTMLEventMgr)};eDwUIBaseEventHandlers.doModelDataLoadCompleteActions=function(ioEventHandlerObj,iViewer){ioEventHandlerObj.mViewer=iViewer;l_loadUIPlugins(iViewer);var handlerObj=ioEventHandlerObj;var eventMgr=eDwEventMgr.get();eventMgr.addEventHandlerObj(eDwEvents.InitEvent,handlerObj,"onInit");eventMgr.addEventHandlerObj(eDwEvents.InitFullUIEvent,handlerObj,"onInitFullUI");eventMgr.addEventHandlerObj(eDwEvents.SelectEvent,handlerObj,"onSelect");eventMgr.addEventHandlerObj(eDwEvents.UnselectEvent,handlerObj,"onUnselect");eventMgr.addEventHandlerObj(eDwEvents.StartAnimationEvent,handlerObj,"onStartAnimation");eventMgr.addEventHandlerObj(eDwEvents.StopAnimationEvent,handlerObj,"onStopAnimation");eventMgr.addEventHandlerObj(eDwEvents.LeftDoubleClickEvent,handlerObj,"onLeftDoubleClick");eventMgr.addEventHandlerObj(eDwEvents.TimeoutEvent,handlerObj,"onTimeout");eventMgr.addEventHandlerObj(eDwEvents.DrawModeChangeEvent,handlerObj,"onDrawModeChange");eventMgr.addEventHandlerObj(eDwEvents.ProjModeChangeEvent,handlerObj,"onProjectionModeChange");eventMgr.addEventHandlerObj(eDwEvents.NodeAttribChangeEvent,handlerObj,"onNodeAttribChanged");eventMgr.addEventHandlerObj(eDwEvents.ResetSceneEvent,handlerObj,"onResetScene");eventMgr.addEventHandlerObj(eDwEvents.AmbientOcclChangeEvent,handlerObj,"onAmbientOcclusionChange");eventMgr.addEventHandlerObj(eDwEvents.DoneEvent,handlerObj,"onDone");eventMgr.addEventHandlerObj(eDwEvents.ModelViewChangeEvent,handlerObj,"onModelViewChange")};eDwUIBaseEventHandlers.prototype.removeHTMLEventHandlers=function(){eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-hud-bar .edrawings-hud-bar-content");eDwUIUtils.disableScrollOnTouch(this.mUIHTMLEventMgr,"#edrawings-left-bar .edrawings-tool-bar-content");this.mUIHTMLEventMgr.removeAllEventHandlers();eDwUIShortcutMenu_2.eDwUIShortcutMenu.destroy()};eDwUIBaseEventHandlers.doModelDataUnloadActions=function(iViewer){l_unloadUIPlugins();if(iViewer)iViewer.unregister();eDwEventMgr.get().removeAllEventHandlers()};eDwUIBaseEventHandlers.prototype.onInit=function(iViewer){this.mViewer=iViewer};eDwUIBaseEventHandlers.prototype.onInitFullUI=function(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iViewer.getModel().getActiveModelView(),true)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onDone=function(iViewer){iViewer.destroy()};eDwUIBaseEventHandlers.prototype.onSelect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,true)};eDwUIBaseEventHandlers.prototype.onUnselect=function(iViewer,iSelObjs){this.handleSelectionChange(iViewer,iSelObjs,false)};eDwUIBaseEventHandlers.prototype.onLeftDoubleClick=function(iViewer){eDwUIUtils.zoomToFit(iViewer);eDwUIShortcutMenu_2.eDwUIShortcutMenu.hide()};eDwUIBaseEventHandlers.prototype.onModelViewChange=function(iViewer,iNewModelView,iIsAssembly){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.updateUI(iViewer,iNewModelView)];case 1:_a.sent();return[2]}}))}))})()};eDwUIBaseEventHandlers.prototype.onNodeAttribChanged=function(iViewer,iHierNodesAndAttribs){if(iViewer.ViewerFeatureOpts.Debug){for(var _i=0,iHierNodesAndAttribs_3=iHierNodesAndAttribs;_i1){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});l_resizeTopBar()}else if(hudBarContentJQ[0].scrollWidth===0||hudBarContentJQ.width()>=hudBarContentJQ[0].scrollWidth){topBarJQ.removeClass("edrawings-collided-hud-bar");hudBarJQ.removeClass("edrawings-collided");hudBarJQ.css({left:""})}}else{if(filenameBlockOffset.left!==hudBarOffset.left&&filenameBlockRight>hudBarOffset.left){hudBarJQ.offset({left:Math.ceil(filenameBlockRight),top:hudBarOffset.top});topBarJQ.addClass("edrawings-collided-hud-bar");hudBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(hudBarContentJQ[0].scrollLeft,hudBarContentJQ[0].scrollWidth,hudBarContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,hudBarJQ);if(topBarJQ.hasClass("edrawings-collided-hud-bar")){if(hudBarContentJQ.innerWidth()c_filenameBlockThresholdWidth){if(topBarJQ.hasClass("edrawings-out-of-view")){topBarJQ.removeClass("edrawings-out-of-view")}}else{topBarJQ.addClass("edrawings-out-of-view")}}else{if(filenameBlockJQ[0].scrollWidth-filenameBlockInnerWidth>1){if(filenameBlockJQ.width()0&&toolBarContentJQ[0].scrollHeight<=leftBarContentJQ.innerHeight()){leftBarJQ.removeClass("edrawings-collided")}}else{if(leftBarContentJQ[0].scrollHeight>0&&leftBarContentJQ[0].scrollHeight>Math.round(leftBarContentJQ.innerHeight())){leftBarJQ.addClass("edrawings-collided")}}eDwUIUtils.adjustScrollArrows(toolBarContentJQ[0].scrollTop,toolBarContentJQ[0].scrollHeight,toolBarContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,leftBarJQ);if(leftBarJQ.hasClass("edrawings-collided")){if(toolBarContentJQ.innerHeight()=window.innerWidth){var diff=iMouseEvent.clientX+iItemJQ[0].scrollWidth+scrollWidthPadding-window.innerWidth;if(iMouseEvent.clientX>=diff){tickerLeft=iMouseEvent.clientX-diff;tickerWidth=iItemJQ[0].scrollWidth+scrollWidthPadding}else{tickerLeft=0;tickerAnimation=true;if(window.innerWidth>tickerMinWidth){tickerWidth=window.innerWidth}else{tickerWidth=tickerMinWidth}var threeTimes=[iText,iText,iText].join(" ");tickerJQ.text(threeTimes)}}if(itemOffset.top-tickerMinHeight<=0){if(itemOffset.top+iItemJQ[0].clientHeight+tickerMinHeight<=window.innerHeight){tickerTop=itemOffset.top+iItemJQ[0].clientHeight}else{var diff=iMouseEvent.clientY+tickerMinHeight-window.innerHeight;if(iMouseEvent.clientY>diff){tickerTop=iMouseEvent.clientY-diff}else{tickerTop=0}}}var tickerwrapJQ=tickerJQ.closest(".edrawings-ticker-wrapper");tickerwrapJQ.offset({left:tickerLeft,top:tickerTop}).css("width",tickerWidth).removeClass("edrawings-ui-hide");if(tickerAnimation){tickerwrapJQ.addClass("edrawings-animation")}}function l_hideTicker(){var tickerwrapJQ=$(".edrawings-ticker-wrapper");if(!tickerwrapJQ.hasClass("edrawings-ui-hide")){var tickerJQ=tickerwrapJQ.find(".edrawings-ticker");tickerJQ.text("");tickerwrapJQ.addClass("edrawings-ui-hide").removeClass("edrawings-animation").css("left","").css("top","").css("width","")}}function l_positionMenuPanelCollapseButton(){var activeButtonsJQ=$(".edrawings-tool-button.active-button");if(activeButtonsJQ.length){if(eDwUIUtils.scrollToTarget(activeButtonsJQ)){l_resizeToolBar()}var collapsedPanelsJQ=$(".edrawings-submenu.active.edrawings-collapsed");if(collapsedPanelsJQ.length){var attrStyle=collapsedPanelsJQ.find(".edrawings-menu-panel-arrow-collapse").attr("style");if(!!attrStyle){eDwUIUtils.positionMenuPanelArrowCollapseButton(collapsedPanelsJQ,activeButtonsJQ)}}}}function l_fixMenuPanelInwardToolbar(){var panelsJQ=$(".edrawings-submenu.active:not(.edrawings-collapsed), .edrawings-hud-menu.active");panelsJQ.each((function(iIndex,iPanel){var panelJQ=$(iPanel);eDwUIUtils.fixMenuPanelInwardToolbar(panelJQ)}))}function l_scrollUIBar(iContentJQ,iDeactivateButtonClass,iDeactivateMenuClass,iScrollDist,iBarJQ){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!(iContentJQ&&iContentJQ.length>0))return[3,2];return[4,eDwUIUtils.deactivateUI(iDeactivateButtonClass,iDeactivateMenuClass)];case 1:_a.sent();eDwUIUtils.executeScrolling(iScrollDist,0,iContentJQ,iBarJQ);_a.label=2;case 2:return[2]}}))}))}return eDwUIBaseEventHandlers}));define("eDwUIBasePlugin",["require","exports","eDwUIHTMLEventMgr","eDwEventMgr","eDwEvents","eDwUIShortcutMenu","eDwUIUtils","utils"],(function(require,exports,eDwUIHTMLEventMgr,eDwEventMgr,eDwEvents_6,eDwUIShortcutMenu_3,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.eDwUIBasePlugin=void 0;var eDwUIBasePlugin=function(){function eDwUIBasePlugin(iPluginGroupName,iViewer,iButtonInfo,iViewerFeatOpts){var _this=this;if(iViewer===void 0){iViewer=null}if(iButtonInfo===void 0){iButtonInfo=null}if(iViewerFeatOpts===void 0){iViewerFeatOpts=null}console.debugLog("UIPlugin","Constructed "+iPluginGroupName+" plugin.");this.mPluginGroupName=iPluginGroupName;this.mViewer=iViewer;this.mViewerFeatOpts=iViewerFeatOpts||iViewer&&iViewer.ViewerFeatureOpts;this.mUIHTMLEventMgr=new eDwUIHTMLEventMgr;this.mPluginDependencies=[];this.mPluginButtonInfo=iButtonInfo;if(iViewer){eDwUIShortcutMenu_3.eDwUIShortcutMenu.get().setPluginCheck(iPluginGroupName,(function(iPluginName){return _this.check(iPluginName)}))}}eDwUIBasePlugin.prototype.init=function(iPanelsToLoad){return __awaiter(this,void 0,void 0,(function(){var promises,_i,iPanelsToLoad_1,panelToLoad;return __generator(this,(function(_a){switch(_a.label){case 0:this.addAppObjEvent(eDwEvents_6.ActivateUIOpEvent,"onActivate",true);this.addAppObjEvent(eDwEvents_6.DeactivateUIOpEvent,"onDeactivate",true);if(!iPanelsToLoad)return[3,2];promises=[];for(_i=0,iPanelsToLoad_1=iPanelsToLoad;_i-1?true:false};eDwUIBasePlugin.prototype.addEventHandlers=function(){};eDwUIBasePlugin.prototype.removeEventHandlers=function(){this.mUIHTMLEventMgr.removeAllEventHandlers()};eDwUIBasePlugin.prototype.onActivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.onDeactivate=function(iButtonJQ){return this.isButtonForThisPlugin(iButtonJQ)};eDwUIBasePlugin.prototype.addAppObjEvent=function(iAppEvent,iEventObjMethod,iAdd){var eventMgr=eDwEventMgr.get();var eventMgrMethod=iAdd?"addEventHandlerObj":"removeEventHandlerObj";eventMgr[eventMgrMethod](iAppEvent,this,iEventObjMethod)};eDwUIBasePlugin.prototype.loadPanel=function(iPanelID,iHTMLFileName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwUIUtils.loadPanel(iPanelID,iHTMLFileName)];case 1:return[2,_a.sent()]}}))}))};Object.defineProperty(eDwUIBasePlugin.prototype,"PluginGroupName",{get:function(){return this.mPluginGroupName},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"PluginButtonID",{get:function(){return this.mPluginButtonInfo?this.mPluginButtonInfo.ID:""},enumerable:false,configurable:true});Object.defineProperty(eDwUIBasePlugin.prototype,"Dependencies",{get:function(){return this.mPluginDependencies},enumerable:false,configurable:true});return eDwUIBasePlugin}();exports.eDwUIBasePlugin=eDwUIBasePlugin}));define("eDwUIDebugHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwTypes"],(function(require,exports,eDwUIHTMLGenerator_1,eDwTypes_15){"use strict";var _a;var eDwUIDebugHTMLGenerator=function(_super){__extends(eDwUIDebugHTMLGenerator,_super);function eDwUIDebugHTMLGenerator(iViewer,iPanelUIID){var _this=_super.call(this,iViewer,iPanelUIID)||this;_this.mHCModel=iViewer.getModel().getHCModel();return _this}eDwUIDebugHTMLGenerator.prototype.getNodeFromID=function(iNodeID){return l_getHCNode(iNodeID)};eDwUIDebugHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUIDebugHTMLGenerator.prototype.forNodeGetName=function(iNode){return this.mHCModel.getNodeName(l_getHCNode(iNode))||"unknown node name"};eDwUIDebugHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHCNode(iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return this.mHCModel.getNodeParent(l_getHCNode(iNode))||NaN};eDwUIDebugHTMLGenerator.prototype.forNodeGetChildren=function(iNode){return this.mHCModel.getNodeChildren(l_getHCNode(iNode))};eDwUIDebugHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIDebugHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return _super.prototype.forNodeGetDataAttributes.call(this,iNode)};eDwUIDebugHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){var _this=this;var nodeIDHC=this.forNodeGetID(iNode);(function(){return __awaiter(_this,void 0,void 0,(function(){var meshIDs,numMeshIDs;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mHCModel.getMeshIds([nodeIDHC])];case 1:meshIDs=_a.sent();numMeshIDs=meshIDs.length;console.log("Node ID: "+nodeIDHC+" Num mesh IDs: "+numMeshIDs);return[2]}}))}))})();return this.forNodeGetName(iNode)+" ID: "+nodeIDHC+" TYPE: "+c_nodeTypes[this.mHCModel.getNodeType(nodeIDHC)]+" VISIBLE: "+this.mHCModel.getNodeVisibility(nodeIDHC)};eDwUIDebugHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return"edrawings-body-visible"};return eDwUIDebugHTMLGenerator}(eDwUIHTMLGenerator_1.eDwUIHTMLGenerator);var c_nodeTypes=(_a={},_a[eDwTypes_15.HC.NodeType.AssemblyNode]="Assembly",_a[eDwTypes_15.HC.NodeType.Body]="Body",_a[eDwTypes_15.HC.NodeType.BodyInstance]="Body Instance",_a[eDwTypes_15.HC.NodeType.BrepBody]="BRep Body",_a[eDwTypes_15.HC.NodeType.CadView]="CAD View",_a[eDwTypes_15.HC.NodeType.DrawingSheet]="Drawing Sheet",_a[eDwTypes_15.HC.NodeType.Part]="Part",_a[eDwTypes_15.HC.NodeType.PartInstance]="Part Instance",_a[eDwTypes_15.HC.NodeType.Pmi]="PMI",_a[eDwTypes_15.HC.NodeType.PmiBody]="PMI Body",_a[eDwTypes_15.HC.NodeType.PointsBody]="Points Body",_a[eDwTypes_15.HC.NodeType.TessBody]="Tessellation Body",_a[eDwTypes_15.HC.NodeType.Unknown]="Unknown",_a[eDwTypes_15.HC.NodeType.ViewFrame]="View Frame",_a[eDwTypes_15.HC.NodeType.WireBody]="Wire Body",_a);function l_isHCNode(iNode){return!isNaN(iNode)}function l_getHCNode(iNode){if(!l_isHCNode(iNode)){throw new Error("Not an HC node:\n"+JSON.stringify(iNode))}return iNode}return eDwUIDebugHTMLGenerator}));define("eDwUIHTMLEventMgr",["require","exports","eDwUIUtils"],(function(require,exports,eDwUIUtils){"use strict";var eDwUIHTMLEventMgr=function(){function eDwUIHTMLEventMgr(){this.mEventHandlerData={}}eDwUIHTMLEventMgr.prototype.addDelegatedEventHandler=function(iElemSelector,iEventName,iEventHandler){if(!iElemSelector||!iEventName||!iEventHandler)return false;var selectors=iElemSelector.split(" ");if(selectors.length<2)return false;var ancestorElementID=selectors.shift();return this.commonAddEventHandler(ancestorElementID,iEventName,iEventHandler,selectors.join().replace(".",""))};eDwUIHTMLEventMgr.prototype.addEventHandler=function(iElemID,iEventName,iEventHandler){if(!iElemID||!iEventName||!iEventHandler)return false;return this.commonAddEventHandler(iElemID,iEventName,iEventHandler)};eDwUIHTMLEventMgr.prototype.removeAllEventHandlers=function(){for(var eventName in this.mEventHandlerData){if(this.mEventHandlerData.hasOwnProperty(eventName)){var handlersOfEvent=this.mEventHandlerData[eventName];for(var elemID in handlersOfEvent){if(handlersOfEvent.hasOwnProperty(elemID)){this.removeEventHandlersByID(elemID,eventName,handlersOfEvent)}}delete this.mEventHandlerData[eventName]}}this.mEventHandlerData={}};eDwUIHTMLEventMgr.prototype.removeEventHandlers=function(iElemID,iEventName){var handlersRemoved=false;if(this.mEventHandlerData.hasOwnProperty(iEventName)){var handlersOfEvent=this.mEventHandlerData[iEventName];if(handlersOfEvent.hasOwnProperty(iElemID)){handlersRemoved=this.removeEventHandlersByID(iElemID,iEventName,handlersOfEvent)}}return handlersRemoved};eDwUIHTMLEventMgr.prototype.commonAddEventHandler=function(iElemID,iEventName,iEventHandler,iElemClasses){if(iElemClasses===void 0){iElemClasses=""}if(!iElemID)return false;var elements=[];if(iElemID==="window")elements.push(window);else if(iElemID==="document")elements.push(document);else elements=$(iElemID).toArray();if(!elements.length)return false;var handlersOfEvent=this.mEventHandlerData[iEventName];if(!handlersOfEvent){handlersOfEvent=this.mEventHandlerData[iEventName]={}}var elemHandlers=handlersOfEvent[iElemID];if(!elemHandlers){elemHandlers=handlersOfEvent[iElemID]={MainDispatcher:null,Handlers:[]}}if(elemHandlers.MainDispatcher){for(var _i=0,elements_1=elements;_i-1||highlight===""?"":" edrawings-list-option";var currOffset=utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX+"px":iLeftPaddingInPX+"px";var generatedHTML="
";generatedHTML+=this.getPreSpanHTML(iNode,additionalClasses,expanded,iIgnoreChildren);generatedHTML+=""+this.forNodeGetElementContent(iNode)+"";generatedHTML+=this.getPostSpanHTML(nonRootClass+" "+additionalClasses);generatedHTML+="
";return generatedHTML};eDwUIHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){return[2,""]}))}))};eDwUIHTMLGenerator.prototype.getNodeFromID=function(iNodeID){var modelViews=this.mViewer.getModel().getModelViews();for(var _i=0,modelViews_5=modelViews;_i
";return generatedHTML};eDwUIHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return"
"};eDwUIHTMLGenerator.prototype.computeOffset=function(iLeftPaddingInPX){if(iLeftPaddingInPX===void 0){iLeftPaddingInPX=NaN}return utils.isNaN(iLeftPaddingInPX)?this.mInitialLeftPaddingInPX:iLeftPaddingInPX+this.mLeftPaddingInPX};eDwUIHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getHierarchyNode(iNode).Name};eDwUIHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getHierarchyNode(iNode).HOOPSID};eDwUIHTMLGenerator.prototype.forNodeGetParentID=function(iNode){var parentHierNode=l_getHierarchyNode(iNode).Parent;return parentHierNode?parentHierNode.HOOPSID:NaN};eDwUIHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childrenObj=l_getHierarchyNode(iNode).getChildrenAndKeys();return Object.keys(childrenObj).map((function(key){return childrenObj[key]}))};eDwUIHTMLGenerator.prototype.forNodeHasChildren=function(iNode){return this.forNodeGetChildren(iNode).length>0};eDwUIHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){var parentNodeID=this.forNodeGetParentID(iNode);return" data-hoopsid='"+this.forNodeGetID(iNode)+"' "+(parentNodeID!==undefined?"data-hoopsparentid='"+parentNodeID+"' ":"")};eDwUIHTMLGenerator.prototype.forNodeGetElementContent=function(iNode){return this.forNodeGetName(iNode)};eDwUIHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return eDwUIHTMLGenerator.getDisplayStateCSSClass(l_getHierarchyNode(iNode))};return eDwUIHTMLGenerator}();exports.eDwUIHTMLGenerator=eDwUIHTMLGenerator;function l_getHierarchyNode(iNode){if(!eDwHierarchyNode.isHierarchyNode(iNode)){throw new Error("Not a hierarchy node:\n"+JSON.stringify(iNode))}return iNode}}));define("eDwUIHierNodeVisMenuItemsPlugin",["require","exports","eDwCommandMgr","eDwSetHierNodeAttribsCmd","eDwShowOnlyCmd","eDwUIUtils","eDwEventMgr","eDwUIShortcutMenu","eDwKeyMgr","eDwEvents","eDwTypes","eDwUIBasePlugin","utils"],(function(require,exports,eDwCommandMgr,eDwSetHierNodeAttribsCmd,eDwShowOnlyCmd,eDwUIUtils,eDwEventMgr,eDwUIShortcutMenu_4,eDwKeyMgr_4,eDwEvents_7,eDwTypes_16,eDwUIBasePlugin_1,utils){"use strict";var eDwUIHierNodeVisMenuItemPlugin=function(_super){__extends(eDwUIHierNodeVisMenuItemPlugin,_super);function eDwUIHierNodeVisMenuItemPlugin(iViewer,iViewerFeatOpts){return _super.call(this,"HideShow",iViewer)||this}eDwUIHierNodeVisMenuItemPlugin.prototype.init=function(){return __awaiter(this,void 0,void 0,(function(){function isNotPartModel(iViewer){return!iViewer.getModel().isPart()}var shortcutMenu,isVisibleForASMAndDRW,isVisibleForASM,isVisibleNonRootForASMAndDRW;var _this=this;return __generator(this,(function(_a){_super.prototype.init.call(this);shortcutMenu=eDwUIShortcutMenu_4.eDwUIShortcutMenu.get();if(!shortcutMenu.isEmpty()){shortcutMenu.addMenuSeparator(this.PluginGroupName)}isVisibleForASMAndDRW=function(iViewer,iIsSelected){return iIsSelected&&isNotPartModel(iViewer)};isVisibleForASM=function(iViewer,iIsSelected){return iIsSelected&&iViewer.getModel().isAssembly()};isVisibleNonRootForASMAndDRW=function(iViewer,iIsSelected){var model=iViewer.getModel();var modelViewHierNode=model.getActiveModelView().Hierarchy;var lastSelHierNode=iViewer.SelectionMgr.getLastSelHierarchyNode();return iIsSelected&&(model.isDrawing()||model.isAssembly()&&modelViewHierNode!==lastSelHierNode.Parent)};shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-hide-show",(function(iEvent,iUIItemJQ,iArg){var selMgr=_this.mViewer.SelectionMgr;var selHierNodes=selMgr.getSelHierarchyNodes();if(selHierNodes&&selHierNodes.length){(function(){return __awaiter(_this,void 0,void 0,(function(){var attrib,selHideShowCmd;return __generator(this,(function(_a){switch(_a.label){case 0:attrib={Visible:!selHierNodes[0].getAttribs().Visible};selHideShowCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selHideShowCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-transp-solid",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,selHierNodes,attrib,selTransSolidCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;selHierNodes=selMgr.getSelHierarchyNodes();if(!(selHierNodes&&selHierNodes.length))return[3,2];attrib={Opaque:!selHierNodes[0].getAttribs().Opaque};selTransSolidCmd=new eDwSetHierNodeAttribsCmd(this.mViewer,selHierNodes,attrib);return[4,eDwCommandMgr.get().run(selTransSolidCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleForASM);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-isolate",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var selMgr,showOnlyCmd;return __generator(this,(function(_a){switch(_a.label){case 0:selMgr=this.mViewer.SelectionMgr;showOnlyCmd=new eDwShowOnlyCmd(this.mViewer,selMgr.getSelHierarchyNodes());return[4,eDwCommandMgr.get().run(showOnlyCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isVisibleNonRootForASMAndDRW);shortcutMenu.addMenuItem(this.PluginGroupName,"edrawings-shortcut-show-all",(function(iEvent,iUIItemJQ,iArg){(function(){return __awaiter(_this,void 0,void 0,(function(){var showAllCmd;return __generator(this,(function(_a){switch(_a.label){case 0:showAllCmd=new eDwShowOnlyCmd(this.mViewer);return[4,eDwCommandMgr.get().run(showAllCmd,"commit")];case 1:_a.sent();return[2]}}))}))})();eDwUIShortcutMenu_4.eDwUIShortcutMenu.hide()}),isNotPartModel);this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item-button","click",(function(iEvent){console.debugLog("UIPlugin","HideShow menu button click");var selected=false;var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);var parentJQ=targetJQ.parent();eDwUIUtils.scrollToTarget(parentJQ);var selIDHC=eDwUIUtils.getIDHC(parentJQ);if(!isNaN(selIDHC)){var existingIdx=_this.mViewer.SelectionMgr.getSelectedNodeIDIndex(selIDHC);selected=existingIdx>-1?true:_this.mViewer.SelectionMgr.selectByID(selIDHC)}if(selected){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))})()}}));console.debugLog("UIPlugin","Added HideShow click event handler");this.mUIHTMLEventMgr.addDelegatedEventHandler("document .edrawings-submenu-list-item","mouseup",(function(iEvent){console.debugLog("UIPlugin","HideShow menu mouseup");var eventJQ=$(iEvent);var targetJQ=eDwUIUtils.getAsJQueryObj(iEvent.target);eDwUIUtils.scrollToTarget(targetJQ);if(!targetJQ||!targetJQ.length||!eventJQ||!eventJQ.length||targetJQ.hasClass("edrawings-root")||targetJQ.hasClass("edrawings-tree-arrow")||targetJQ.hasClass("edrawings-tree-expanded")||targetJQ.hasClass("edrawings-tree-icon")){return}if(!targetJQ.hasClass("edrawings-submenu-list-item"))return;var mouseEvent=iEvent;var pressedRMB=eDwKeyMgr_4.eDwKeyMgr.isRMBPressed(mouseEvent);var selected=false;var selIDHC=eDwUIUtils.getIDHC(targetJQ);if(utils.isNumber(selIDHC)){if(!eDwKeyMgr_4.eDwKeyMgr.get().isDown("Shift")){selected=_this.mViewer.SelectionMgr.selectByID(selIDHC)}else{var selector=".edrawings-submenu-list-item"+".edrawings-list-selected:has([data-hoopsid])";var filter=".edrawings-submenu-list-item:has([data-hoopsid])";var collectionPrevJQ=targetJQ.prevUntil(selector,filter);if(collectionPrevJQ.length===0||collectionPrevJQ.last().prev(selector).length===0){collectionPrevJQ=$([])}var collectionNextJQ=targetJQ.nextUntil(selector,filter);if(collectionNextJQ.length===0||collectionNextJQ.last().next(selector).length===0){collectionNextJQ=$([])}var collectionJQ=$([]).add(collectionPrevJQ).add(targetJQ).add(collectionNextJQ);collectionJQ.each((function(iIdx,iElement){var elementJQ=$(iElement);var selIDHC=eDwUIUtils.getIDHC(elementJQ);_this.mViewer.SelectionMgr.selectByID(selIDHC)}));selected=true;iEvent.preventDefault()}}else{selected=!targetJQ.hasClass("edrawings-list-selected");targetJQ[selected?"addClass":"removeClass"]("edrawings-list-selected")}(function(){return __awaiter(_this,void 0,void 0,(function(){var eventMgr,onSelectDoRMB;var _this=this;return __generator(this,(function(_a){eventMgr=eDwEventMgr.get();onSelectDoRMB=function(iViewer){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:eventMgr.removeEventHandlerFunc(eDwEvents_7.SelectEvent,"onSelectDoRMB");return[4,this.fireEvent(iEvent,eDwEvents_7.RightClickEvent)];case 1:_a.sent();return[2]}}))}))};if(selected&&pressedRMB){eventMgr.addEventHandlerFunc(eDwEvents_7.SelectEvent,onSelectDoRMB)}return[2]}))}))})()}));console.debugLog("UIPlugin","Added HideShow mouseup event handler");return[2]}))}))};eDwUIHierNodeVisMenuItemPlugin.prototype.check=function(iPluginName){return _super.prototype.check.call(this,iPluginName)||iPluginName===undefined};eDwUIHierNodeVisMenuItemPlugin.prototype.fireEvent=function(iEvent,iAppEvent){return __awaiter(this,void 0,void 0,(function(){var screenPos;return __generator(this,(function(_a){switch(_a.label){case 0:if(!iEvent||!iAppEvent||!this.mViewer)return[2];if(!(iAppEvent===eDwEvents_7.RightClickEvent))return[3,3];if(!utils.isOfType(iEvent,"clientX"))return[3,2];screenPos=new eDwTypes_16.HC.Point2(iEvent.clientX,iEvent.clientY);return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,screenPos,$(iEvent.target),this.PluginGroupName)];case 1:_a.sent();_a.label=2;case 2:return[3,5];case 3:if(!(iAppEvent===eDwEvents_7.UnselectEvent))return[3,5];return[4,eDwEventMgr.get().fireEvent(iAppEvent,this.mViewer,[])];case 4:_a.sent();_a.label=5;case 5:return[2]}}))}))};return eDwUIHierNodeVisMenuItemPlugin}(eDwUIBasePlugin_1.eDwUIBasePlugin);return eDwUIHierNodeVisMenuItemPlugin}));define("eDwUILayerHTMLGenerator",["require","exports","eDwUIHTMLGenerator","eDwLayer","utils"],(function(require,exports,eDwUIHTMLGenerator_2,eDwLayer,utils){"use strict";var eDwUILayerHTMLGenerator=function(_super){__extends(eDwUILayerHTMLGenerator,_super);function eDwUILayerHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUILayerHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,layers,_i,layers_2,layer;return __generator(this,(function(_a){generatedHTML="";layers=this.mViewer.getModel().getLayers();if(layers.length){generatedHTML+="
"+" "+""+"Name
"+"
"}for(_i=0,layers_2=layers;_i"};eDwUILayerHTMLGenerator.prototype.getPostSpanHTML=function(iAdditionalClasses){return""};eDwUILayerHTMLGenerator.prototype.shouldIncludeNode=function(iLayer){return true};eDwUILayerHTMLGenerator.prototype.forNodeGetName=function(iNode){return l_getLayer(iNode).getName()};eDwUILayerHTMLGenerator.prototype.forNodeGetID=function(iNode){return l_getLayer(iNode).getIDHC()};eDwUILayerHTMLGenerator.prototype.forNodeGetParentID=function(iNode){return NaN};eDwUILayerHTMLGenerator.prototype.forNodeGetChildren=function(iNode){var childNodes=[];if(this.mViewer.ViewerFeatureOpts.Debug){childNodes=l_getLayer(iNode).getNodeIDsHC()}return childNodes};eDwUILayerHTMLGenerator.prototype.forNodeGetDataAttributes=function(iNode){return""};eDwUILayerHTMLGenerator.prototype.forNodeGetDisplayStateCSSClass=function(iNode){return""};return eDwUILayerHTMLGenerator}(eDwUIHTMLGenerator_2.eDwUIHTMLGenerator);function l_getLayer(iNode){if(!utils.isInstanceOf(iNode,eDwLayer)){throw new Error("Not a layer:\n"+JSON.stringify(iNode))}return iNode}return eDwUILayerHTMLGenerator}));define("eDwUIMessageReporter",["require","exports","eDwUIUtils","utils"],(function(require,exports,eDwUIUtils,utils){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.showMessageInDebugPanel=exports.showMessagePanelFromCSScontent=exports.showResultPanel=exports.showServerLoadErrorPanel=void 0;function showServerLoadErrorPanel(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({},"edrawings-server-load-failure-1")];case 1:_a.sent();return[4,l_showServerError(iServerID,iModelCacheName)];case 2:_a.sent();return[2]}}))}))}exports.showServerLoadErrorPanel=showServerLoadErrorPanel;function showResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=false;if(!utils.isOfType(iResult,"ServerID"))return[3,2];return[4,l_showConversionResultPanel(iResult)];case 1:showButtons=_b.sent();return[3,5];case 2:_a=iResult.ErrorCode;return[3,3];case 3:return[4,l_showPanelGeneric(iResult)];case 4:showButtons=_b.sent();return[3,5];case 5:return[2,showButtons]}}))}))}exports.showResultPanel=showResultPanel;function showMessagePanelFromCSScontent(iTextClass,iOptions){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText(!!iOptions?iOptions:{},iTextClass)];case 1:_a.sent();return[4,l_showMessagePanel()];case 2:_a.sent();return[2]}}))}))}exports.showMessagePanelFromCSScontent=showMessagePanelFromCSScontent;function showMessageInDebugPanel(iMsg){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_showMessagePanel(iMsg,true,true)];case 1:_a.sent();return[2]}}))}))}exports.showMessageInDebugPanel=showMessageInDebugPanel;function l_showConversionResultPanel(iResult){return __awaiter(this,void 0,void 0,(function(){var showButtons,_a;return __generator(this,(function(_b){switch(_b.label){case 0:showButtons=l_shouldShowButtons();_a=iResult.ErrorCode;switch(_a){case"URLNotAccessible":return[3,1];case"UnsupportedFileType":return[3,4];case"UnknownLicenseError":return[3,7];case"LicenseVersionMismatch":return[3,10];case"NoMoreLicenses":return[3,13];case"CannotConnectToLicenseServer":return[3,16];case"LicenseExpired":return[3,19];case"UnknownError":return[3,22]}return[3,25];case 1:return[4,l_addParagraphToPanelText({"data-file-url":iResult.ErrorData[0]},"edrawings-server-url-inaccessible")];case 2:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_b.sent();return[3,29];case 4:return[4,l_addParagraphToPanelText({"data-file":iResult.FileName},"edrawings-server-unsupported-file-type")];case 5:_b.sent();return[4,l_showMessagePanel("",true,showButtons,"edrawings-error-title edrawings-dialog-no-close")];case 6:_b.sent();return[3,29];case 7:return[4,l_addParagraphToPanelText({},"edrawings-unknown-license-error")];case 8:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 9:_b.sent();return[3,29];case 10:return[4,l_addParagraphToPanelText({},"edrawings-license-version-mismatch-error")];case 11:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 12:_b.sent();return[3,29];case 13:return[4,l_addParagraphToPanelText({},"edrawings-no-licenses-error")];case 14:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 15:_b.sent();return[3,29];case 16:return[4,l_addParagraphToPanelText({},"edrawings-license-server-connection-error")];case 17:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 18:_b.sent();return[3,29];case 19:return[4,l_addParagraphToPanelText({},"edrawings-license-expired-error")];case 20:_b.sent();return[4,l_showMessagePanel("",true,false,"edrawings-warn-title edrawings-dialog-no-close")];case 21:_b.sent();return[3,29];case 22:return[4,l_addParagraphToPanelText({},"edrawings-unknown-error")];case 23:_b.sent();return[4,l_showServerError(iResult.ServerID,iResult.ModelCacheName)];case 24:_b.sent();return[3,29];case 25:if(!l_isDebug())return[3,27];return[4,l_showPanelGeneric(iResult)];case 26:_b.sent();return[3,28];case 27:showServerLoadErrorPanel(iResult.ServerID,iResult.ModelCacheName);_b.label=28;case 28:return[3,29];case 29:return[2,showButtons]}}))}))}function l_showPanelGeneric(iResult){return __awaiter(this,void 0,void 0,(function(){var _a,msg,classes,_i,_b,data;return __generator(this,(function(_c){switch(_c.label){case 0:_a=iResult.ErrorCode;switch(_a){case"AJAXFailure":return[3,1];case"IncompleteFileProcessing":return[3,4];case"ModelLoadInViewerFailed":return[3,7]}return[3,11];case 1:return[4,l_addParagraphToPanelText({},"edrawings-server-ajax-failure")];case 2:_c.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_c.sent();return[3,13];case 4:return[4,l_addParagraphToPanelText({},"edrawings-unable-process-file")];case 5:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 6:_c.sent();return[3,13];case 7:return[4,l_addParagraphToPanelText({"data-error-message":iResult.ErrorData[0]},"edrawings-viewer-load-failure")];case 8:_c.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iResult.ErrorData[1]},"edrawings-server-load-failure-3")];case 9:_c.sent();return[4,l_showMessagePanel("",true,true,"edrawings-error-title edrawings-dialog-no-close")];case 10:_c.sent();return[3,13];case 11:msg="";classes="edrawings-dialog-no-close";switch(iResult.ErrorCode){case"Error":classes+=" edrawings-error-title";break;case"Warn":classes+=" edrawings-warn-title";break;default:classes+=" edrawings-info-title";msg+="
"+iResult.ErrorCode+"
";break}for(_i=0,_b=iResult.ErrorData;_i<_b.length;_i++){data=_b[_i];msg+="
"+data+"
"}return[4,l_showMessagePanel(msg,true,false,classes)];case 12:_c.sent();return[3,13];case 13:return[2,l_shouldShowButtons()]}}))}))}function l_addParagraphToPanelText(iOptions,iTextClass){return __awaiter(this,void 0,void 0,(function(){function getValue(iValue){return typeof iValue==="string"?"'"+iValue+"'":iValue.toString()}var msgPanelTextJQ,div,optionKeys,_i,optionKeys_1,optionKey;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();div="
";msgPanelTextJQ.append(div);return[2]}}))}))}function l_showMessagePanel(iMsg,iModal,iShowButtons,iDlgClasses){if(iMsg===void 0){iMsg=""}if(iModal===void 0){iModal=true}if(iShowButtons===void 0){iShowButtons=false}if(iDlgClasses===void 0){iDlgClasses="edrawings-info-title edrawings-dialog-no-close"}return __awaiter(this,void 0,void 0,(function(){var msgPanelTextJQ,opts,msgPanel,msgPanelTitleJQ,text;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_getDialogPanelTextElem()];case 1:msgPanelTextJQ=_a.sent();if(iMsg)msgPanelTextJQ.html(iMsg);opts={modal:iModal,width:window.innerWidth*.6,minWidth:200,dialogClass:iDlgClasses,closeOnEscape:iShowButtons};msgPanel=$("#edrawings-dialog-panel");if(iShowButtons){$.extend(opts,{buttons:{Ok:function(){msgPanel.dialog("close")}},close:function(iEvent){$(".edrawings-dialog-content").remove()}})}$.extend(opts,{beforeClose:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().off("drop")},open:function(iEvent){eDwUIUtils.getAsJQueryObj(iEvent.target).closest(".ui-dialog").siblings(".ui-widget-overlay").addBack().on("drop",(function(iEvent2){iEvent2.preventDefault();iEvent2.stopPropagation()}))}});eDwUIUtils.hide("#WaitBanner",true);msgPanel.dialog(opts);if(iDlgClasses.indexOf("edrawings")>-1&&iDlgClasses.indexOf("title")>-1){msgPanelTitleJQ=msgPanel.prev().find(".ui-dialog-title");text="";if(msgPanelTitleJQ){text=msgPanelTitleJQ.css("content").replace(/^['"]+|\\|(;\s?})+|['"]$/g,"")}msgPanelTitleJQ.text(text)}return[2]}}))}))}function l_shouldShowButtons(){var viewerHTMLElem=$(eDwUIUtils.getViewerElementID()).get(0);return $._data(viewerHTMLElem,"events").dragover}function l_isDebug(){var viewerFeatOpts={Debug:false};eDwUIUtils.getRequestedQueryStringParams(location.href,viewerFeatOpts,false);return viewerFeatOpts.Debug||false}function l_getDialogPanelTextElem(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!!lDialogTextJQ.length)return[3,2];return[4,eDwUIUtils.loadPanel("#edrawings-dialog-panel","dialogpanel.html")];case 1:_a.sent();lDialogTextJQ=$("#edrawings-dialog-panel-text");_a.label=2;case 2:return[2,lDialogTextJQ]}}))}))}function l_showServerError(iServerID,iModelCacheName){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_addParagraphToPanelText({"data-server-id":iServerID},"edrawings-server-load-failure-2")];case 1:_a.sent();return[4,l_addParagraphToPanelText({"data-model-cache-name":iModelCacheName},"edrawings-server-load-failure-3")];case 2:_a.sent();return[4,l_showMessagePanel("",true,false,"edrawings-error-title edrawings-dialog-no-close")];case 3:_a.sent();return[2]}}))}))}var lDialogTextJQ=$()}));define("eDwUIModelViewHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_3){"use strict";var eDwUIModelViewHTMLGenerator=function(_super){__extends(eDwUIModelViewHTMLGenerator,_super);function eDwUIModelViewHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUIModelViewHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,modelViews,_i,modelViews_6,modelView,modelViewHierNode;return __generator(this,(function(_a){generatedHTML="";modelViews=this.mViewer.getModel().getModelViews();for(_i=0,modelViews_6=modelViews;_iparentRect.Width){posx=parentRect.Width-menuWidth-5}if(posy+menuHeight>parentRect.Height){posy=parentRect.Height-menuHeight-5}menuJQ.css({top:posy+"px",left:posx+"px"});eDwUIUtils.hide(c_menuID,false)};eDwUIShortcutMenu.hide=function(){eDwUIUtils.hide(c_menuID,true);eDwUIUtils.hide(c_menuID+" ul",true);eDwUIUtils.hide(c_menuID+" li",true)};return eDwUIShortcutMenu}();exports.eDwUIShortcutMenu=eDwUIShortcutMenu;var c_menuID="#edrawings-shortcut-menu";var c_divider="-";var c_dummyText="dummy";function l_validatePlugin(iPluginName){if(!iPluginName){console.debugLog("shortcutmenu","Missing menu group name.");throw new eDwGenericError("Missing menu group name.")}}function l_insertInMenu(iElementStyle,iPluginName,iCSSClassName,iParentMenuJQ){l_validatePlugin(iPluginName);var text=iCSSClassName==="edrawings-shortcut-divider"?c_divider:c_dummyText;var menuElemJQ=$("<"+iElementStyle+" class ='"+iCSSClassName+" edrawings-shortcut-menu-text'>"+text+"");menuElemJQ.attr("plugin-name",iPluginName);if(!menuElemJQ.attr("id")){menuElemJQ.attr("id",iCSSClassName+"-id")}iParentMenuJQ.append(menuElemJQ);iParentMenuJQ.menu("refresh");if(text===c_dummyText)menuElemJQ.text("");return menuElemJQ}function l_removeFromMenu(iParentMenuSelector,iPluginName,iMenuItemCSSClassName){return $(iParentMenuSelector).find("[plugin-name='"+iPluginName+"']"+iMenuItemCSSClassName).remove()}function l_getNumVisMenuItems(iPluginName){var menuItems=$(c_menuID+" li");var hiddenMenuItems=$(c_menuID+" li.edrawings-ui-hide");if(iPluginName){menuItems=menuItems.find("[plugin-name='"+iPluginName+"']");hiddenMenuItems=hiddenMenuItems.find("[plugin-name='"+iPluginName+"']")}return menuItems.length-hiddenMenuItems.length}function l_shouldBeVisible(iViewer,iArg){return typeof iArg==="boolean"?false:true}}));define("eDwUITableHTMLGenerator",["require","exports","eDwUIHTMLGenerator"],(function(require,exports,eDwUIHTMLGenerator_5){"use strict";var eDwUITableHTMLGenerator=function(_super){__extends(eDwUITableHTMLGenerator,_super);function eDwUITableHTMLGenerator(iViewer,iPanelUIID){return _super.call(this,iViewer,iPanelUIID)||this}eDwUITableHTMLGenerator.prototype.generateHTML=function(iAdditionalClasses){return __awaiter(this,void 0,void 0,(function(){var generatedHTML,activeModelView,tableNodes,_i,tableNodes_1,tableNode;return __generator(this,(function(_a){generatedHTML="";activeModelView=this.mViewer.getModel().getActiveModelView();if(activeModelView&&activeModelView.Hierarchy){tableNodes=activeModelView.Hierarchy.find("Category","table");for(_i=0,tableNodes_1=tableNodes;_i0))}}exports.searchPanelList=searchPanelList;function updateModelViewTargets(iModelView,iFilter,iTargetClass){var targetSpans=$("span[data-hoopsid='"+iModelView.Hierarchy.HOOPSID+"']");if(targetSpans.length>0){var viewTab=targetSpans.filter(iFilter);if(viewTab.length>0){var parentJQ=viewTab.parent();parentJQ.addClass(iTargetClass);scrollToTarget(parentJQ)}}}exports.updateModelViewTargets=updateModelViewTargets;function switchModelView(iEvent,iViewer,iClassForNodeID){var _this=this;if(!iEvent)return;var targetJQ=getAsJQueryObj(iEvent.target);if(!targetJQ.length)return;var modelViewDivJQ=$(iClassForNodeID,targetJQ);if(!modelViewDivJQ.length)return;var model=iViewer.getModel();var nodeIDHC=parseInt(modelViewDivJQ.data("hoopsid"),10);var modelViewHierNode=model.getHierarchyNode(nodeIDHC);var newModelView=modelViewHierNode.getModelView();var currModelView=model.getActiveModelView();if(newModelView===currModelView)return;(function(){return __awaiter(_this,void 0,void 0,(function(){var changeModelViewCmd;return __generator(this,(function(_a){switch(_a.label){case 0:changeModelViewCmd=new eDwChangeModelViewCmd(iViewer,newModelView);return[4,eDwCommandMgr.get().run(changeModelViewCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.switchModelView=switchModelView;function expandSelected(iViewer,iSelHierNode){var activeModelView=iViewer.getModel().getActiveModelView();function expandNode(iTargetJQ){if(!iTargetJQ.length)return;if(!iTargetJQ.hasClass("edrawings-tree-expanded")){var panelUIID=getUIPanelID(iTargetJQ);if(!$(panelUIID).is(":visible"))return;var gen=getUIGenerator(panelUIID);var offset=parseInt($(iTargetJQ).css("padding-left"),10);var nodeToExpand=parseInt(iTargetJQ.data("hoopsid"),10);var hierarchyNode=activeModelView.Nodes[nodeToExpand];var appendNode=iTargetJQ.closest(".edrawings-submenu-list-item");appendNode.after(gen.generateHTMLForChildNodes(hierarchyNode,false,offset));iTargetJQ.addClass("edrawings-tree-expanded")}}var hierNode=iSelHierNode.Parent;while(hierNode&&hierNode!==activeModelView.Hierarchy){var expandNodes=$('[data-hoopsid="'+hierNode.HOOPSID+'"][class~="edrawings-tree-arrow"]');$.each(expandNodes,(function(iIdx,iTarget){expandNode($(iTarget))}));hierNode=hierNode.Parent}}exports.expandSelected=expandSelected;function scrollToTreeNode(iSelHierNode,iSetSelected){var treeItem={node:$("span[data-hoopsid='"+iSelHierNode.HOOPSID+"']:not(.config-tab-text)"),ownerNode:$("div[data-hoopsid='"+iSelHierNode.HOOPSID+"']")};if(treeItem.ownerNode.length){var classAction_1=iSetSelected?"addClass":"removeClass";$.each(treeItem.node,(function(iIdx,iTarget){$(iTarget)[classAction_1]("edrawings-list-selected")}));$.each(treeItem.ownerNode,(function(iIdx,iTarget){var targetJQ=$(iTarget);targetJQ[classAction_1]("edrawings-list-selected");if(!targetJQ.hasClass("edrawings-submenu-list-item")){return}targetJQ.find(".edrawings-submenu-list-item-button")[classAction_1]("edrawings-list-option");var panel=targetJQ.closest(".edrawings-menu");var panelHiddenState=panel.is(":hidden");hide(panel.attr("id"),false);if(iSetSelected){scrollToTarget(targetJQ,panelHiddenState?"none":"slow")}hide(panel.attr("id"),panelHiddenState)}))}}exports.scrollToTreeNode=scrollToTreeNode;function addCloseEventHandler(iPanelID,iUIHTMLEventMgr){iUIHTMLEventMgr.addDelegatedEventHandler(iPanelID+" .edrawings-menu-close","click",(function(iEvent){hide(iPanelID,true)}))}exports.addCloseEventHandler=addCloseEventHandler;function deactivateMoveInput(iInputEventIDSuffix){$(document).off("mousemove"+iInputEventIDSuffix);$(document).off("mousedown"+iInputEventIDSuffix);$(document).off("mouseup"+iInputEventIDSuffix);$(document).off("click"+iInputEventIDSuffix)}exports.deactivateMoveInput=deactivateMoveInput;function loadComponentHTML(){return __awaiter(this,void 0,void 0,(function(){var loadPromises;return __generator(this,(function(_a){switch(_a.label){case 0:loadPromises=[];utils.appendToArray(loadPanel("#edrawings-sheet-tree-menu","sheetspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-layer-control-menu","layerspanel.html"),loadPromises);utils.appendToArray(loadPanel("#edrawings-debug-menu","debugpanel.html"),loadPromises);return[4,Promise.all(loadPromises)];case 1:_a.sent();return[2]}}))}))}exports.loadComponentHTML=loadComponentHTML;function inhibitEventBehavior(iEvent){iEvent.preventDefault();iEvent.stopPropagation()}exports.inhibitEventBehavior=inhibitEventBehavior;function populateModelViewPanel(iViewer,iPanelUIID,iTextClass){return __awaiter(this,void 0,void 0,(function(){var listModelViewMenu,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:listModelViewMenu=$(iPanelUIID+" .edrawings-submenu-list");listModelViewMenu.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=listModelViewMenu).append;return[4,gen.generateHTML(iTextClass)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}exports.populateModelViewPanel=populateModelViewPanel;function addPanelModeEvents(iPanelID,iInputEventIDSuffix,iButtonID){var click="click"+iInputEventIDSuffix;$(document).on(click,iPanelID+" .edrawings-menu-panel-arrow-collapse",(function(iJQEvent){var msg="Panel resize: "+click;console.debugLog("UIPanelResize",msg);iJQEvent.preventDefault();var panelJQ=$(iPanelID);panelJQ.toggleClass("edrawings-collapsed");var activeButtonJQ=iButtonID?$(iButtonID):undefined;positionMenuPanelArrowCollapseButton(panelJQ,activeButtonJQ);iJQEvent.stopImmediatePropagation()}));var panelJQ=$(iPanelID);panelJQ.removeClass("edrawings-collapsed");l_setMenuPanelArrowCollapseButtonPosition(panelJQ);fixMenuPanelInwardToolbar(panelJQ)}exports.addPanelModeEvents=addPanelModeEvents;function getText(iElement){return $(iElement).text().trim()}exports.getText=getText;function getTarget(iTargetJQ){return iTargetJQ.hasClass("config-tab-text")?iTargetJQ.parent():iTargetJQ}exports.getTarget=getTarget;function getSpanText(iTargetJQ){var target=getTarget(iTargetJQ);if(!target.is("span")){target=target.find("span")}if(!target||!target.length)return"";return target[0].innerText}exports.getSpanText=getSpanText;function loadPanel(iElemOrClassID,iPanelHTML){return __awaiter(this,void 0,void 0,(function(){var loaded,iExcp_16;return __generator(this,(function(_a){switch(_a.label){case 0:if(!eDwServiceMgr.usesWebServices())return[2,false];loaded=false;_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,eDwServiceMgr.get().load(iElemOrClassID,iPanelHTML)];case 2:_a.sent();loaded=true;console.debugLog("PanelLoad","Loaded panel id = "+iElemOrClassID+" HTML file = "+iPanelHTML);return[3,4];case 3:iExcp_16=_a.sent();console.debugLog("PanelLoad","Failed to load "+iPanelHTML+": "+iExcp_16.message);return[3,4];case 4:return[2,loaded]}}))}))}exports.loadPanel=loadPanel;function hide(iSelector,iOff){var selJQ=$(iSelector);selJQ[iOff?"addClass":"removeClass"]("edrawings-ui-hide");return selJQ}exports.hide=hide;function getRequestedQueryStringParams(iURL,ioViewerFeatOpts,iWarnOfOtherParams){if(iWarnOfOtherParams===void 0){iWarnOfOtherParams=true}var hashes=iURL.slice(iURL.indexOf("?")+1).split("&");for(var i=0;i1){var strVal=hash[1];var val=strVal==="true"?true:strVal==="false"?false:strVal;if(ioViewerFeatOpts.hasOwnProperty(hash[0])){ioViewerFeatOpts[hash[0]]=val}else if(iWarnOfOtherParams){console.warn(hash[0]+" is not a valid query parameter.")}}}}exports.getRequestedQueryStringParams=getRequestedQueryStringParams;function getPosition(iTargetJQ){var ret={top:0,left:0};if(iTargetJQ)ret=iTargetJQ.position();return ret}exports.getPosition=getPosition;function scrollToTarget(iTargetJQ,iAnimationSpeed){if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}var animationSpeed=iAnimationSpeed;var targetOffset=iTargetJQ.offset();var targetParentJQ=iTargetJQ.parent();if(targetParentJQ.length&&targetParentJQ[0]===$(document)[0]){return false}var targetParentOffset=targetParentJQ.offset();var updated=false;if(targetParentJQ[0].scrollWidth>targetParentJQ.width()){var targetParentPaddingLeft=parseInt(targetParentJQ.css("paddingLeft"));var diff=l_computeTargetMinimalAdjustment(targetOffset.left,parseInt(iTargetJQ.css("marginLeft"))+parseInt(iTargetJQ.css("borderLeftWidth"))+iTargetJQ[0].scrollWidth+parseInt(iTargetJQ.css("borderRightWidth"))+parseInt(iTargetJQ.css("marginRight")),targetParentOffset.left+parseInt(targetParentJQ.css("marginLeft"))+parseInt(targetParentJQ.css("borderLeftWidth"))+targetParentPaddingLeft,targetParentJQ[0].clientWidth-targetParentPaddingLeft-parseInt(targetParentJQ.css("paddingRight")));if(diff!==0){var pos=targetParentJQ.scrollLeft()+diff;if(Math.abs(diff)>targetParentJQ.width()){var targetJQpostionLeft=iTargetJQ.position().left;pos=targetParentJQ.scrollLeft()+targetJQpostionLeft}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollLeft");updated=true}}if(targetParentJQ[0].scrollHeight>targetParentJQ.height()){var targetParentPaddingTop=parseInt(targetParentJQ.css("paddingTop"));var diff=l_computeTargetMinimalAdjustment(targetOffset.top,parseInt(iTargetJQ.css("marginTop"))+parseInt(iTargetJQ.css("borderTopWidth"))+iTargetJQ[0].scrollHeight+parseInt(iTargetJQ.css("borderBottomWidth"))+parseInt(iTargetJQ.css("marginBottom")),targetParentOffset.top+parseInt(targetParentJQ.css("marginTop"))+parseInt(targetParentJQ.css("borderTopWidth"))+targetParentPaddingTop,targetParentJQ[0].clientHeight-targetParentPaddingTop-parseInt(targetParentJQ.css("paddingBottom")));if(diff!==0){var pos=targetParentJQ.scrollTop()+diff;if(Math.abs(diff)>targetParentJQ.height()){var targetJQpostionTop=iTargetJQ.position().top;pos=targetParentJQ.scrollTop()+targetJQpostionTop}else{animationSpeed="none"}l_scrollToTarget(targetParentJQ,pos,animationSpeed,"scrollTop");updated=true}}return updated}exports.scrollToTarget=scrollToTarget;function getIDHC(iTargetJQ){if(!iTargetJQ)return Number.NaN;return parseInt(iTargetJQ.data("hoopsid"),10)}exports.getIDHC=getIDHC;function activateUI(iButtonID,iPanelID){return __awaiter(this,void 0,void 0,(function(){var panelJQ,buttonJQ;return __generator(this,(function(_a){switch(_a.label){case 0:if(iPanelID){panelJQ=hide(iPanelID,false).addClass("active");fixMenuPanelInwardToolbar(panelJQ)}if(!iButtonID)return[3,2];buttonJQ=$(iButtonID);buttonJQ.addClass("active-button");scrollToTarget(buttonJQ,"none");return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.ActivateUIOpEvent,buttonJQ)];case 1:_a.sent();_a.label=2;case 2:return[2]}}))}))}exports.activateUI=activateUI;function deactivateUI(iButtonCSSClassName,iPanelCSSClassName){if(iButtonCSSClassName===void 0){iButtonCSSClassName=""}if(iPanelCSSClassName===void 0){iPanelCSSClassName=""}return __awaiter(this,void 0,void 0,(function(){var activeButtonsJQ,panelsJQ;return __generator(this,(function(_a){switch(_a.label){case 0:activeButtonsJQ=$(iButtonCSSClassName+".active-button");if(!activeButtonsJQ.length)return[3,2];return[4,eDwEventMgr.get().fireEvent(eDwEvents_9.DeactivateUIOpEvent,activeButtonsJQ)];case 1:_a.sent();activeButtonsJQ.removeClass("active-button");_a.label=2;case 2:panelsJQ=hide(iPanelCSSClassName+".active",true).removeClass("active");panelsJQ.each((function(iIdx,iPanel){fixMenuPanelInwardToolbar($(iPanel),true)}));return[2,activeButtonsJQ]}}))}))}exports.deactivateUI=deactivateUI;function isIDInJQuery(iListJQ,iID){var inJQList=false;for(var key in iListJQ){if(iListJQ[key].id===iID){inJQList=true;break}}return inJQList}exports.isIDInJQuery=isIDInJQuery;function isStateOn(iID){return $(iID).hasClass("state-on-button")}exports.isStateOn=isStateOn;function resetToHomeView(iViewer){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){var resetCmd;return __generator(this,(function(_a){switch(_a.label){case 0:resetCmd=new eDwResetCmd(iViewer);return[4,eDwCommandMgr.get().run(resetCmd,"commit")];case 1:_a.sent();return[2]}}))}))})()}exports.resetToHomeView=resetToHomeView;function getViewerElementName(){return"edrawings-viewer"}exports.getViewerElementName=getViewerElementName;function getViewerElementID(){return"#"+getViewerElementName()}exports.getViewerElementID=getViewerElementID;function makeResult(iExcp){var result={ErrorCode:"UnknownError",ErrorData:[]};if(iExcp instanceof eDwResultError){result=iExcp.Result}else if(iExcp instanceof eDwAJAXError){result.ErrorCode=iExcp.ErrorCode;result.ErrorData=[iExcp.message]}else{result.ErrorCode=iExcp.name;result.ErrorData=[iExcp.message]}return result}exports.makeResult=makeResult;function viewFile(iModelName,iModelKey,iParams,iContainerName,iModelData){return __awaiter(this,void 0,void 0,(function(){function createViewer(iWebSocketEndpoint){if(iWebSocketEndpoint===""){return null}var streamAlways=iParams.StreamAlwaysConnected;var streamModes=eDwTypes_17.HC.StreamingMode;var webViewerInfo={};webViewerInfo.containerId=iContainerName;webViewerInfo.model=iModelKey;webViewerInfo.endpointUri=iWebSocketEndpoint;webViewerInfo.streamingMode=streamAlways?streamModes.Interactive:streamModes.All;webViewerInfo.streamingMode=iModelData?null:webViewerInfo.streamingMode;webViewerInfo.buffer=iModelData;webViewerInfo.boundingPreviewMode=eDwTypes_17.HC.BoundingPreviewMode.None;eDwEventMgr.get().addEventHandlerFunc(eDwEvents_9.GLContextLostEvent,c_onContextLost);var viewer=new eDwView(webViewerInfo,iParams);hide("#"+iContainerName,false);if(iModelName){$("#edrawings-filename-text").html(decodeURIComponent(iModelName))}var modelName=!iModelName&&iModelKey?iModelKey:iModelName;if(!modelName)return null;if(modelName.search(".zip")>-1){modelName=modelName.substring(0,modelName.length-4)}console.debugLog("ModelLoad","Created new edw viewer");return viewer}var wsEndPt,_a;return __generator(this,(function(_b){switch(_b.label){case 0:if(!iModelData)return[3,1];_a=null;return[3,3];case 1:return[4,eDwServiceMgr.get().getWebSocketEndpoint(iModelKey,iParams.WebSocketEndpoint)];case 2:_a=_b.sent();_b.label=3;case 3:wsEndPt=_a;return[2,createViewer(wsEndPt)]}}))}))}exports.viewFile=viewFile;function fixMenuPanelInwardToolbar(iPanelJQ,iToClear){if(iToClear===void 0){iToClear=false}if(iToClear){iPanelJQ.removeClass("edrawings-collided");return}if(iPanelJQ.hasClass("edrawings-hud-menu")){var panel=iPanelJQ[0];if(panel.scrollHeight>panel.clientHeight){iPanelJQ.addClass("edrawings-collided")}else{iPanelJQ.removeClass("edrawings-collided")}}else if(iPanelJQ.hasClass("edrawings-submenu")){var wrapperJQ=iPanelJQ.find(".edrawings-menu-panel-wrapper");var wasCollided=iPanelJQ.hasClass("edrawings-collided");if(iPanelJQ[0].scrollHeight>iPanelJQ[0].clientHeight&&iPanelJQ[0].scrollHeight-iPanelJQ[0].clientHeight>1||wrapperJQ[0].scrollHeight>wrapperJQ[0].clientHeight&&wrapperJQ[0].scrollHeight-wrapperJQ[0].clientHeight>1){if(!wasCollided){iPanelJQ.addClass("edrawings-collided")}iPanelJQ.addClass("edrawings-wiggle");setTimeout((function(){iPanelJQ.removeClass("edrawings-wiggle")}),0)}else{iPanelJQ.removeClass("edrawings-collided");if(wasCollided){fixMenuPanelInwardToolbar(iPanelJQ)}}}}exports.fixMenuPanelInwardToolbar=fixMenuPanelInwardToolbar;function positionMenuPanelArrowCollapseButton(iPanelJQ,iButtonJQ){if(!iPanelJQ.hasClass("edrawings-collapsed")){l_setMenuPanelArrowCollapseButtonPosition(iPanelJQ);fixMenuPanelInwardToolbar(iPanelJQ)}else{if(iButtonJQ){var arrowCollapseButtonJQ=iPanelJQ.find(".edrawings-menu-panel-arrow-collapse");var activeButtonRect=iButtonJQ[0].getBoundingClientRect();var arrowCollapseButtonRect=arrowCollapseButtonJQ[0].getBoundingClientRect();var diffTop=activeButtonRect.top-arrowCollapseButtonRect.top;l_setMenuPanelArrowCollapseButtonPosition(arrowCollapseButtonJQ,arrowCollapseButtonJQ.position().top+diffTop)}fixMenuPanelInwardToolbar(iPanelJQ,true)}}exports.positionMenuPanelArrowCollapseButton=positionMenuPanelArrowCollapseButton;function executeScrolling(iDiffX,iDiffY,iContentJQ,iBarJQ){var contentParentJQ=iContentJQ.parent();var leftButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-left)");var rightButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-right)");var upButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-up)");var downButtonWrapperJQ=contentParentJQ.find(".edrawings-arrow-wrapper:has(> .edrawings-arrow-down)");if(iContentJQ[0].scrollWidth>iContentJQ.width()){var scrollLeft=iContentJQ.scrollLeft();var newScrollLeft=scrollLeft+iDiffX;iContentJQ.scrollLeft(newScrollLeft);adjustScrollArrows(iContentJQ.scrollLeft(),iContentJQ[0].scrollWidth,iContentJQ.width(),true,leftButtonWrapperJQ,rightButtonWrapperJQ,iBarJQ)}if(iContentJQ[0].scrollHeight>iContentJQ.height()){var scrollTop=iContentJQ.scrollTop();var newScrollTop=scrollTop+iDiffY;iContentJQ.scrollTop(newScrollTop);adjustScrollArrows(iContentJQ.scrollTop(),iContentJQ[0].scrollHeight,iContentJQ.height(),false,upButtonWrapperJQ,downButtonWrapperJQ,iBarJQ)}return iDiffX!==0||iDiffY!==0}exports.executeScrolling=executeScrolling;function enableScrollOnTouch(ioUIHTMLEventMgr,iContentJqSel,iBarJqSel,iHandlerOnScroll){var _this=this;var contentJQ=$(iContentJqSel);var barJQ=iBarJqSel?$(iBarJqSel):undefined;var hasScrolled=false;var stopClickTarget;var stopClickPropagation=false;ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchstart",(function(iEventStart){hasScrolled=false;stopClickPropagation=false;stopClickTarget=undefined;var touchEventStart=iEventStart;var lastScreenX=touchEventStart.changedTouches[0].screenX;var lastScreenY=touchEventStart.changedTouches[0].screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchmove",(function(iEventMove){var touchEventMove=iEventMove;var xDiff=touchEventMove.changedTouches[0].screenX-lastScreenX;lastScreenX=touchEventMove.changedTouches[0].screenX;var yDiff=touchEventMove.changedTouches[0].screenY-lastScreenY;lastScreenY=touchEventMove.changedTouches[0].screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,iHandlerOnScroll()];case 1:_a.sent();return[2]}}))}))})()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchend",(function(iEvent){var touchEvent=iEvent;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");if(hasScrolled){touchEvent.preventDefault();touchEvent.stopPropagation();stopClickPropagation=true;stopClickTarget=touchEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"touchcancel",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");hasScrolled=false;stopClickPropagation=false}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousedown",(function(iEvent){hasScrolled=false;stopClickPropagation=false;if(!eDwKeyMgr_5.eDwKeyMgr.isLMBPressed(iEvent)){return}var eventDown=iEvent;var lastScreenX=eventDown.screenX;var lastScreenY=eventDown.screenY;ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mousemove",(function(iEventMove){var eventMove=iEventMove;var xDiff=eventMove.screenX-lastScreenX;var yDiff=eventMove.screenY-lastScreenY;lastScreenX=eventMove.screenX;lastScreenY=eventMove.screenY;var updated=executeScrolling(-xDiff,-yDiff,contentJQ,barJQ);if(updated&&iHandlerOnScroll){iHandlerOnScroll()}hasScrolled=hasScrolled||updated}))}));ioUIHTMLEventMgr.addEventHandler(iContentJqSel,"mouseup",(function(iEvent){ioUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");if(hasScrolled){iEvent.stopImmediatePropagation();iEvent.preventDefault();stopClickPropagation=true;stopClickTarget=iEvent.target}else{stopClickPropagation=false;stopClickTarget=undefined}hasScrolled=false}));var propagationHandler=function(iEvent2){if(stopClickPropagation&&iEvent2.target===stopClickTarget){iEvent2.stopImmediatePropagation();iEvent2.preventDefault()}stopClickPropagation=false;stopClickTarget=undefined};var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*");contentJQ.on(dataKey,"*",propagationHandler)}exports.enableScrollOnTouch=enableScrollOnTouch;function disableScrollOnTouch(iUIHTMLEventMgr,iContentJqSel){iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchstart");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchmove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchend");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"touchcancel");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousedown");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mousemove");iUIHTMLEventMgr.removeEventHandlers(iContentJqSel,"mouseup");var contentJQ=$(iContentJqSel);var nameSpace=iContentJqSel.replace(/[\.\s]/g,"");var dataKey="click.edw."+nameSpace;contentJQ.off(dataKey,"*")}exports.disableScrollOnTouch=disableScrollOnTouch;function adjustScrollArrows(iOffset,iRange,iVisibleRange,isHorizonatalScrolling,iDecreaseWrapperJQ,iIncreaseWrapperJQ,iBarJQ){if(iOffset<=0){iDecreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}else{iDecreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-left":"edrawings-removed-arrow-up")}}if(iOffset+iVisibleRange>=iRange){iIncreaseWrapperJQ.addClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.addClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}else{iIncreaseWrapperJQ.removeClass("edrawings-disabled-button");if(iBarJQ){iBarJQ.removeClass(isHorizonatalScrolling?"edrawings-removed-arrow-right":"edrawings-removed-arrow-down")}}}exports.adjustScrollArrows=adjustScrollArrows;function getAsJQueryObj(iObj){return iObj?$(iObj):$()}exports.getAsJQueryObj=getAsJQueryObj;var l_generators={};function l_getAllDisplayStateCSSClasses(iHierNode){var classes="";for(var displayState in eDwNodeAttributes_4.NodeDisplayState){classes+="edrawings-"+iHierNode.Category+"-"+displayState.toLowerCase()+" "}return classes}function l_populatePanel(iViewer,iCategoryName,iListID,iPanelUIID,iAdditionalClasses){if(iAdditionalClasses===void 0){iAdditionalClasses=""}return __awaiter(this,void 0,void 0,(function(){var activeModelView,list,gen,_a,_b;return __generator(this,(function(_c){switch(_c.label){case 0:activeModelView=iViewer.getModel().getActiveModelView();if(!activeModelView||!activeModelView.Hierarchy)return[2];list=$(iListID);list.empty();gen=getUIGenerator(iPanelUIID);_b=(_a=list).append;return[4,gen.generateHTML(iAdditionalClasses)];case 1:_b.apply(_a,[_c.sent()]);return[2]}}))}))}function l_populateLayerPanel(iViewer){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,l_populatePanel(iViewer,"layer","#edrawings-layer-control-list","#edrawings-layer-control-menu")];case 1:_a.sent();return[2]}}))}))}function l_populateDebugPanel(iViewer){var list=$("#edrawings-debug-menu .edrawings-submenu-list");list.empty();var gen=getUIGenerator("#edrawings-debug-menu");var model=iViewer.getModel();var modelView=model.getActiveModelView();if(modelView&&modelView.Hierarchy){var layers=model.getLayers();for(var _i=0,layers_3=layers;_iiReferenceSide+iReferenceOffset){diff=iTargetSide+iTargetOffset-(iReferenceSide+iReferenceOffset)}return diff}function l_scrollToTarget(iTargetJQ,iPos,iAnimationSpeed,iStartPos){var _a;if(iAnimationSpeed===void 0){iAnimationSpeed="slow"}if(iStartPos===void 0){iStartPos="scrollTop"}if(!iTargetJQ)return;if(iAnimationSpeed==="none"){iTargetJQ[iStartPos](iPos)}else{iTargetJQ.animate((_a={},_a[iStartPos]=iPos,_a),iAnimationSpeed)}}}));define("eDwUnits",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.cDefaultAngleUnit=exports.cDefaultLengthUnit=exports.LengthTypeValues=exports.AngleTypeValues=void 0;exports.AngleTypeValues=["degree","radian"];exports.LengthTypeValues=["millimeter","centimeter","meter","inch","foot","footAndInch"];exports.cDefaultLengthUnit="millimeter";exports.cDefaultAngleUnit="degree"}));define("eDwView",["require","exports","eDwSelMgr","eDwXSectionMgr","eDwViewMgr","eDwTimer","eDwOperatorBaseDeps","eDwEventMgr","eDwHistoryMgr","eDwModel","eDwTypes","eDwEvents","eDwTouchOpsMgr","eDwTableMgr"],(function(require,exports,eDwSelMgr,eDwXSectionMgr,eDwViewMgr,eDwTimer,eDwOperatorBaseDeps_2,eDwEventMgr,eDwHistoryMgr,eDwModel,eDwTypes_18,eDwEvents_10,eDwTouchOpsMgr,eDwTableMgr){"use strict";var eDwView=function(){function eDwView(iViewerInfo,iFeatureOptions){this.mElemID=iViewerInfo.containerId||"";this.HCViewer=new eDwTypes_18.HC.WebViewer(iViewerInfo);this.mTimer=new eDwTimer;this.ViewerFeatureOpts=iFeatureOptions;this.mDrawMode=iFeatureOptions.RenderType||"ShadedWithEdges";this.OperatorMgr=new eDwOperatorBaseDeps_2.eDwOperatorMgr(this);this.TableMgr=new eDwTableMgr(this);var streamAll=this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All;var timeBeforeTimeout=streamAll?14400:120;var timeBeforeWarnTimeout=timeBeforeTimeout-10;this.HCViewer.setClientTimeout(timeBeforeTimeout,timeBeforeWarnTimeout);this.mInitCamera=null;this.mModelKey=iViewerInfo.model||"";this.setupWebViewer()}eDwView.prototype.getHCView=function(){return this.HCViewer.view};eDwView.prototype.getHCMarkupManager=function(){return this.HCViewer.markupManager};eDwView.prototype.getModel=function(){if(!this.mModel){this.mModel=new eDwModel(this)}return this.mModel};eDwView.prototype.processProductStructure=function(){return __awaiter(this,void 0,void 0,(function(){var model,activeModelView,modelViewDefCamera;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:this.mInitCamera=this.getHCView().getCamera();model=this.getModel();activeModelView=model.getActiveModelView();modelViewDefCamera=activeModelView.getDefaultCamera();if(modelViewDefCamera)this.mInitCamera=modelViewDefCamera;this.ViewMgr.setCamera(this.mInitCamera);$("#"+this.mElemID).trigger("edw:ModelDataLoadComplete",this);return[4,this.finishInit()];case 1:_a.sent();if(this.HCViewer.getStreamingMode()===eDwTypes_18.HC.StreamingMode.All){this.HCViewer.waitForIdle().then((function(){l_closeHCConnection(_this)}))}return[2]}}))}))};eDwView.prototype.setupWebViewer=function(){var _this=this;var processingSelection=false;var eventMgr=eDwEventMgr.get();function deprecatedCallback(iDeprecatedFuncName){var argArray=[];for(var key in arguments){argArray.push(arguments[key])}console.debugLog("Deprecated","Deprecated call: "+argArray.join("."))}this.mHCCallbacksObj={sceneReady:function(){console.debugLog("ViewerLoad","Scene ready");_this.HCViewer.resizeCanvas()},streamingActivated:function(){console.debugLog("Viewer","Streaming activated")},streamingDeactivated:function(){console.debugLog("Viewer","Streaming deactivated")},selection:function(iSelEvent){if(!processingSelection){processingSelection=true;try{(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){this.SelectionMgr.onSelection(iSelEvent);return[2]}))}))})()}catch(iException){}processingSelection=false}},timeoutWarning:function(iRemainingMinutes){console.debugLog("Viewer","Inactivity timeout pending in "+iRemainingMinutes+" minutes.");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole()},timeout:function(){console.debugLog("Viewer","Inactivity timeout");_this.mTimer.ellapsed();_this.mTimer.dumpToConsole();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.TimeoutEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},modelLoadFailure:function(iModelName,iReason){console.warn("Model "+iModelName+" load failed: "+iReason);$("#"+_this.mElemID).trigger("edw:ModelLoadFailed",[_this,iModelName,iReason]);l_closeHCConnection(_this)},deprecated:deprecatedCallback,info:function(iInfoType,iMsg){console.debugLog("Debug",iInfoType.toString()+" "+iMsg)},missingModel:function(iModelPath){console.debugLog("Debug","Missing model: "+iModelPath);l_closeHCConnection(_this)},webGlContextLost:function(){console.debugLog("Debug","Browser lost GL context! Render incomplete!!");(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.GLContextLostEvent,this)];case 1:_a.sent();return[2]}}))}))})();l_closeHCConnection(_this)},assemblyTreeReady:function(){console.debugLog("ViewerLoad","Assembly tree ready.")},modelStructureReady:function(){console.debugLog("ViewerLoad","Model structure ready.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},modelSwitched:function(){console.debugLog("ViewerLoad","Model switch done.");$("#"+_this.mElemID).trigger("edw:ModelLoaded",_this)},viewCreated:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewCreatedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewLoaded:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewLoadedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},viewDeleted:function(iHCView){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.ViewDeletedEvent,iHCView)];case 1:_a.sent();return[2]}}))}))})()},camera:function(iCamera){(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eventMgr.fireEvent(eDwEvents_10.CameraChangeEvent,iCamera)];case 1:_a.sent();return[2]}}))}))})()}};this.HCViewer.setCallbacks(this.mHCCallbacksObj);this.HCViewer.start()};eDwView.prototype.getInitCamera=function(){return this.mInitCamera};eDwView.prototype.getCurrModelKey=function(){return this.mModelKey};eDwView.prototype.unregister=function(){var _this=this;if(this.HCViewer)this.HCViewer.unsetCallbacks(this.mHCCallbacksObj);this.OperatorMgr.unregisterAll();(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DoneEvent,this)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.destroy=function(){this.HCViewer.shutdown()};eDwView.prototype.setExplosionLevel=function(iLevel){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCViewer.explodeManager.setMagnitude(iLevel)];case 1:_a.sent();return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ExplodeLevelChangeEvent,this,iLevel)];case 2:_a.sent();return[2]}}))}))})()};eDwView.prototype.getExplosionLevel=function(){return this.HCViewer.explodeManager.getMagnitude()};eDwView.prototype.getDrawMode=function(){return this.mDrawMode};eDwView.prototype.setDrawMode=function(iValue){var _this=this;var viewHC=this.getHCView();var settingsHC=viewHC.getHiddenLineSettings();switch(iValue){case"ShadedWithEdges":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.WireframeOnShaded);break;case"Shaded":viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.Shaded);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.Shaded);break;case"HiddenLinesRemoved":settingsHC.setObscuredLineOpacity(0);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"HiddenLinesVisible":settingsHC.setObscuredLineOpacity(.5);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;case"Wireframe":settingsHC.setObscuredLineOpacity(1);viewHC.setDrawMode(eDwTypes_18.HC.DrawMode.HiddenLine);this.SelectionMgr.setColorForViewMode(eDwTypes_18.HC.DrawMode.HiddenLine);break;default:throw new Error("Unknown draw mode: "+iValue)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.mDrawMode=iValue;return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.DrawModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})()};eDwView.prototype.getPerspectiveMode=function(){return this.getHCView().getProjectionMode()===eDwTypes_18.HC.Projection.Perspective};eDwView.prototype.setPerspectiveMode=function(iValue){var _this=this;if(!iValue){this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Orthographic)}else{this.getHCView().setProjectionMode(eDwTypes_18.HC.Projection.Perspective)}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.ProjModeChangeEvent,this,iValue)];case 1:_a.sent();return[2]}}))}))})();return iValue};eDwView.prototype.resetDrawMode=function(){this.setDrawMode(this.ViewerFeatureOpts.RenderType||"ShadedWithEdges")};eDwView.prototype.initializeManagers=function(){new eDwSelMgr(this);new eDwXSectionMgr(this);new eDwViewMgr(this);new eDwTouchOpsMgr(this)};eDwView.prototype.drawDebugBoundingBox=function(iBBox){return __awaiter(this,void 0,void 0,(function(){var modelHC,beautifulGreen,vmin,vmax,p0,p1,p2,p3,p4,p5,p6,p7,polylineData0,polylineData1,polylineData2,polylineData3,rgba,i,tmp,boxMesh,key,meshInstance;return __generator(this,(function(_a){switch(_a.label){case 0:modelHC=this.getModel().getHCModel();beautifulGreen=new eDwTypes_18.HC.Color(0,255,0);vmin=iBBox.min;vmax=iBBox.max;p0=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmax.z);p1=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmax.z);p2=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmax.z);p3=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmax.z);p4=new eDwTypes_18.HC.Point3(vmin.x,vmin.y,vmin.z);p5=new eDwTypes_18.HC.Point3(vmin.x,vmax.y,vmin.z);p6=new eDwTypes_18.HC.Point3(vmax.x,vmax.y,vmin.z);p7=new eDwTypes_18.HC.Point3(vmax.x,vmin.y,vmin.z);polylineData0=[p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p2.x,p2.y,p2.z,p3.x,p3.y,p3.z,p0.x,p0.y,p0.z];polylineData1=[p4.x,p4.y,p4.z,p5.x,p5.y,p5.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z,p4.x,p4.y,p4.z];polylineData2=[p4.x,p4.y,p4.z,p0.x,p0.y,p0.z,p1.x,p1.y,p1.z,p5.x,p5.y,p5.z,p4.x,p4.y,p4.z];polylineData3=[p7.x,p7.y,p7.z,p3.x,p3.y,p3.z,p2.x,p2.y,p2.z,p6.x,p6.y,p6.z,p7.x,p7.y,p7.z];rgba=[];for(i=0;i<5;i++){tmp=[beautifulGreen.r,beautifulGreen.g,beautifulGreen.b,255];rgba=rgba.concat(tmp)}boxMesh=new eDwTypes_18.HC.MeshData;boxMesh.addPolyline(polylineData0,rgba);boxMesh.addPolyline(polylineData1,rgba);boxMesh.addPolyline(polylineData2,rgba);boxMesh.addPolyline(polylineData3,rgba);return[4,modelHC.createMesh(boxMesh)];case 1:key=_a.sent();meshInstance=new eDwTypes_18.HC.MeshInstanceData(key);return[2,modelHC.createMeshInstance(meshInstance)]}}))}))};eDwView.prototype.finishInit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_10.InitEvent,this)];case 1:_a.sent();this.HCViewer.sheetManager.setBackgroundSheetEnabled(false);eDwHistoryMgr.get().clear();return[2]}}))}))};return eDwView}();function l_closeHCConnection(iViewer){if(!iViewer)return;var viewHC=iViewer.getHCView();viewHC.setCamera(viewHC.getCamera());console.debugLog("Viewer","Closing viewer connection...");iViewer.HCViewer.closeConnection()}return eDwView}));define("eDwViewMgr",["require","exports","eDwEventMgr","eDwSelObj","eDwEvents","eDwTypes"],(function(require,exports,eDwEventMgr,eDwSelObj,eDwEvents_11,eDwTypes_19){"use strict";var eDwViewMgr=function(){function eDwViewMgr(iViewer){if(!iViewer)throw new Error("Must have viewer object");iViewer.ViewMgr=this;this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.mAnimationTimeOutID=-1;this.mViewer=iViewer}eDwViewMgr.prototype.start=function(){var _this=this;if(this.mViewer.getModel().isDrawing())return;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StartAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})();this.mViewAnimationActive=true;this.animateNextView()};eDwViewMgr.prototype.stop=function(){var _this=this;this.mViewAnimationActive=false;if(this.mAnimationTimeOutID>-1){window.clearTimeout(this.mAnimationTimeOutID);this.mAnimationTimeOutID=-1}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.StopAnimationEvent,this.mViewer)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.reset=function(){this.stop();this.mViewAnimationIndex=0};eDwViewMgr.prototype.isActive=function(){return this.mViewAnimationActive};eDwViewMgr.prototype.setViewOrientation=function(iEyeDirHC,iDuration){var _this=this;if(iDuration===void 0){iDuration=400}var centerHC=this.mViewer.getModel().getBoundingBox().center();var viewHC=this.mViewer.getHCView();var cameraHC=viewHC.getCamera().copy();var upVecHC=cameraHC.getUp();var eyeVecHC=cameraHC.getTarget().subtract(cameraHC.getPosition());var dist=eyeVecHC.length();switch(iEyeDirHC){case eDwTypes_19.HC.ViewOrientation.Front:eyeVecHC.set(0,0,1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Back:eyeVecHC.set(0,0,-1).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Left:eyeVecHC.set(-1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Right:eyeVecHC.set(1,0,0).scale(dist);upVecHC.set(0,1,0);break;case eDwTypes_19.HC.ViewOrientation.Top:eyeVecHC.set(0,1,0).scale(dist);upVecHC.set(0,0,-1);break;case eDwTypes_19.HC.ViewOrientation.Bottom:eyeVecHC.set(0,-1,0).scale(dist);upVecHC.set(0,0,1);break;case eDwTypes_19.HC.ViewOrientation.Iso:eyeVecHC.set(1,1,1).normalize().scale(dist);upVecHC.set(-.408204,.816541,-.408204);break;default:throw new Error("Unsupported orientation: "+iEyeDirHC)}this.adjustOrientation(eyeVecHC,upVecHC);cameraHC.setPosition(eyeVecHC.add(centerHC));cameraHC.setUp(upVecHC);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,viewHC.fitWorld(iDuration,cameraHC)];case 1:_a.sent();return[2]}}))}))})();return cameraHC};eDwViewMgr.prototype.setViewOrientationToDirection=function(normal){var camera=this.mViewer.getHCView().getCamera();var position=camera.getPosition();var target=camera.getTarget();var up=camera.getUp();var delta=target.subtract(position);var distance=delta.length();var bbox=this.mViewer.getModel().getBoundingBox();var bbox_min=bbox.min;var bbox_max=bbox.max;target=eDwTypes_19.HC.Point3.add(bbox_max,bbox_min).scale(.5);var eyeVec=eDwTypes_19.HC.Point3.scale(normal,distance);position=eDwTypes_19.HC.Point3.add(target,eyeVec);var vTest=new eDwTypes_19.HC.Point3(1,0,0);var isParallel=eDwTypes_19.HC.Point3.dot(vTest,normal);if(Math.abs(Math.abs(isParallel)-1)<.001){vTest.set(0,1,0);var vec=eDwTypes_19.HC.Point3.cross(normal,vTest);vec=vec.normalize();up=eDwTypes_19.HC.Point3.cross(vec,normal);up=up.normalize()}else{up=eDwTypes_19.HC.Point3.cross(normal,vTest);up=up.normalize()}var dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(1,0,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,1,0));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}dotProd=eDwTypes_19.HC.Point3.dot(up,new eDwTypes_19.HC.Point3(0,0,1));if(Math.abs(Math.abs(dotProd)-1)<.001&&dotProd<0){up=up.negate()}camera.setPosition(position);camera.setTarget(target);camera.setUp(up);this.setCamera(camera,500);return camera};eDwViewMgr.prototype.setCamera=function(iCameraHC,iTimeInMS){if(iTimeInMS===void 0){iTimeInMS=400}if(!iCameraHC)return false;var cameraHC=iCameraHC.copy();cameraHC.setProjection(this.mViewer.getHCView().getCamera().getProjection());return this.mViewer.getHCView().setCamera(cameraHC,iTimeInMS)};eDwViewMgr.prototype.enableAmbientOcclusion=function(iEnable){var _this=this;this.mViewer.getHCView().setAmbientOcclusionEnabled(iEnable);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,eDwEventMgr.get().fireEvent(eDwEvents_11.AmbientOcclChangeEvent,this,iEnable)];case 1:_a.sent();return[2]}}))}))})()};eDwViewMgr.prototype.fitScreenToNodes=function(iNodeIDsHC,ioCamera){return __awaiter(this,void 0,void 0,(function(){var model,bboxHC,subtract,viewVec,centerHC,add,ratio,boxMaxLen;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioCamera)return[2];model=this.mViewer.getModel();return[4,model.getBoundingBoxOfIDsHC(iNodeIDsHC)];case 1:bboxHC=_a.sent();if(bboxHC.isDegenerate())return[2];subtract=eDwTypes_19.HC.Point3.subtract;viewVec=subtract(ioCamera.getPosition(),ioCamera.getTarget());centerHC=bboxHC.center().copy();ioCamera.setTarget(centerHC);add=eDwTypes_19.HC.Point3.add;ioCamera.setPosition(add(centerHC,viewVec));ratio=ioCamera.getWidth()/ioCamera.getHeight();if(this.mViewer.getModel().isDrawing()){bboxHC.min.z=bboxHC.max.z=0}boxMaxLen=bboxHC.extents().length();ioCamera.setHeight(boxMaxLen);ioCamera.setWidth(boxMaxLen*ratio);this.setCamera(ioCamera,400);return[2]}}))}))};eDwViewMgr.prototype.pickFromPoint=function(iPnt2DHC,iPickConfig){return __awaiter(this,void 0,void 0,(function(){var selObjHC,toLocalTransformHC,viewHC,iExcp_17;return __generator(this,(function(_a){switch(_a.label){case 0:selObjHC=eDwTypes_19.HC.Selection.SelectionItem.create();toLocalTransformHC=new eDwTypes_19.HC.Matrix;_a.label=1;case 1:_a.trys.push([1,3,,4]);viewHC=this.mViewer.getHCView();return[4,viewHC.pickFromPoint(iPnt2DHC,iPickConfig)];case 2:selObjHC=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() - "+selObjHC.getNodeId()+" - "+JSON.stringify(iPnt2DHC));console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number before");toLocalTransformHC=eDwSelObj.getLocalTransform(selObjHC,this.mViewer.getModel());console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after");return[3,4];case 3:iExcp_17=_a.sent();console.debugLog("eDwViewMgr","eDwViewMgr.pickFromPoint() failed - "+iExcp_17.message);return[3,4];case 4:console.assert(!isNaN(toLocalTransformHC.m[0]),"Not number after 2");return[2,new eDwSelObj(selObjHC,toLocalTransformHC)]}}))}))};eDwViewMgr.prototype.onCameraUpdate=function(){this.mViewAnimationIndex+=1;if(this.mViewAnimationIndex>=eDwViewMgr.viewAnimations.length){this.mViewAnimationIndex=0;this.mViewAnimationActive=false;this.stop()}if(this.mViewAnimationActive){this.animateNextView()}};eDwViewMgr.prototype.animateNextView=function(){var _this=this;if(this.mViewAnimationActive){this.setViewOrientation(eDwViewMgr.viewAnimations[this.mViewAnimationIndex],2e3);this.mAnimationTimeOutID=window.setTimeout((function(){_this.onCameraUpdate()}),2e3)}};eDwViewMgr.prototype.adjustOrientation=function(ioEveVecHC,ioUpVecHC){if(this.mViewer.getModel().getProperty("zUp")==="true"){cCamZUpMat.transform(ioEveVecHC,ioEveVecHC);cCamZUpMat.transform(ioUpVecHC,ioUpVecHC)}};eDwViewMgr.viewAnimations=[eDwTypes_19.HC.ViewOrientation.Front,eDwTypes_19.HC.ViewOrientation.Back,eDwTypes_19.HC.ViewOrientation.Left,eDwTypes_19.HC.ViewOrientation.Right,eDwTypes_19.HC.ViewOrientation.Bottom,eDwTypes_19.HC.ViewOrientation.Top,eDwTypes_19.HC.ViewOrientation.Iso];return eDwViewMgr}();var cCamZUpMat=eDwTypes_19.HC.Matrix.createFromArray([0,1,0,0,0,0,1,0,1,0,0,0,0,0,0,1]);return eDwViewMgr}));define("eDwXSectionMgr",["require","exports","eDwXSectionOperator","eDwGeomUtils","eDwTypes","eDwTypes"],(function(require,exports,eDwXSectionOperator,eDwGeomUtils,eDwTypes_20,eDwTypes_21){"use strict";var eDwXSectionMgr=function(){function eDwXSectionMgr(iViewer){iViewer.XSectionMgr=this;this.mViewer=iViewer;var xSectionOp=new eDwXSectionOperator(iViewer);this.mXSectionOpID=iViewer.OperatorMgr.registerCustomOperator(xSectionOp);this.HCXSectionMgr=iViewer.HCViewer.cuttingManager;this.SectionCapVisibility=false;this.mXSectionIndex=eDwTypes_20.SectionPlaneOrientation.XY.Index;this.mSectionVisibility=true;this.mSectionsVisibilityState=[false,false,false]}eDwXSectionMgr.prototype.unregister=function(){this.mViewer.OperatorMgr.unregisterCustomOperatorByID(this.mXSectionOpID);this.mViewer.XSectionMgr=null};eDwXSectionMgr.prototype.turnOnSectionPlane=function(iOn){var _this=this;if(this.getXSectionHC()){if(iOn){(function(){return __awaiter(_this,void 0,void 0,(function(){var ret;return __generator(this,(function(_a){switch(_a.label){case 0:ret=this.mViewer.OperatorMgr.push(this.mXSectionOpID);console.debugLog("Section","Section plane operator push ret = "+ret);return[4,this.HCXSectionMgr.setCappingGeometryVisibility(true)];case 1:_a.sent();return[2]}}))}))})()}else{var opID=this.mViewer.OperatorMgr.pop();console.debugLog("Section","Popped op ID = "+opID+" xSection op ID = "+this.mXSectionOpID)}}};eDwXSectionMgr.prototype.activateCurrent=function(){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().activate()];case 1:_a.sent();return[4,this.setToCurrentSectionPlane()];case 2:_a.sent();if(!!this.mSectionVisibility)return[3,4];return[4,this.updateSectionVisibility(false)];case 3:_a.sent();_a.label=4;case 4:return[2]}}))}))})()};eDwXSectionMgr.prototype.deactivateCurrent=function(){var _this=this;this.mSectionsVisibilityState=[false,false,false];(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.getXSectionHC().deactivate()];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.isCurrentActive=function(){return this.getXSectionHC().isActive()};Object.defineProperty(eDwXSectionMgr.prototype,"SectionIndex",{get:function(){return this.mXSectionIndex},enumerable:false,configurable:true});eDwXSectionMgr.prototype.setSectionPlane=function(ioSection,iAllowActivation){if(iAllowActivation===void 0){iAllowActivation=true}return __awaiter(this,void 0,void 0,(function(){var bbox,bboxExtents,sectionHC,boxCenter,sectionPlane,minPlanePt,maxPlanePt,vec,centerPt,dir,mirrorPlaneNormal,mirrorPlane,maxOnPlnPt,minOnPlnPt,mirrorPlaneDist,distDir,revDistDir,pts;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.mViewer.getModel().calculateBoundingBox()];case 1:bbox=_a.sent();bboxExtents=bbox.extents();if(!ioSection||bboxExtents.equals(eDwTypes_21.HC.Point3.zero()))return[2];sectionHC=this.getXSectionHC();if(!(ioSection.Index!==this.mXSectionIndex))return[3,6];if(!sectionHC)return[3,5];if(!sectionHC.isActive())return[3,3];return[4,sectionHC.deactivate()];case 2:_a.sent();_a.label=3;case 3:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 4:_a.sent();_a.label=5;case 5:this.mXSectionIndex=ioSection.Index;sectionHC=this.getXSectionHC();_a.label=6;case 6:boxCenter=bbox.center();if(!(sectionHC.getCount()<1))return[3,9];sectionPlane=ioSection.Plane.copy();sectionPlane.d=-sectionPlane.distanceToPoint(boxCenter);minPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.min,sectionPlane);maxPlanePt=eDwGeomUtils.dropPointOnPlane(bbox.max,sectionPlane);vec=maxPlanePt.copy().subtract(minPlanePt);vec=vec.scale(.55);centerPt=eDwGeomUtils.dropPointOnPlane(boxCenter,sectionPlane);dir=sectionPlane.normal.copy();centerPt=centerPt.add(dir.scale(sectionPlane.d));mirrorPlaneNormal=eDwTypes_21.HC.Point3.zero();eDwTypes_21.HC.Util.oneVectorCross(sectionPlane.normal.copy(),mirrorPlaneNormal);mirrorPlane=eDwTypes_21.HC.Plane.createFromPointAndNormal(centerPt,mirrorPlaneNormal);maxOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec);minOnPlnPt=eDwTypes_21.HC.Point3.add(centerPt,vec.scale(-1));mirrorPlaneDist=mirrorPlane.distanceToPoint(maxOnPlnPt);distDir=mirrorPlaneNormal.copy().scale(2*mirrorPlaneDist);revDistDir=distDir.copy().scale(-1);pts=[];pts.push(minOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(maxOnPlnPt,revDistDir));pts.push(maxOnPlnPt);pts.push(eDwTypes_21.HC.Point3.add(minOnPlnPt,distDir));sectionHC=this.getXSectionHC();return[4,sectionHC.addPlane(sectionPlane,pts)];case 7:_a.sent();return[4,sectionHC.setColor(eDwTypes_21.HC.Color.createFromFloat(0,1,0))];case 8:_a.sent();_a.label=9;case 9:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 10:_a.sent();return[4,this.HCXSectionMgr.setStandinGeometryPickable(true)];case 11:_a.sent();return[2]}}))}))};eDwXSectionMgr.prototype.flipSectionPlane=function(){var _this=this;var sectionHC=this.getXSectionHC();if(!sectionHC)return;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return;sectionPlane.normal.negate();sectionPlane.d=-sectionPlane.d;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlane)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.setViewToSectionPlane=function(){var sectionHC=this.getXSectionHC();if(!sectionHC)return null;var sectionPlane=sectionHC.getPlane(0);if(!sectionPlane)return null;return this.mViewer.ViewMgr.setViewOrientationToDirection(sectionPlane.normal.copy())};eDwXSectionMgr.prototype.moveCurrentAlongNormal=function(iDistVec){var _this=this;var camera=this.mViewer.getHCView().getCamera();var camPosition=camera.getPosition();var camTarget=camera.getTarget();var camUp=camera.getUp();var camZ=camTarget.subtract(camPosition);camZ=camZ.normalize();var camY=camUp.normalize();var camX=eDwTypes_21.HC.Point3.cross(camZ,camY);var realVec=camX.scale(iDistVec.x).add(camY.scale(iDistVec.y));realVec.add(camZ.scale(iDistVec.z));var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);var normal=sectionPlaneHC.normal.copy();normal=normal.normalize();var distance=eDwTypes_21.HC.Point3.dot(realVec,normal);if(Math.abs(distance)<1e-6)return;sectionPlaneHC.d-=distance;var lenVec=normal.scale(distance);var newPosMat=new eDwTypes_21.HC.Matrix;newPosMat=newPosMat.setTranslationComponent(lenVec.x,lenVec.y,lenVec.z);(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,sectionHC.updatePlane(0,sectionPlaneHC,newPosMat,true,false)];case 1:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.disableSectionCapVisibility=function(iDisable){this.setSectionCapVisibility(iDisable?false:this.mEnableSectionCaps)};eDwXSectionMgr.prototype.projectPoint=function(iPnt){var sectionHC=this.getXSectionHC();var sectionPlaneHC=sectionHC.getPlane(0);return eDwGeomUtils.dropPointOnPlane(iPnt,sectionPlaneHC)};eDwXSectionMgr.prototype.getXSectionHC=function(){return this.HCXSectionMgr.getCuttingSection(this.mXSectionIndex)};eDwXSectionMgr.prototype.setSectionCapVisibility=function(iEnable){var _this=this;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.HCXSectionMgr.setCappingFaceColor(iEnable?cSectionCapFaceColor:null)];case 1:_a.sent();return[4,this.HCXSectionMgr.setCappingLineColor(iEnable?null:cSectionCapOutlineColor)];case 2:_a.sent();return[2]}}))}))})()};eDwXSectionMgr.prototype.updateSectionVisibility=function(iVisible){return __awaiter(this,void 0,void 0,(function(){var activePlaneX,isSectionVisible,iExcp_18;return __generator(this,(function(_a){switch(_a.label){case 0:activePlaneX=this.getXSectionHC();activePlaneX.setOpacity(iVisible?cSectionPlaneOpacity:0);isSectionVisible=this.mSectionsVisibilityState[this.mXSectionIndex];this.mSectionsVisibilityState[this.mXSectionIndex]=iVisible;if(!iVisible)return[3,7];if(!(activePlaneX.isActive()&&isSectionVisible))return[3,4];_a.label=1;case 1:_a.trys.push([1,3,,4]);return[4,activePlaneX.deactivate()];case 2:_a.sent();return[3,4];case 3:iExcp_18=_a.sent();return[3,4];case 4:return[4,this.HCXSectionMgr.refreshPlaneGeometry()];case 5:_a.sent();return[4,activePlaneX.activate()];case 6:_a.sent();_a.label=7;case 7:return[2]}}))}))};eDwXSectionMgr.prototype.setToCurrentSectionPlane=function(){return __awaiter(this,void 0,void 0,(function(){var orientation,orientations,_a,_b,_i,orientationName;return __generator(this,(function(_c){switch(_c.label){case 0:orientations=eDwTypes_20.SectionPlaneOrientation;_a=[];for(_b in orientations)_a.push(_b);_i=0;_c.label=1;case 1:if(!(_i<_a.length))return[3,4];orientationName=_a[_i];orientation=orientations[orientationName];if(!(orientation.Index===this.mXSectionIndex))return[3,3];return[4,this.setSectionPlane(orientation)];case 2:_c.sent();return[2];case 3:_i++;return[3,1];case 4:return[2]}}))}))};Object.defineProperty(eDwXSectionMgr.prototype,"SectionCapVisibility",{get:function(){return this.mEnableSectionCaps},set:function(iEnable){this.mEnableSectionCaps=iEnable;this.setSectionCapVisibility(iEnable)},enumerable:false,configurable:true});Object.defineProperty(eDwXSectionMgr.prototype,"SectionVisibility",{set:function(iVisible){var _this=this;this.mSectionVisibility=iVisible;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,this.updateSectionVisibility(this.mSectionVisibility)];case 1:_a.sent();return[2]}}))}))})()},enumerable:false,configurable:true});return eDwXSectionMgr}();var cSectionPlaneOpacity=.3;var cSectionCapFaceColor=new eDwTypes_21.HC.Color(128,128,128);var cSectionCapOutlineColor=new eDwTypes_21.HC.Color(255,0,0);return eDwXSectionMgr}));define("eDwXSectionOperator",["require","exports","eDwTypes","eDwOperatorBaseDeps","eDwCommandMgr","eDwMoveSectionPlaneCmd","utils"],(function(require,exports,eDwTypes_22,eDwOperatorBaseDeps_3,eDwCommandMgr,eDwMoveSectionPlaneCmd,utils){"use strict";var eDwXSectionOperator=function(_super){__extends(eDwXSectionOperator,_super);function eDwXSectionOperator(iViewer){return _super.call(this,iViewer)||this}eDwXSectionOperator.prototype.onActivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onActivate.call(this)];case 1:_a.sent();this.Viewer.XSectionMgr.activateCurrent();return[2]}}))}))};eDwXSectionOperator.prototype.onDeactivate=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:this.Viewer.XSectionMgr.deactivateCurrent();return[4,_super.prototype.onDeactivate.call(this)];case 1:_a.sent();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseDown=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var selObj,selObjNodeIDHC,sectionMgr,typeOfSel,objHC,sectionMgrHC;var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:if(!ioMouseEvent||!this.Viewer.XSectionMgr.isCurrentActive()){ioMouseEvent.setHandled(true);return[2]}return[4,eDwOperatorBaseDeps_3.eDwBaseOperator.getPickResult(ioMouseEvent,this.Viewer.ViewMgr)];case 1:selObj=_a.sent();selObjNodeIDHC=selObj.getIDHC();if(utils.isNaN(selObjNodeIDHC)||selObjNodeIDHC>=0){ioMouseEvent.setHandled(false);return[2]}return[4,_super.prototype.onMouseDown.call(this,ioMouseEvent)];case 2:_a.sent();sectionMgr=this.Viewer.XSectionMgr;sectionMgr.disableSectionCapVisibility(true);ioMouseEvent.setHandled(true);if(selObjNodeIDHC){typeOfSel=selObj.getSelectionType();objHC=typeOfSel===eDwTypes_22.HC.SelectionType.None?null:selObj;console.debugLog("Section","sel obj = "+JSON.stringify(objHC));sectionMgrHC=this.Viewer.XSectionMgr.HCXSectionMgr;if(sectionMgrHC.getCuttingSectionFromNodeId(selObjNodeIDHC)){this.mSectionDragPtHC=this.screenToWorld(ioMouseEvent.getPosition())||this.mSectionDragPtHC}}(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,this.mMoveSectionCmd.cancel()];case 1:_a.sent();_a.label=2;case 2:this.mMoveSectionCmd=new eDwMoveSectionPlaneCmd(this.Viewer);return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.onMouseMove=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var crossSectionMgr,pos2DHC,pnt3DHC,delta;return __generator(this,(function(_a){ioMouseEvent.setHandled(false);crossSectionMgr=this.Viewer.XSectionMgr;if(!crossSectionMgr.isCurrentActive()){return[2]}if(this.CurrInputInfo&&this.mSectionDragPtHC){pos2DHC=ioMouseEvent.getPosition();pnt3DHC=this.screenToWorld(pos2DHC);if(!pnt3DHC)return[2];delta=eDwTypes_22.HC.Point3.subtract(pnt3DHC,this.mSectionDragPtHC);this.Viewer.XSectionMgr.moveCurrentAlongNormal(delta);this.mSectionDragPtHC=pnt3DHC;ioMouseEvent.setHandled(true)}return[2]}))}))};eDwXSectionOperator.prototype.onMouseUp=function(ioMouseEvent){return __awaiter(this,void 0,void 0,(function(){var _this=this;return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.onMouseUp.call(this,ioMouseEvent)];case 1:_a.sent();this.Viewer.XSectionMgr.disableSectionCapVisibility(false);ioMouseEvent.setHandled(false);delete this.mSectionDragPtHC;(function(){return __awaiter(_this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:if(!this.mMoveSectionCmd)return[3,2];return[4,eDwCommandMgr.get().run(this.mMoveSectionCmd,"commit")];case 1:_a.sent();_a.label=2;case 2:delete this.mMoveSectionCmd;return[2]}}))}))})();return[2]}}))}))};eDwXSectionOperator.prototype.needsSelection=function(iEventType){return iEventType===eDwTypes_22.HC.EventType.MouseDown||iEventType===eDwTypes_22.HC.EventType.TouchStart};eDwXSectionOperator.prototype.screenToWorld=function(iPos2DHC){var viewHC=this.Viewer.getHCView();var normScrPos2DHC=viewHC.pointToWindowPosition(iPos2DHC);var inPnt3DHC=new eDwTypes_22.HC.Point3(normScrPos2DHC.x,normScrPos2DHC.y,0);var projMatHC=viewHC.getProjectionMatrix();projMatHC.m[15]=1;var invMatHC=eDwTypes_22.HC.Matrix.inverse(projMatHC);if(!invMatHC)return null;var tMatHC=invMatHC.transpose();var worldPnt3D=eDwTypes_22.HC.Point3.zero();var div=inPnt3DHC.x*tMatHC.m[3]+inPnt3DHC.y*tMatHC.m[7]+inPnt3DHC.z*tMatHC.m[11]+tMatHC.m[15];worldPnt3D.x=(inPnt3DHC.x*tMatHC.m[0]+inPnt3DHC.y*tMatHC.m[1]+inPnt3DHC.z*tMatHC.m[2]+tMatHC.m[3])/div;worldPnt3D.y=(inPnt3DHC.x*tMatHC.m[4]+inPnt3DHC.y*tMatHC.m[5]+inPnt3DHC.z*tMatHC.m[6]+tMatHC.m[7])/div;worldPnt3D.z=(inPnt3DHC.x*tMatHC.m[8]+inPnt3DHC.y*tMatHC.m[9]+inPnt3DHC.z*tMatHC.m[10]+tMatHC.m[11])/div;return worldPnt3D};return eDwXSectionOperator}(eDwOperatorBaseDeps_3.eDwBaseOperator);return eDwXSectionOperator}));define("eDwZoomToFitCmd",["require","exports","eDwSupportsHistoryCmd"],(function(require,exports,eDwSupportsHistoryCmd){"use strict";var eDwZoomToFitCmd=function(_super){__extends(eDwZoomToFitCmd,_super);function eDwZoomToFitCmd(iViewer,iNodeID,iCamera){var _this=_super.call(this,iViewer)||this;_this.mInitialCamera=iCamera.copy();_this.mFinalCamera=iCamera.copy();_this.mNodeIDHC=iNodeID;return _this}eDwZoomToFitCmd.prototype.undo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.undo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mInitialCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.redo=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.redo.call(this)];case 1:if(!_a.sent())return[2,false];this.mViewer.ViewMgr.setCamera(this.mFinalCamera);return[2,true]}}))}))};eDwZoomToFitCmd.prototype.commit=function(){return __awaiter(this,void 0,void 0,(function(){return __generator(this,(function(_a){switch(_a.label){case 0:return[4,_super.prototype.commit.call(this)];case 1:_a.sent();return[4,this.mViewer.ViewMgr.fitScreenToNodes([this.mNodeIDHC],this.mFinalCamera)];case 2:_a.sent();return[2]}}))}))};Object.defineProperty(eDwZoomToFitCmd.prototype,"Aggregable",{get:function(){return true},enumerable:false,configurable:true});return eDwZoomToFitCmd}(eDwSupportsHistoryCmd);return eDwZoomToFitCmd}));requirejs.config({baseUrl:"./js/3rdParty",paths:{jquery:"jquery.min","jquery-ui":"jquery-ui.min","jquery.fullscreen":"jquery.fullscreen.min","jquery.iframe-transport":"jquery.iframe-transport","jquery.fileupload":"jquery.fileupload","solidworks.web":"solidworks.web"},map:{"jquery.fileupload":{"jquery-ui/ui/widget":"jquery-ui"}},shim:{eDrawingsBase:{deps:["jquery"]},"jquery-ui":{deps:["jquery"]},"jquery.fullscreen":{deps:["jquery"]},"jquery.iframe-transport":{deps:["jquery"]},"jquery-ajax-native":{deps:["jquery"]}}});requirejs(["eDrawingsWebViewer"],(function(eDwWebViewer){console.excludeDebugLogCategories=["UIEvents","BaseSelOp","Operator"];eDwWebViewer.start()}));define("utils",["require","exports"],(function(require,exports){"use strict";Object.defineProperty(exports,"__esModule",{value:true});exports.makeArray=exports.getFirstMatchedMethodObj=exports.formatString=exports.ReversibleStringEnum=exports.deepCopyArray=exports.getExtension=exports.isEqual=exports.isNumber=exports.isNaN=exports.appendToArray=exports.isOfType=exports.getObjectTypeName=exports.isInstanceOf=exports.populateMixinObjectFromClasses=exports.populateMixinObject=exports.MixinBase=exports.getUint8Array=exports.forAll=void 0;function forAll(iFunc,iDictionary){if(!iDictionary)return;Object.keys(iDictionary).forEach((function(iKeyString){var key=parseInt(iKeyString,10);iFunc(key,iDictionary[key])}))}exports.forAll=forAll;function getUint8Array(iBase64EncodedString){var binString=window.atob(iBase64EncodedString);var len=binString.length;var bytes=new Uint8Array(len);for(var i=0;i-1?true:false}return iInstance instanceof iConstructor?true:isMixinInstance()}exports.isInstanceOf=isInstanceOf;function getObjectTypeName(iObj){if(!iObj)return"";return iObj.constructor.toString().split(" ")[1].split("(")[0]}exports.getObjectTypeName=getObjectTypeName;function isOfType(iArg,iDiscriminator){var argType=typeof iArg;return iArg&&(argType==="object"||argType==="function")?iDiscriminator in iArg:false}exports.isOfType=isOfType;function appendToArray(iElemForArray,ioArray){if(!iElemForArray||!ioArray)return;if(iElemForArray instanceof Promise){ioArray.push(iElemForArray.catch((function(iExcp){return iExcp})))}else{ioArray.push(iElemForArray)}}exports.appendToArray=appendToArray;function isNaN(iInput){return!isNumber(iInput)}exports.isNaN=isNaN;var cOrigNaN=window.isNaN;window.isNaN=isNaN;function isNumber(iInput){return typeof iInput==="number"&&(iInput===0||!cOrigNaN(iInput))?true:false}exports.isNumber=isNumber;function isEqual(iFirstObj,iSecondObj,iStrict){if(iStrict===void 0){iStrict=false}if(iFirstObj===iSecondObj)return true;if(!iFirstObj||!iSecondObj)return false;if(typeof iFirstObj!==typeof iSecondObj)return false;var numKeys=Object.keys(iFirstObj).length;if(iStrict&&numKeys!==Object.keys(iSecondObj).length)return false;var matchKeys=0;for(var key in iFirstObj){if(iFirstObj[key]===iSecondObj[key])++matchKeys}return numKeys===matchKeys?true:false}exports.isEqual=isEqual;function getExtension(iString){if(!iString)return"";var pos=iString.lastIndexOf(".");return pos===-1?"":iString.substr(pos+1).toLowerCase()}exports.getExtension=getExtension;function deepCopyArray(iArray){return JSON.parse(JSON.stringify(iArray))}exports.deepCopyArray=deepCopyArray;var ReversibleStringEnum=function(){function ReversibleStringEnum(iReversibleMapData){this.mMapping=iReversibleMapData;this.mReverseMapping={};for(var key in iReversibleMapData){this.mReverseMapping[iReversibleMapData[key]]=key}}ReversibleStringEnum.prototype.getValue=function(iKey){var value=this.mMapping[iKey];return value?value:this.mReverseMapping[iKey]};return ReversibleStringEnum}();exports.ReversibleStringEnum=ReversibleStringEnum;function formatString(iFormat){var iArgs=[];for(var _i=1;_i-1?iKey:null}));return props.length?iObj[props[0]]:null}exports.getFirstMatchedMethodObj=getFirstMatchedMethodObj;function makeArray(iObj){return iObj?Object.keys(iObj).map((function(iKey){return iObj[iKey]})):[]}exports.makeArray=makeArray})); // Copyright 2018-2021 Dassault Systemes SolidWorks Corporation. All rights reserved. diff --git a/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.json b/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.json index 41cb52b94..f7cfe8afb 100644 --- a/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.json +++ b/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.json @@ -14,13 +14,13 @@ "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT" @@ -38,208 +38,11 @@ "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Heat_band_35.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\kfm-160-adapter\\Motor-Adapter-Plate.SLDASM", - "UnitOfMeasure": "0.00" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\1500_MotorBrackets\\622_Motor-Flange-Mod3_KM90_35.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\Cidepa-2kw-35d.sldprt" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Pin.SLDPRT", - "Description": "ASI 304 - 19.88D !!!" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Lever-Arm.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Gate.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Block.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\LeverBall.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\Axle-25-ELZM-35.SLDPRT", - "Based On": "Axle-25-ELZM-35", - "Weight": "578.59" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\405_PlungerCleaner_x2_1mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\601_Transmission\\Copy of Copy of PlasticVolume^601_Transmission.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\401_BarrelMount_x1_10mm_FERRO.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Barrel.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Bracket_Mod3_80_155.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_04.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Mirror601_Bracket_Mod3_80_155.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\AxleHub35.SLDPRT", - "Based On": "AxleHub35", - "Weight": "153.60" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\PlungerBushing-25-12-45.SLDPRT" - }, - { - "File Path": "c:\\solidworks data (2)\\browser\\ansi metric\\power transmission\\gears\\spur gear_amxxx.SLDPRT", - "manufacturing-type": "none" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\racks\\M25R-1000.SLDPRT", - "manufacturing-type": "none" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Nozzle.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\myriad-spring\\cad\\parts\\701_Hopper_x1_1mm_INOX.SLDPRT", - "IsLaser": "1" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM" - }, - { - "File Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt" - }, - { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\Global-GH-35000HL\\Part2^Global-GH-35000HL.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-1.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-2.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\lever-pin.SLDPRT" - }, - { - "File Path": "c:\\solidworks data (2)\\browser\\ansi metric\\nuts\\hex nuts\\hex nut heavy_am.sldprt" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\link.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger-support-rod.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\lever-mount.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax\\cad\\components\\mould\\support-plate-200.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-motor-mod3-rc1\\cad\\701_CarJackMount_x1_10mm_FERRO.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\803_MountPlate_x2_4mm_INOX.SLDPRT", "New Property": "" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Checkbox7": "Unchecked", - "Hide": "0" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT" @@ -247,24 +50,29 @@ { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT" }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\803_MountPlate_x2_4mm_INOX.SLDPRT", - "New Property": "" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd-cp.SLDPRT" - }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\825_Belt_x1_1mm_INOX.SLDPRT" }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM" + }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\Cabinet-EDC-Flex-Drive-130\\schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd-cp.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\Cabinet-EDC-Flex-Drive-130\\schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", @@ -272,37 +80,233 @@ "Hide": "0" }, { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", + "New Property": "" }, { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Checkbox7": "Unchecked", + "Hide": "0" }, { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\615_BarrelMount_x1_5mm_FERRO.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT" + "File Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt" }, { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_04.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Mirror601_Bracket_Mod3_80_155.SLDPRT" + }, + { + "File Path": "c:\\solidworks data (2)\\browser\\ansi metric\\power transmission\\gears\\spur gear_amxxx.SLDPRT", + "manufacturing-type": "none" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Barrel.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\401_BarrelMount_x1_10mm_FERRO.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\601_Transmission\\Copy of Copy of PlasticVolume^601_Transmission.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Bracket_Mod3_80_155.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\racks\\M25R-1000.SLDPRT", + "manufacturing-type": "none" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\405_PlungerCleaner_x2_1mm_INOX.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\PlungerBushing-25-12-45.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\AxleHub35.SLDPRT", + "Based On": "AxleHub35", + "Weight": "455.74" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\kfm-160-adapter\\Motor-Adapter-Plate.SLDASM", + "UnitOfMeasure": "0.00" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\Cidepa-2kw-35d.sldprt" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\1500_MotorBrackets\\622_Motor-Flange-Mod3_KM90_35.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Nozzle.SLDASM" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\manual-drive\\400_Drive-25-630.SLDASM" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Heat_band_35.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\myriad-spring\\cad\\parts\\701_Hopper_x1_1mm_INOX.SLDPRT", + "IsLaser": "1" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Pin.SLDPRT", + "Description": "ASI 304 - 19.88D !!!" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Block.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Lever-Arm.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Gate.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\LeverBall.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\Global-GH-35000HL\\Part2^Global-GH-35000HL.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-1.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-2.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\lever-mount.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\link.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\lever-pin.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax\\cad\\components\\mould\\support-plate-200.SLDPRT" + }, + { + "File Path": "c:\\solidworks data (2)\\browser\\ansi metric\\nuts\\hex nuts\\hex nut heavy_am.sldprt" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger-support-rod.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-motor-mod3-rc1\\cad\\701_CarJackMount_x1_10mm_FERRO.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT" @@ -314,24 +318,15 @@ "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_ELZM-Slide.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\720_GroundPlate_x1_10mm_FERRO.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\303_Front_x1_10mm_FERRO.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\720_GroundPlate_x1_10mm_FERRO.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_ELZM-Slide.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\615_BarrelMount_x1_5mm_FERRO.SLDPRT" } ] \ No newline at end of file diff --git a/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.step b/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.step index 44cea26e0..6aa00c918 100644 --- a/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.step +++ b/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.step @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:f4ba574824bd2b0497721854723118dd68565efdaea2592dd08f3451964fdc81 -size 26998813 +oid sha256:21a83ebf3521ae73b1576d6f2ea788ec0bd60aa22d4d04964ddc8f7c4aa5d88d +size 26827873 diff --git a/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.tree.json b/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.tree.json index daa68621d..f073e9690 100644 --- a/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.tree.json +++ b/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.tree.json @@ -2,433 +2,663 @@ "assembly": { "Components": [ { - "Name": "SlideDual-25ID-40OD-58H-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/lbbr25-skf-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", + "Name": "Global-Lydia-3.6-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Global-Lydia-3.6.SLDASM", "IsSuppressed": true }, { - "Name": "SlideDual-25ID-40OD-58H-1/Cover-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-2", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-4", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Name": "471_Hopper-40_x1_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\470_HopperVertical\\471_Hopper-40_x1_1mm_INOX.SLDPRT", "IsSuppressed": true }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-3", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Name": "EDC-450-RC2-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\EDC-450-RC2.SLDASM", "IsSuppressed": true }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-1", - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-2", - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_01-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_03-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_05-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_02-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_04-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/SlideDual-40ID-60D-120W-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/lbbr25-skf-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Cover-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-2", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-4", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-3", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-1", - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-2", - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_01-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_03-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_05-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_02-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_04-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/Heat_band_35-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Heat_band_35.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/Motor-Assembly-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/Motor-Assembly-1/Motor-Adapter-Plate-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\kfm-160-adapter\\Motor-Adapter-Plate.SLDASM", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/Motor-Assembly-1/622_Motor-Flange-Mod3_KM90_35-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\1500_MotorBrackets\\622_Motor-Flange-Mod3_KM90_35.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/Motor-Assembly-1/Cidepa-2kw-35d-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\Cidepa-2kw-35d.sldprt", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/Motor-Assembly-1/620_Motor-Flange-Mod3_KM90_35-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\620_Motor-Flange-Mod3_KM90_35.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "610_Injector-1/710_60-40-SupportBeamMiddle-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeamMiddle.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "610_Injector-1/GlobalValve-40-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Pin-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Pin.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Lever-Arm-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Lever-Arm.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Heat_band-1", - "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\components\\shared\\Heat_band.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Gate-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Gate.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Lever-2", - "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\injection\\components\\304_Valve-40mm\\cad\\Lever.SLDASM", - "IsSuppressed": true - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Block-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Block.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/LeverBall-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\LeverBall.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "610_Injector-1/710_60-40-SupportBeam-1", + "Name": "710_60-40-SupportBeam-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", "IsSuppressed": true }, { - "Name": "610_Injector-1/360_ExtrusionShield-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", + "Name": "SlideDual-25ID-40OD-58H-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", "IsSuppressed": false }, { - "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/lbbr25-skf-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Cover-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", "IsSuppressed": false }, { - "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-2", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", "IsSuppressed": false }, { - "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-1", + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-2", + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-3", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-4", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_01-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/Axle-25-ELZM-35-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\Axle-25-ELZM-35.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_02-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/405_PlungerCleaner_x2_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\405_PlungerCleaner_x2_1mm_INOX.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_05-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/Copy of Copy of PlasticVolume^601_Transmission-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\601_Transmission\\Copy of Copy of PlasticVolume^601_Transmission.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_03-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_04-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\401_BarrelMount_x1_10mm_FERRO.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/lbbr25-skf-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/Barrel-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Barrel.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-2", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/601_Bracket_Mod3_80_155-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Bracket_Mod3_80_155.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-1", + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-2", + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-3", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-4", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_01-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_02-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_05-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_03-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_04-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_04-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_04.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/SlideDual-40ID-60D-120W-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/Mirror601_Bracket_Mod3_80_155-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Mirror601_Bracket_Mod3_80_155.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-3/Cover-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/AxleHub35-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\AxleHub35.SLDPRT", + "Name": "Cabinet-EDC-Flex-Drive-130-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/PlungerBushing-25-12-45-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\PlungerBushing-25-12-45.SLDPRT", + "Name": "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\803_MountPlate_x2_4mm_INOX.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/spur gear_amxxx-3", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\power transmission\\gears\\spur gear_amxxx.SLDPRT", + "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/M25R-1000-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\racks\\M25R-1000.SLDPRT", + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-4", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-5", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-6", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-8", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-14", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/825_Belt_x1_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\825_Belt_x1_1mm_INOX.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", + "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_04-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_04.SLDPRT", + "Name": "Cabinet-EDC-Flex-Drive-130-1/MCB-2P-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/Nozzle-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Nozzle.SLDASM", + "Name": "Cabinet-EDC-Flex-Drive-130-1/2P-Power-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/812_SidePanel_x2_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\812_SidePanel_x2_1mm_INOX.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/810_FrontPanel_x1_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\810_FrontPanel_x1_1mm_INOX.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/vfd-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/Nozzle-1/nozzle.step-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\nozzle.step.SLDASM", + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-acme.step-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\m20-acme.step.SLDPRT", + "Name": "Cabinet-EDC-Flex-Drive-130-1/E5C2-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-nut.step-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\m20-nut.step.SLDPRT", + "Name": "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\803_MountPlate_x2_4mm_INOX.SLDPRT", "IsSuppressed": false }, { - "Name": "610_Injector-1/701_Hopper_x1_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\myriad-spring\\cad\\parts\\701_Hopper_x1_1mm_INOX.SLDPRT", + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-13", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/vfd-cp-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd-cp.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\Cabinet-EDC-Flex-Drive-130\\schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-11", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-4", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-5", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-4", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-12", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/812_SidePanel_x2_1mm_INOX-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\812_SidePanel_x2_1mm_INOX.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-4", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-8", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-5", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-9", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-10", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-2/E5C2-5", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/3Pos-Switch-22mm-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-5", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-2/525_Belt_x1_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/610_FrontPanel_x1_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/E5C2-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Latch.STEP.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Lever arm.STEP.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Plastic overlay.STEP.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/MCB-2P-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/MCB-2P-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-12", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-11", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-4", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "615_BarrelMount_x1_5mm_FERRO-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\615_BarrelMount_x1_5mm_FERRO.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-4", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-8", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-5", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-9", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-10", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-1/E5C2-5", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/3Pos-Switch-22mm-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-5", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-1/525_Belt_x1_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/610_FrontPanel_x1_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/E5C2-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Latch.STEP.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Lever arm.STEP.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Plastic overlay.STEP.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/MCB-2P-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/MCB-2P-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-12", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-11", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-4", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", "IsSuppressed": false }, { @@ -441,6 +671,21 @@ "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", "IsSuppressed": true }, + { + "Name": "Cabinet-EDC-Flex-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "IsSuppressed": true + }, + { + "Name": "Global-130x130x90_Assembly-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", + "IsSuppressed": true + }, + { + "Name": "900_GlobalAssembly-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\900_FeedScrew\\cad\\900_GlobalAssembly.SLDASM", + "IsSuppressed": true + }, { "Name": "SlideDual-25ID-40OD-58H-2", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", @@ -451,81 +696,6 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", "IsSuppressed": true }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Cover-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-2", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-4", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-3", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-1", - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-2", - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_01-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_03-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_05-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_02-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_04-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/SlideDual-40ID-60D-120W-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/lbbr25-skf-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", - "IsSuppressed": true - }, { "Name": "SlideDual-25ID-40OD-58H-2/Cover-2", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", @@ -542,8 +712,13 @@ "IsSuppressed": false }, { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-4", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-1", + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-2", + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "IsSuppressed": true }, { @@ -552,13 +727,8 @@ "IsSuppressed": true }, { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-1", - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-2", - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-4", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", "IsSuppressed": true }, { @@ -572,8 +742,8 @@ "IsSuppressed": false }, { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_03-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_02-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", "IsSuppressed": false }, { @@ -582,8 +752,8 @@ "IsSuppressed": false }, { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_02-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_03-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", "IsSuppressed": false }, { @@ -592,10 +762,365 @@ "IsSuppressed": false }, { - "Name": "900_GlobalAssembly-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\900_FeedScrew\\cad\\900_GlobalAssembly.SLDASM", + "Name": "SlideDual-25ID-40OD-58H-2/lbbr25-skf-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", "IsSuppressed": true }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-2", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-1", + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-2", + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-3", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-4", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_01-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_02-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_05-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_03-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_04-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/SlideDual-40ID-60D-120W-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Cover-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/710_60-40-SupportBeamMiddle-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeamMiddle.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "610_Injector-1/601_Transmission-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_04-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_04.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/Mirror601_Bracket_Mod3_80_155-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Mirror601_Bracket_Mod3_80_155.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/spur gear_amxxx-3", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\power transmission\\gears\\spur gear_amxxx.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/Barrel-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Barrel.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\401_BarrelMount_x1_10mm_FERRO.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/Copy of Copy of PlasticVolume^601_Transmission-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\601_Transmission\\Copy of Copy of PlasticVolume^601_Transmission.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/601_Bracket_Mod3_80_155-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Bracket_Mod3_80_155.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/Axle-25-ELZM-35-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\Axle-25-ELZM-35.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "610_Injector-1/601_Transmission-1/M25R-1000-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\racks\\M25R-1000.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/405_PlungerCleaner_x2_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\405_PlungerCleaner_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/PlungerBushing-25-12-45-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\PlungerBushing-25-12-45.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_04-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_04.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/Motor-Assembly-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/AxleHub35-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\AxleHub35.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/620_Motor-Flange-Mod3_KM90_35-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\620_Motor-Flange-Mod3_KM90_35.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/Motor-Adapter-Plate-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\kfm-160-adapter\\Motor-Adapter-Plate.SLDASM", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/Cidepa-2kw-35d-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\Cidepa-2kw-35d.sldprt", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/622_Motor-Flange-Mod3_KM90_35-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\1500_MotorBrackets\\622_Motor-Flange-Mod3_KM90_35.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/Nozzle-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Nozzle.SLDASM", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/Nozzle-1/nozzle.step-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\nozzle.step.SLDASM", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-nut.step-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\m20-nut.step.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-acme.step-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\m20-acme.step.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/710_60-40-SupportBeam-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "610_Injector-1/400_Drive-25-630-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\manual-drive\\400_Drive-25-630.SLDASM", + "IsSuppressed": true + }, + { + "Name": "610_Injector-1/Heat_band_35-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Heat_band_35.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/701_Hopper_x1_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\myriad-spring\\cad\\parts\\701_Hopper_x1_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/360_ExtrusionShield-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/GlobalValve-40-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Pin-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Pin.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Lever-2", + "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\injection\\components\\304_Valve-40mm\\cad\\Lever.SLDASM", + "IsSuppressed": true + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Block-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Block.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Lever-Arm-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Lever-Arm.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Gate-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Gate.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Heat_band-1", + "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\components\\shared\\Heat_band.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/LeverBall-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\LeverBall.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", + "IsSuppressed": false + }, { "Name": "Global-GH-35000HL-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", @@ -603,7 +1128,7 @@ }, { "Name": "Global-GH-35000HL-1/Part2^Global-GH-35000HL-3", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\Global-GH-35000HL\\Part2^Global-GH-35000HL.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\Global-GH-35000HL\\Part2^Global-GH-35000HL.SLDPRT", "IsSuppressed": false }, { @@ -616,36 +1141,86 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-2.SLDPRT", "IsSuppressed": false }, + { + "Name": "Global-GH-35000HL-1/lever-mount-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\lever-mount.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Global-GH-35000HL-1/clamp-3500-plunger-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Global-GH-35000HL-1/top-1-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-1.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Global-GH-35000HL-1/top-2-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-2.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Global-GH-35000HL-1/Part2^Global-GH-35000HL-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\Global-GH-35000HL\\Part2^Global-GH-35000HL.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Global-GH-35000HL-1/link-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\link.SLDPRT", + "IsSuppressed": false + }, { "Name": "Global-GH-35000HL-1/lever-pin-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\lever-pin.SLDPRT", "IsSuppressed": false }, + { + "Name": "Global-GH-35000HL-1/cam-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\cam.SLDASM", + "IsSuppressed": true + }, + { + "Name": "Global-GH-35000HL-1/support-plate-200-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax\\cad\\components\\mould\\support-plate-200.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Global-GH-35000HL-1/mould-table-mount-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\mould-table-mount.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Global-GH-35000HL-1/formed hex screw_am-1", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "Global-GH-35000HL-1/plunger-rod-support-220-30-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\plunger-rod-support-220-30.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-2", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": false + }, { "Name": "Global-GH-35000HL-1/hex nut heavy_am-3", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\nuts\\hex nuts\\hex nut heavy_am.sldprt", "IsSuppressed": false }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-2", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": false - }, { "Name": "Global-GH-35000HL-1/socket head cap screw_am-9", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", "IsSuppressed": false }, { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-4", + "Name": "Global-GH-35000HL-1/socket head cap screw_am-11", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", "IsSuppressed": false }, - { - "Name": "Global-GH-35000HL-1/link-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\link.SLDPRT", - "IsSuppressed": false - }, { "Name": "Global-GH-35000HL-1/clamp-3500-plunger-support-rod-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger-support-rod.SLDPRT", @@ -657,82 +1232,32 @@ "IsSuppressed": false }, { - "Name": "Global-GH-35000HL-1/lever-mount-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\lever-mount.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-GH-35000HL-1/support-plate-200-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax\\cad\\components\\mould\\support-plate-200.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-3", + "Name": "Global-GH-35000HL-1/socket head cap screw_am-4", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", "IsSuppressed": false }, { - "Name": "Global-GH-35000HL-1/cam-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\cam.SLDASM", - "IsSuppressed": true + "Name": "Global-GH-35000HL-1/socket head cap screw_am-7", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": false }, { "Name": "Global-GH-35000HL-1/socket head cap screw_am-8", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", "IsSuppressed": false }, - { - "Name": "Global-GH-35000HL-1/clamp-3500-plunger-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger.SLDPRT", - "IsSuppressed": false - }, { "Name": "Global-GH-35000HL-1/socket head cap screw_am-1", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", "IsSuppressed": false }, - { - "Name": "Global-GH-35000HL-1/top-2-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-2.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-GH-35000HL-1/Part2^Global-GH-35000HL-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\Global-GH-35000HL\\Part2^Global-GH-35000HL.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-GH-35000HL-1/top-1-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-1.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-GH-35000HL-1/mould-table-mount-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\mould-table-mount.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-GH-35000HL-1/plunger-rod-support-220-30-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\plunger-rod-support-220-30.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-GH-35000HL-1/formed hex screw_am-1", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-5", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": false - }, { "Name": "Global-GH-35000HL-1/socket head cap screw_am-6", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", "IsSuppressed": false }, { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-7", + "Name": "Global-GH-35000HL-1/socket head cap screw_am-5", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", "IsSuppressed": false }, @@ -746,61 +1271,211 @@ "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", "IsSuppressed": false }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-11", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": false - }, { "Name": "Global-GH-35000HL-1/701_CarJackMount_x1_10mm_FERRO-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-motor-mod3-rc1\\cad\\701_CarJackMount_x1_10mm_FERRO.SLDPRT", "IsSuppressed": false }, { - "Name": "Global-130x130x90_Assembly-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", + "Name": "Global-GH-35000HL-1/socket head cap screw_am-3", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/lbbr25-skf-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", "IsSuppressed": true }, { - "Name": "socket head cap screw_am-13", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Name": "SlideDual-25ID-40OD-58H-1/Cover-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-2", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-1", + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "IsSuppressed": true }, { - "Name": "socket head cap screw_am-5", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-2", + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "IsSuppressed": true }, { - "Name": "socket head cap screw_am-3", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-3", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", "IsSuppressed": true }, { - "Name": "socket head cap screw_am-7", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-4", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", "IsSuppressed": true }, { - "Name": "socket head cap screw_am-8", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_01-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_02-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_05-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_03-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_04-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/lbbr25-skf-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", "IsSuppressed": true }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-2", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-1", + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-2", + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-3", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-4", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_01-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_02-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_05-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_03-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_04-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/SlideDual-40ID-60D-120W-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Cover-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", + "IsSuppressed": false + }, { "Name": "socket head cap screw_am-6", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", "IsSuppressed": true }, + { + "Name": "socket head cap screw_am-23", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-26", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, { "Name": "socket head cap screw_am-9", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", "IsSuppressed": true }, + { + "Name": "socket head cap screw_am-3", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, { "Name": "socket head cap screw_am-10", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", "IsSuppressed": true }, + { + "Name": "socket head cap screw_am-18", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-21", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-24", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, { "Name": "socket head cap screw_am-4", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", @@ -811,916 +1486,101 @@ "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", "IsSuppressed": true }, - { - "Name": "socket head cap screw_am-12", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_am-23", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_am-20", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_am-22", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_am-24", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_am-26", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_am-15", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_am-21", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_am-27", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_am-28", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "Global-Lydia-3.6-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Global-Lydia-3.6.SLDASM", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_am-14", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-9", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-8", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-1/E5C2-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-12", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-11", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-10", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-1/3Pos-Switch-22mm-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/E5C2-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-1/525_Belt_x1_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/610_FrontPanel_x1_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/MCB-2P-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-1/MCB-2P-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-8", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\803_MountPlate_x2_4mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-12", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/812_SidePanel_x2_1mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\812_SidePanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-11", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-6", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/2P-Power-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/vfd-cp-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd-cp.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/810_FrontPanel_x1_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\810_FrontPanel_x1_1mm_INOX.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/E5C2-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/825_Belt_x1_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\825_Belt_x1_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\803_MountPlate_x2_4mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-13", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-14", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/MCB-2P-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/812_SidePanel_x2_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\812_SidePanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/vfd-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\Cabinet-EDC-Flex-Drive-130\\schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "socket head cap screw_am-17", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-9", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-8", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-2/E5C2-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-12", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-11", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-10", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-2/3Pos-Switch-22mm-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/E5C2-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-2/525_Belt_x1_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/610_FrontPanel_x1_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/MCB-2P-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-2/MCB-2P-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "socket head cap screw_am-16", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_am-18", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_am-25", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket button head cap screw_am-1", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket button head cap screw_am.sldprt", - "IsSuppressed": true - }, { "Name": "socket button head cap screw_am-4", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket button head cap screw_am.sldprt", "IsSuppressed": true }, - { - "Name": "socket button head cap screw_am-2", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket button head cap screw_am.sldprt", - "IsSuppressed": true - }, { "Name": "socket button head cap screw_am-3", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket button head cap screw_am.sldprt", "IsSuppressed": true }, + { + "Name": "socket head cap screw_am-22", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-5", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-12", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-8", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-14", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-17", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-13", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-19", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-7", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-16", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-15", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-20", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-25", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-28", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket button head cap screw_am-1", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket button head cap screw_am.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_am-27", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "IsSuppressed": true + }, { "Name": "850_PressAssembly-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", "IsSuppressed": false }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body005^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/M6x42-Screw^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body006^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body008^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body003^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body007^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/M6-Nut^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body002^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body004^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body009^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body010^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1/2-3751-105_80-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/722_CasterExtensionSL_x4_10mm_FERRO-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\100_Framework\\722_CasterExtensionSL_x4_10mm_FERRO.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "850_PressAssembly-1/820_ELZM-Slide-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_ELZM-Slide.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/750_RodAssembly-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body005^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/M6x42-Screw^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body006^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body008^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body003^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body007^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/M6-Nut^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body002^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body004^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body009^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body010^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1/2-3751-105_80-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/303_Front_x1_10mm_FERRO-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\303_Front_x1_10mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/303_Front_x1_10mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\303_Front_x1_10mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/722_CasterExtension_x4_10mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\100_Framework\\722_CasterExtension_x4_10mm_FERRO.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body005^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/M6x42-Screw^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body006^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body008^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body003^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body007^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/M6-Nut^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body002^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body004^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body009^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body010^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Alex-2-3751-105_80-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Alex-2-3751-105_80-1/2-3751-105_80-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body005^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/M6x42-Screw^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body006^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body008^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body003^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body007^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/M6-Nut^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body002^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body004^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body009^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body010^105x80-Caster-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Alex-2-3751-105_80-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", - "IsSuppressed": false - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Alex-2-3751-105_80-1/2-3751-105_80-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", - "IsSuppressed": false - }, { "Name": "850_PressAssembly-1/750_RodAssembly-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", @@ -1739,6 +1599,76 @@ { "Name": "850_PressAssembly-1/710_60-40-SupportBeam-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", + "IsSuppressed": true + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body007^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body010^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body002^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body003^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/M6x42-Screw^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body004^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body006^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body005^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/M6-Nut^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body008^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body009^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Alex-2-3751-105_80-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Alex-2-3751-105_80-1/2-3751-105_80-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", "IsSuppressed": false }, { @@ -1746,344 +1676,259 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\720_GroundPlate_x1_10mm_FERRO.SLDPRT", "IsSuppressed": false }, + { + "Name": "850_PressAssembly-1/303_Front_x1_10mm_FERRO-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\303_Front_x1_10mm_FERRO.SLDPRT", + "IsSuppressed": false + }, { "Name": "850_PressAssembly-1/820_ELZM-Slide-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_ELZM-Slide.SLDPRT", "IsSuppressed": false }, { - "Name": "850_PressAssembly-1/722_CasterExtensionSL_x4_10mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\100_Framework\\722_CasterExtensionSL_x4_10mm_FERRO.SLDPRT", + "Name": "850_PressAssembly-1/105x80-Caster-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body007^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body010^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body002^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body003^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/M6x42-Screw^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body004^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body006^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body005^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/M6-Nut^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body008^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body009^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Alex-2-3751-105_80-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Alex-2-3751-105_80-1/2-3751-105_80-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/750_RodAssembly-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/820_ELZM-Slide-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_ELZM-Slide.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body007^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body010^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body002^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body003^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/M6x42-Screw^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body004^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body006^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body005^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/M6-Nut^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body008^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body009^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1/2-3751-105_80-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body007^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body010^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body002^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body003^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/M6x42-Screw^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body004^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body006^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body005^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/M6-Nut^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body008^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body009^105x80-Caster-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1/2-3751-105_80-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "850_PressAssembly-1/303_Front_x1_10mm_FERRO-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\303_Front_x1_10mm_FERRO.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "socket button head cap screw_am-2", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket button head cap screw_am.sldprt", "IsSuppressed": true }, { - "Name": "socket head cap screw_am-19", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-9", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-8", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-3/E5C2-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/611_BackPanel_x2_1mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-12", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-11", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-3/612_SidePanel_x2_1mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/403_MountPlate_x2_4mm_INOX-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-10", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-3/3Pos-Switch-22mm-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/611_BackPanel_x2_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/403_MountPlate_x2_4mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/E5C2-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Cabinet-EDC-Flex-3/525_Belt_x1_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/610_FrontPanel_x1_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/MCB-2P-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/612_SidePanel_x2_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Cabinet-EDC-Flex-3/MCB-2P-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/lbbr25-skf-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Cover-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-2", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-4", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-3", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-1", - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-2", - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_01-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_03-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_05-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_02-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_04-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/SlideDual-40ID-60D-120W-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/lbbr25-skf-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Cover-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-2", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-4", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-3", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-1", - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-2", - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "IsSuppressed": true - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_01-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_03-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_05-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_02-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_04-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "615_BarrelMount_x1_5mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\615_BarrelMount_x1_5mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "EDC-450-RC2-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\EDC-450-RC2.SLDASM", - "IsSuppressed": true - }, - { - "Name": "710_60-40-SupportBeam-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", + "Name": "Global-Lydia-3.6-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Global-Lydia-3.6.SLDASM", "IsSuppressed": true }, { @@ -2091,20 +1936,10 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\EDC-450-RC2.SLDASM", "IsSuppressed": true }, - { - "Name": "471_Hopper-40_x1_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\470_HopperVertical\\471_Hopper-40_x1_1mm_INOX.SLDPRT", - "IsSuppressed": true - }, { "Name": "710_60-40-SupportBeam-2", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", "IsSuppressed": true - }, - { - "Name": "Global-Lydia-3.6-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Global-Lydia-3.6.SLDASM", - "IsSuppressed": true } ] }, @@ -2112,10 +1947,70 @@ "Name": "GlobalAssembly-ELZ-RC2", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-1", + "Name": "Global-Lydia-3.6-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Global-Lydia-3.6.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "471_Hopper-40_x1_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\470_HopperVertical\\471_Hopper-40_x1_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "EDC-450-RC2-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\EDC-450-RC2.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "710_60-40-SupportBeam-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-1/lbbr25-skf-1", + "Name": "SlideDual-25ID-40OD-58H-3/lbbr25-skf-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", @@ -2130,7 +2025,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Cover-1", + "Name": "SlideDual-25ID-40OD-58H-3/Cover-2", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", @@ -2139,21 +2034,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.004478719588132996, + "Mass": 0.004478719588132997, "Density": 1000.0, - "Volume": 4.478719588132996E-06, + "Volume": 4.478719588132997E-06, "SurfaceArea": 0.009699478965475999, - "CenterOfMassX": -0.009999999999999998, - "CenterOfMassY": -7.102504379624776E-14, + "CenterOfMassX": -0.009999999999999997, + "CenterOfMassY": -7.102501476211082E-14, "CenterOfMassZ": 0.0005 }, "Box": { - "MinX": -0.05746271355974086, - "MinY": 0.8595803150593575, - "MinZ": 0.231803625133491, - "MaxX": 0.040226479135831425, - "MaxY": 0.8605803150593576, - "MaxZ": 0.3651315665981298 + "MinX": -0.03000000000000635, + "MinY": 0.9633683229884168, + "MinZ": -0.35999999999999965, + "MaxX": 0.03000000000008206, + "MaxY": 0.9643683229884169, + "MaxZ": -0.23999999999999966 }, "Material": { "Material": "", @@ -2165,10 +2060,10 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-2", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-2", "Children": null, "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", @@ -2207,21 +2102,21 @@ "Advance@ThdSchPat": 0.8363636363636363 }, "Mass": { - "Mass": 0.0003764959113741406, + "Mass": 0.00037649591137414067, "Density": 1000.0, - "Volume": 3.764959113741406E-07, + "Volume": 3.7649591137414065E-07, "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 }, "Box": { - "MinX": -0.020443811710912144, - "MinY": 0.8748068123674612, - "MinZ": 0.23425658970323357, - "MaxX": 0.0432212861655174, - "MaxY": 0.8863538177512539, - "MaxZ": 0.2657577168155332 + "MinX": -0.030000000000006133, + "MinY": 0.9375948202965204, + "MinZ": -0.25261314003335705, + "MaxX": 0.03414999999999391, + "MaxY": 0.9491418256803131, + "MaxZ": -0.24261314003335707 }, "Material": { "Material": "", @@ -2233,37 +2128,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-1", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-1", "Children": null, "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", @@ -2278,7 +2143,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-2", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-2", "Children": null, "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", @@ -2293,10 +2158,40 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_01-1", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_01-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -2318,21 +2213,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.00039779008791489837, + "Mass": 0.0003977900879148983, "Density": 1000.0, - "Volume": 3.9779008791489835E-07, + "Volume": 3.977900879148983E-07, "SurfaceArea": 0.000517359193594245, "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, + "CenterOfMassY": 1.017953563342208E-18, "CenterOfMassZ": 0.0005441171939395346 }, "Box": { - "MinX": -0.032302236872645954, - "MinY": 0.8765803150593574, - "MinZ": 0.23071387258762754, - "MaxX": -0.017341289514593603, - "MaxY": 0.8845803150593574, - "MaxZ": 0.24270492421491996 + "MinX": -0.04300000000000613, + "MinY": 0.9393683229884167, + "MinZ": -0.2516131400333571, + "MaxX": -0.030000000000006105, + "MaxY": 0.9473683229884167, + "MaxZ": -0.24361314003335707 }, "Material": { "Material": "", @@ -2344,7 +2239,103 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_03-1", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.05891241812359242, + "MinY": 0.9406183229884165, + "MinZ": -0.2503631400333571, + "MaxX": -0.04742840594686801, + "MaxY": 0.9461183229884166, + "MaxZ": -0.24486314003335707 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132732, + "MinY": 0.9351723255991103, + "MinZ": -0.25571314003335716, + "MaxX": -0.0357830104614259, + "MaxY": 0.9515636408135352, + "MaxZ": -0.20572657953070086 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_03-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -2375,12 +2366,12 @@ "CenterOfMassZ": 0.020532360940251838 }, "Box": { - "MinX": -0.04682896018915032, - "MinY": 0.8761748676212642, - "MinZ": 0.2250543110888504, - "MaxX": -0.039571215674684565, - "MaxY": 0.8849857624974504, - "MaxZ": 0.2348661659317697 + "MinX": -0.058328405946868035, + "MinY": 0.9389628755503234, + "MinZ": -0.25201314003335706, + "MaxX": -0.053828405946868, + "MaxY": 0.9477737704265097, + "MaxZ": -0.24321314003335706 }, "Material": { "Material": "", @@ -2392,103 +2383,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.05031206201424, - "MinY": 0.8723849972342388, - "MinZ": 0.18905481799553953, - "MaxX": -0.00970939084359371, - "MaxY": 0.8887763124486636, - "MaxZ": 0.24456006345712195 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.04680837892292146, - "MinY": 0.8778303150593573, - "MinZ": 0.22640184900030316, - "MaxX": -0.03413230686903265, - "MaxY": 0.8833303150593573, - "MaxZ": 0.2355235426108981 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_04-1", + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_04-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -2515,16 +2410,488 @@ "Volume": 1.8329255199301754E-06, "SurfaceArea": 0.0015905614621791362, "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, + "CenterOfMassY": 1.0609905021306821E-18, "CenterOfMassZ": 0.004349269549107826 }, "Box": { - "MinX": -0.045503065634674454, - "MinY": 0.8723203150593574, - "MinZ": 0.22240648515556952, - "MaxX": -0.01587276234166949, - "MaxY": 0.8888403150593575, - "MaxZ": 0.24670380255045152 + "MinX": -0.05549840594686804, + "MinY": 0.9351083229884166, + "MinZ": -0.2558731400333571, + "MaxX": -0.030000000000006088, + "MaxY": 0.9516283229884167, + "MaxZ": -0.2393531400333571 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "TYPE": "CATPART" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.006280857104084775, + "Density": 1000.0000000000001, + "Volume": 6.280857104084774E-06, + "SurfaceArea": 0.005965594759100478, + "CenterOfMassX": -0.005142379806695322, + "CenterOfMassY": 2.657966233310682E-07, + "CenterOfMassZ": 0.010072303501530778 + }, + "Box": { + "MinX": -0.06068018123132731, + "MinY": 0.9351083229884166, + "MinZ": -0.2558731400333571, + "MaxX": -0.030000000000006084, + "MaxY": 0.9516283229884167, + "MaxZ": -0.20572657953070086 + }, + "Material": { + "6355015_01-1": "", + "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", + "6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Properties": { + "Swivel-M6": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.008297688066683562, + "Density": 1000.0, + "Volume": 8.297688066683562E-06, + "SurfaceArea": 0.007415598903904077, + "CenterOfMassX": 0.0038926009856409304, + "CenterOfMassY": -9.240576016171193E-07, + "CenterOfMassZ": -0.025700291904778152 + }, + "Box": { + "MinX": -0.060680181231327325, + "MinY": 0.9351083229884165, + "MinZ": -0.2558731400333571, + "MaxX": 0.03414999999999393, + "MaxY": 0.9516283229884168, + "MaxZ": -0.20572657953070084 + }, + "Material": { + "formed hex screw_am-2": "", + "6355015-1/6355015_01-1": "", + "6355015-1/6355015_02-1": "", + "6355015-1/6355015_05-1": "", + "6355015-1/6355015_03-1": "", + "6355015-1/6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/lbbr25-skf-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "PreviewCfg": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, + "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, + "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, + "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} + }, + "Equations": { + "D3@Sketch1": 4.0, + "D4@Sketch1": 4.0, + "D5@Sketch1": 4.0, + "Thread_minor@ThreadCosmetic": 4.11, + "D1@Sketch3": 4.0, + "D1@Sketch5": 4.0, + "Head_ch_ang@Sketch5": 30.000000000000206, + "D1@Sketch4": 8.0, + "D1@Sketch6": 7.0, + "D1@Indent": 0.45625, + "Thread_length@ThreadCosmetic": 9.2, + "Thread_minor@ThdSchSke": 4.11, + "Diameter@ThdSchSke": 5.0, + "Overcut@ThdSchSke": 6.25, + "Start@ThdSchSke": 4.450000000000001, + "Num_threads@ThdSchPat": 11.0, + "Advance@ThdSchPat": 0.8363636363636363 + }, + "Mass": { + "Mass": 0.00037649591137414067, + "Density": 1000.0, + "Volume": 3.7649591137414065E-07, + "SurfaceArea": 0.0003708760217963896, + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 + }, + "Box": { + "MinX": -0.030000000000006147, + "MinY": 0.9375948202965204, + "MinZ": -0.3573868599666422, + "MaxX": 0.034149999999993894, + "MaxY": 0.9491418256803131, + "MaxZ": -0.3473868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-1", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-2", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.043000000000006144, + "MinY": 0.9393683229884167, + "MinZ": -0.3563868599666422, + "MaxX": -0.03000000000000612, + "MaxY": 0.9473683229884167, + "MaxZ": -0.3483868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.058912418123592436, + "MinY": 0.9406183229884165, + "MinZ": -0.3551368599666422, + "MaxX": -0.04742840594686802, + "MaxY": 0.9461183229884166, + "MaxZ": -0.34963685996664223 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132734, + "MinY": 0.935173005163298, + "MinZ": -0.3942734204692984, + "MaxX": -0.03578301046142591, + "MaxY": 0.9515643203777229, + "MaxZ": -0.34428685996664216 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.05832840594686805, + "MinY": 0.9389628755503234, + "MinZ": -0.3567868599666422, + "MaxX": -0.05382840594686802, + "MaxY": 0.9477737704265097, + "MaxZ": -0.3479868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.05549840594686806, + "MinY": 0.9351083229884166, + "MinZ": -0.3606468599666422, + "MaxX": -0.0300000000000061, + "MaxY": 0.9516283229884167, + "MaxZ": -0.3441268599666422 }, "Material": { "Material": "", @@ -2559,23 +2926,23 @@ "Density": 999.9999999999999, "Volume": 6.280857104084775E-06, "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695322, - "CenterOfMassY": 2.6579662333121634E-07, + "CenterOfMassX": -0.005142379806695321, + "CenterOfMassY": 2.6579662333126573E-07, "CenterOfMassZ": 0.010072303501530778 }, "Box": { - "MinX": -0.05036721796439675, - "MinY": 0.8723203150593574, - "MinZ": 0.18905481799553955, - "MaxX": -0.004280856747743006, - "MaxY": 0.8888403150593575, - "MaxZ": 0.24670380255045152 + "MinX": -0.06068018123132734, + "MinY": 0.9351083229884166, + "MinZ": -0.3942734204692984, + "MaxX": -0.030000000000006098, + "MaxY": 0.9516283229884167, + "MaxZ": -0.3441268599666422 }, "Material": { "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", "6355015_04-1": "" }, "States": {}, @@ -2592,28 +2959,28 @@ }, "Equations": {}, "Mass": { - "Mass": 0.008297688066683562, + "Mass": 0.008297688066683564, "Density": 1000.0, - "Volume": 8.297688066683562E-06, + "Volume": 8.297688066683564E-06, "SurfaceArea": 0.007415598903904077, - "CenterOfMassX": 0.0038926009856409304, - "CenterOfMassY": -9.24057601617026E-07, + "CenterOfMassX": 0.0038926009856409295, + "CenterOfMassY": -9.240576016170617E-07, "CenterOfMassZ": -0.02570029190477816 }, "Box": { - "MinX": -0.050367217964396756, - "MinY": 0.8723203150593574, - "MinZ": 0.18905481799553953, - "MaxX": 0.04908041588251762, - "MaxY": 0.8888403150593577, - "MaxZ": 0.26881789131643297 + "MinX": -0.06068018123132734, + "MinY": 0.9351083229884166, + "MinZ": -0.3942734204692984, + "MaxX": 0.034149999999993914, + "MaxY": 0.9516283229884169, + "MaxZ": -0.3441268599666422 }, "Material": { "formed hex screw_am-2": "", "6355015-1/6355015_01-1": "", - "6355015-1/6355015_03-1": "", - "6355015-1/6355015_05-1": "", "6355015-1/6355015_02-1": "", + "6355015-1/6355015_05-1": "", + "6355015-1/6355015_03-1": "", "6355015-1/6355015_04-1": "" }, "States": {}, @@ -2622,7 +2989,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/SlideDual-40ID-60D-120W-1", + "Name": "SlideDual-25ID-40OD-58H-3/SlideDual-40ID-60D-120W-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", @@ -2632,21 +2999,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.45694320267169036, + "Mass": 0.4569432026716904, "Density": 2700.0, - "Volume": 0.00016923822321173717, + "Volume": 0.0001692382232117372, "SurfaceArea": 0.03941934041106202, - "CenterOfMassX": 2.0705768488621686E-17, - "CenterOfMassY": -9.285774435530242E-18, - "CenterOfMassZ": 0.02 + "CenterOfMassX": 2.027565351504627E-17, + "CenterOfMassY": -9.979823597436024E-18, + "CenterOfMassZ": 0.020000000000000007 }, "Box": { - "MinX": -0.05746271355974067, - "MinY": 0.8605803150593575, - "MinZ": 0.23180362513349106, - "MaxX": 0.04022647913574866, - "MaxY": 0.9005803150593575, - "MaxZ": 0.3651315665980994 + "MinX": -0.030000000000006143, + "MinY": 0.9233683229884168, + "MinZ": -0.35999999999999965, + "MaxX": 0.029999999999993875, + "MaxY": 0.9633683229884168, + "MaxZ": -0.23999999999999966 }, "Material": { "Material": "6061 Alloy", @@ -2658,7 +3025,10740 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/lbbr25-skf-2", + "Name": "SlideDual-25ID-40OD-58H-3/Cover-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004478719588132997, + "Density": 1000.0, + "Volume": 4.478719588132997E-06, + "SurfaceArea": 0.009699478965475999, + "CenterOfMassX": -0.009999999999999997, + "CenterOfMassY": -7.102501476211082E-14, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.030000000000006348, + "MinY": 0.9223683229884168, + "MinZ": -0.35999999999999965, + "MaxX": 0.030000000000082065, + "MaxY": 0.9233683229884169, + "MaxZ": -0.23999999999999966 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Parent": null, + "Properties": { + "Swivel-M6": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5035660515904191, + "Density": 2485.582869129485, + "Volume": 0.0002025947546728872, + "SurfaceArea": 0.07083462913220573, + "CenterOfMassX": 1.844334730395041E-17, + "CenterOfMassY": -3.6017799611357985E-19, + "CenterOfMassZ": 0.0011050271556161421 + }, + "Box": { + "MinX": -0.06068018123132739, + "MinY": 0.9223683229884165, + "MinZ": -0.3942734204692985, + "MaxX": 0.03414999999999396, + "MaxY": 0.964368322988417, + "MaxZ": -0.20572657953070086 + }, + "Material": { + "Cover-2": "", + "Fasteners-2/formed hex screw_am-2": "", + "Fasteners-2/6355015-1/6355015_01-1": "", + "Fasteners-2/6355015-1/6355015_02-1": "", + "Fasteners-2/6355015-1/6355015_05-1": "", + "Fasteners-2/6355015-1/6355015_03-1": "", + "Fasteners-2/6355015-1/6355015_04-1": "", + "Fasteners-1/formed hex screw_am-2": "", + "Fasteners-1/6355015-1/6355015_01-1": "", + "Fasteners-1/6355015-1/6355015_02-1": "", + "Fasteners-1/6355015-1/6355015_05-1": "", + "Fasteners-1/6355015-1/6355015_03-1": "", + "Fasteners-1/6355015-1/6355015_04-1": "", + "SlideDual-40ID-60D-120W-1": "6061 Alloy", + "Cover-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/lbbr25-skf-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Cover-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004478719588132997, + "Density": 1000.0, + "Volume": 4.478719588132997E-06, + "SurfaceArea": 0.009699478965475999, + "CenterOfMassX": -0.009999999999999997, + "CenterOfMassY": -7.102501476211082E-14, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.03000000000000635, + "MinY": 0.9633683229884168, + "MinZ": -0.35999999999999965, + "MaxX": 0.03000000000008206, + "MaxY": 0.9643683229884169, + "MaxZ": -0.23999999999999966 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "PreviewCfg": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, + "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, + "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, + "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} + }, + "Equations": { + "D3@Sketch1": 4.0, + "D4@Sketch1": 4.0, + "D5@Sketch1": 4.0, + "Thread_minor@ThreadCosmetic": 4.11, + "D1@Sketch3": 4.0, + "D1@Sketch5": 4.0, + "Head_ch_ang@Sketch5": 30.000000000000206, + "D1@Sketch4": 8.0, + "D1@Sketch6": 7.0, + "D1@Indent": 0.45625, + "Thread_length@ThreadCosmetic": 9.2, + "Thread_minor@ThdSchSke": 4.11, + "Diameter@ThdSchSke": 5.0, + "Overcut@ThdSchSke": 6.25, + "Start@ThdSchSke": 4.450000000000001, + "Num_threads@ThdSchPat": 11.0, + "Advance@ThdSchPat": 0.8363636363636363 + }, + "Mass": { + "Mass": 0.00037649591137414067, + "Density": 1000.0, + "Volume": 3.7649591137414065E-07, + "SurfaceArea": 0.0003708760217963896, + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 + }, + "Box": { + "MinX": -0.030000000000006133, + "MinY": 0.9375948202965204, + "MinZ": -0.25261314003335705, + "MaxX": 0.03414999999999391, + "MaxY": 0.9491418256803131, + "MaxZ": -0.24261314003335707 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-1", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-2", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.04300000000000613, + "MinY": 0.9393683229884167, + "MinZ": -0.2516131400333571, + "MaxX": -0.030000000000006105, + "MaxY": 0.9473683229884167, + "MaxZ": -0.24361314003335707 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.05891241812359242, + "MinY": 0.9406183229884165, + "MinZ": -0.2503631400333571, + "MaxX": -0.04742840594686801, + "MaxY": 0.9461183229884166, + "MaxZ": -0.24486314003335707 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132732, + "MinY": 0.9351723255991103, + "MinZ": -0.25571314003335716, + "MaxX": -0.0357830104614259, + "MaxY": 0.9515636408135352, + "MaxZ": -0.20572657953070086 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.058328405946868035, + "MinY": 0.9389628755503234, + "MinZ": -0.25201314003335706, + "MaxX": -0.053828405946868, + "MaxY": 0.9477737704265097, + "MaxZ": -0.24321314003335706 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.05549840594686804, + "MinY": 0.9351083229884166, + "MinZ": -0.2558731400333571, + "MaxX": -0.030000000000006088, + "MaxY": 0.9516283229884167, + "MaxZ": -0.2393531400333571 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "TYPE": "CATPART" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.006280857104084775, + "Density": 1000.0000000000001, + "Volume": 6.280857104084774E-06, + "SurfaceArea": 0.005965594759100478, + "CenterOfMassX": -0.005142379806695323, + "CenterOfMassY": 2.657966233312328E-07, + "CenterOfMassZ": 0.010072303501530778 + }, + "Box": { + "MinX": -0.06068018123132731, + "MinY": 0.9351083229884166, + "MinZ": -0.2558731400333571, + "MaxX": -0.030000000000006084, + "MaxY": 0.9516283229884167, + "MaxZ": -0.20572657953070086 + }, + "Material": { + "6355015_01-1": "", + "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", + "6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Parent": null, + "Properties": { + "Swivel-M6": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.008297688066683562, + "Density": 1000.0, + "Volume": 8.297688066683562E-06, + "SurfaceArea": 0.007415598903904077, + "CenterOfMassX": 0.0038926009856409295, + "CenterOfMassY": -9.240576016171349E-07, + "CenterOfMassZ": -0.02570029190477816 + }, + "Box": { + "MinX": -0.060680181231327325, + "MinY": 0.9351083229884165, + "MinZ": -0.2558731400333571, + "MaxX": 0.03414999999999393, + "MaxY": 0.9516283229884168, + "MaxZ": -0.20572657953070084 + }, + "Material": { + "formed hex screw_am-2": "", + "6355015-1/6355015_01-1": "", + "6355015-1/6355015_02-1": "", + "6355015-1/6355015_05-1": "", + "6355015-1/6355015_03-1": "", + "6355015-1/6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "PreviewCfg": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, + "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, + "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, + "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} + }, + "Equations": { + "D3@Sketch1": 4.0, + "D4@Sketch1": 4.0, + "D5@Sketch1": 4.0, + "Thread_minor@ThreadCosmetic": 4.11, + "D1@Sketch3": 4.0, + "D1@Sketch5": 4.0, + "Head_ch_ang@Sketch5": 30.000000000000206, + "D1@Sketch4": 8.0, + "D1@Sketch6": 7.0, + "D1@Indent": 0.45625, + "Thread_length@ThreadCosmetic": 9.2, + "Thread_minor@ThdSchSke": 4.11, + "Diameter@ThdSchSke": 5.0, + "Overcut@ThdSchSke": 6.25, + "Start@ThdSchSke": 4.450000000000001, + "Num_threads@ThdSchPat": 11.0, + "Advance@ThdSchPat": 0.8363636363636363 + }, + "Mass": { + "Mass": 0.00037649591137414067, + "Density": 1000.0, + "Volume": 3.7649591137414065E-07, + "SurfaceArea": 0.0003708760217963896, + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 + }, + "Box": { + "MinX": -0.030000000000006133, + "MinY": 0.9375948202965204, + "MinZ": -0.25261314003335705, + "MaxX": 0.03414999999999391, + "MaxY": 0.9491418256803131, + "MaxZ": -0.24261314003335707 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-1", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-2", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.04300000000000613, + "MinY": 0.9393683229884167, + "MinZ": -0.2516131400333571, + "MaxX": -0.030000000000006105, + "MaxY": 0.9473683229884167, + "MaxZ": -0.24361314003335707 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.05891241812359242, + "MinY": 0.9406183229884165, + "MinZ": -0.2503631400333571, + "MaxX": -0.04742840594686801, + "MaxY": 0.9461183229884166, + "MaxZ": -0.24486314003335707 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132732, + "MinY": 0.9351723255991103, + "MinZ": -0.25571314003335716, + "MaxX": -0.0357830104614259, + "MaxY": 0.9515636408135352, + "MaxZ": -0.20572657953070086 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.058328405946868035, + "MinY": 0.9389628755503234, + "MinZ": -0.25201314003335706, + "MaxX": -0.053828405946868, + "MaxY": 0.9477737704265097, + "MaxZ": -0.24321314003335706 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.05549840594686804, + "MinY": 0.9351083229884166, + "MinZ": -0.2558731400333571, + "MaxX": -0.030000000000006088, + "MaxY": 0.9516283229884167, + "MaxZ": -0.2393531400333571 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "TYPE": "CATPART" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.006280857104084775, + "Density": 1000.0000000000001, + "Volume": 6.280857104084774E-06, + "SurfaceArea": 0.005965594759100478, + "CenterOfMassX": -0.005142379806695322, + "CenterOfMassY": 2.657966233312143E-07, + "CenterOfMassZ": 0.010072303501530778 + }, + "Box": { + "MinX": -0.06068018123132731, + "MinY": 0.9351083229884166, + "MinZ": -0.2558731400333571, + "MaxX": -0.030000000000006084, + "MaxY": 0.9516283229884167, + "MaxZ": -0.20572657953070086 + }, + "Material": { + "6355015_01-1": "", + "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", + "6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.04300000000000613, + "MinY": 0.9393683229884167, + "MinZ": -0.2516131400333571, + "MaxX": -0.030000000000006105, + "MaxY": 0.9473683229884167, + "MaxZ": -0.24361314003335707 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.05891241812359242, + "MinY": 0.9406183229884165, + "MinZ": -0.2503631400333571, + "MaxX": -0.04742840594686801, + "MaxY": 0.9461183229884166, + "MaxZ": -0.24486314003335707 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132732, + "MinY": 0.9351723255991103, + "MinZ": -0.25571314003335716, + "MaxX": -0.0357830104614259, + "MaxY": 0.9515636408135352, + "MaxZ": -0.20572657953070086 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.058328405946868035, + "MinY": 0.9389628755503234, + "MinZ": -0.25201314003335706, + "MaxX": -0.053828405946868, + "MaxY": 0.9477737704265097, + "MaxZ": -0.24321314003335706 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.05549840594686804, + "MinY": 0.9351083229884166, + "MinZ": -0.2558731400333571, + "MaxX": -0.030000000000006088, + "MaxY": 0.9516283229884167, + "MaxZ": -0.2393531400333571 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/lbbr25-skf-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "PreviewCfg": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, + "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, + "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, + "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} + }, + "Equations": { + "D3@Sketch1": 4.0, + "D4@Sketch1": 4.0, + "D5@Sketch1": 4.0, + "Thread_minor@ThreadCosmetic": 4.11, + "D1@Sketch3": 4.0, + "D1@Sketch5": 4.0, + "Head_ch_ang@Sketch5": 30.000000000000206, + "D1@Sketch4": 8.0, + "D1@Sketch6": 7.0, + "D1@Indent": 0.45625, + "Thread_length@ThreadCosmetic": 9.2, + "Thread_minor@ThdSchSke": 4.11, + "Diameter@ThdSchSke": 5.0, + "Overcut@ThdSchSke": 6.25, + "Start@ThdSchSke": 4.450000000000001, + "Num_threads@ThdSchPat": 11.0, + "Advance@ThdSchPat": 0.8363636363636363 + }, + "Mass": { + "Mass": 0.00037649591137414067, + "Density": 1000.0, + "Volume": 3.7649591137414065E-07, + "SurfaceArea": 0.0003708760217963896, + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 + }, + "Box": { + "MinX": -0.030000000000006147, + "MinY": 0.9375948202965204, + "MinZ": -0.3573868599666422, + "MaxX": 0.034149999999993894, + "MaxY": 0.9491418256803131, + "MaxZ": -0.3473868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-1", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-2", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.043000000000006144, + "MinY": 0.9393683229884167, + "MinZ": -0.3563868599666422, + "MaxX": -0.03000000000000612, + "MaxY": 0.9473683229884167, + "MaxZ": -0.3483868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.058912418123592436, + "MinY": 0.9406183229884165, + "MinZ": -0.3551368599666422, + "MaxX": -0.04742840594686802, + "MaxY": 0.9461183229884166, + "MaxZ": -0.34963685996664223 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132734, + "MinY": 0.935173005163298, + "MinZ": -0.3942734204692984, + "MaxX": -0.03578301046142591, + "MaxY": 0.9515643203777229, + "MaxZ": -0.34428685996664216 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.05832840594686805, + "MinY": 0.9389628755503234, + "MinZ": -0.3567868599666422, + "MaxX": -0.05382840594686802, + "MaxY": 0.9477737704265097, + "MaxZ": -0.3479868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.05549840594686806, + "MinY": 0.9351083229884166, + "MinZ": -0.3606468599666422, + "MaxX": -0.0300000000000061, + "MaxY": 0.9516283229884167, + "MaxZ": -0.3441268599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "TYPE": "CATPART" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.006280857104084775, + "Density": 999.9999999999999, + "Volume": 6.280857104084775E-06, + "SurfaceArea": 0.005965594759100478, + "CenterOfMassX": -0.005142379806695321, + "CenterOfMassY": 2.657966233311978E-07, + "CenterOfMassZ": 0.010072303501530778 + }, + "Box": { + "MinX": -0.06068018123132734, + "MinY": 0.9351083229884166, + "MinZ": -0.3942734204692984, + "MaxX": -0.030000000000006098, + "MaxY": 0.9516283229884167, + "MaxZ": -0.3441268599666422 + }, + "Material": { + "6355015_01-1": "", + "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", + "6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Parent": null, + "Properties": { + "Swivel-M6": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.008297688066683562, + "Density": 1000.0, + "Volume": 8.297688066683562E-06, + "SurfaceArea": 0.007415598903904077, + "CenterOfMassX": 0.0038926009856409304, + "CenterOfMassY": -9.2405760161704E-07, + "CenterOfMassZ": -0.02570029190477816 + }, + "Box": { + "MinX": -0.06068018123132734, + "MinY": 0.9351083229884166, + "MinZ": -0.3942734204692984, + "MaxX": 0.034149999999993914, + "MaxY": 0.9516283229884169, + "MaxZ": -0.3441268599666422 + }, + "Material": { + "formed hex screw_am-2": "", + "6355015-1/6355015_01-1": "", + "6355015-1/6355015_02-1": "", + "6355015-1/6355015_05-1": "", + "6355015-1/6355015_03-1": "", + "6355015-1/6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "PreviewCfg": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, + "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, + "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, + "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} + }, + "Equations": { + "D3@Sketch1": 4.0, + "D4@Sketch1": 4.0, + "D5@Sketch1": 4.0, + "Thread_minor@ThreadCosmetic": 4.11, + "D1@Sketch3": 4.0, + "D1@Sketch5": 4.0, + "Head_ch_ang@Sketch5": 30.000000000000206, + "D1@Sketch4": 8.0, + "D1@Sketch6": 7.0, + "D1@Indent": 0.45625, + "Thread_length@ThreadCosmetic": 9.2, + "Thread_minor@ThdSchSke": 4.11, + "Diameter@ThdSchSke": 5.0, + "Overcut@ThdSchSke": 6.25, + "Start@ThdSchSke": 4.450000000000001, + "Num_threads@ThdSchPat": 11.0, + "Advance@ThdSchPat": 0.8363636363636363 + }, + "Mass": { + "Mass": 0.00037649591137414067, + "Density": 1000.0, + "Volume": 3.7649591137414065E-07, + "SurfaceArea": 0.0003708760217963896, + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 + }, + "Box": { + "MinX": -0.030000000000006147, + "MinY": 0.9375948202965204, + "MinZ": -0.3573868599666422, + "MaxX": 0.034149999999993894, + "MaxY": 0.9491418256803131, + "MaxZ": -0.3473868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-1", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-2", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.043000000000006144, + "MinY": 0.9393683229884167, + "MinZ": -0.3563868599666422, + "MaxX": -0.03000000000000612, + "MaxY": 0.9473683229884167, + "MaxZ": -0.3483868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.058912418123592436, + "MinY": 0.9406183229884165, + "MinZ": -0.3551368599666422, + "MaxX": -0.04742840594686802, + "MaxY": 0.9461183229884166, + "MaxZ": -0.34963685996664223 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132734, + "MinY": 0.935173005163298, + "MinZ": -0.3942734204692984, + "MaxX": -0.03578301046142591, + "MaxY": 0.9515643203777229, + "MaxZ": -0.34428685996664216 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.05832840594686805, + "MinY": 0.9389628755503234, + "MinZ": -0.3567868599666422, + "MaxX": -0.05382840594686802, + "MaxY": 0.9477737704265097, + "MaxZ": -0.3479868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.05549840594686806, + "MinY": 0.9351083229884166, + "MinZ": -0.3606468599666422, + "MaxX": -0.0300000000000061, + "MaxY": 0.9516283229884167, + "MaxZ": -0.3441268599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "TYPE": "CATPART" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.006280857104084775, + "Density": 1000.0000000000001, + "Volume": 6.280857104084774E-06, + "SurfaceArea": 0.005965594759100478, + "CenterOfMassX": -0.005142379806695322, + "CenterOfMassY": 2.6579662333108256E-07, + "CenterOfMassZ": 0.010072303501530778 + }, + "Box": { + "MinX": -0.06068018123132734, + "MinY": 0.9351083229884166, + "MinZ": -0.3942734204692984, + "MaxX": -0.030000000000006098, + "MaxY": 0.9516283229884167, + "MaxZ": -0.3441268599666422 + }, + "Material": { + "6355015_01-1": "", + "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", + "6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.043000000000006144, + "MinY": 0.9393683229884167, + "MinZ": -0.3563868599666422, + "MaxX": -0.03000000000000612, + "MaxY": 0.9473683229884167, + "MaxZ": -0.3483868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.058912418123592436, + "MinY": 0.9406183229884165, + "MinZ": -0.3551368599666422, + "MaxX": -0.04742840594686802, + "MaxY": 0.9461183229884166, + "MaxZ": -0.34963685996664223 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132734, + "MinY": 0.935173005163298, + "MinZ": -0.3942734204692984, + "MaxX": -0.03578301046142591, + "MaxY": 0.9515643203777229, + "MaxZ": -0.34428685996664216 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.05832840594686805, + "MinY": 0.9389628755503234, + "MinZ": -0.3567868599666422, + "MaxX": -0.05382840594686802, + "MaxY": 0.9477737704265097, + "MaxZ": -0.3479868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.05549840594686806, + "MinY": 0.9351083229884166, + "MinZ": -0.3606468599666422, + "MaxX": -0.0300000000000061, + "MaxY": 0.9516283229884167, + "MaxZ": -0.3441268599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/SlideDual-40ID-60D-120W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", + "Parent": null, + "Properties": { + "SwivelClamp": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.4569432026716904, + "Density": 2700.0, + "Volume": 0.0001692382232117372, + "SurfaceArea": 0.03941934041106202, + "CenterOfMassX": 2.027565351504627E-17, + "CenterOfMassY": -9.979823597436024E-18, + "CenterOfMassZ": 0.020000000000000007 + }, + "Box": { + "MinX": -0.030000000000006143, + "MinY": 0.9233683229884168, + "MinZ": -0.35999999999999965, + "MaxX": 0.029999999999993875, + "MaxY": 0.9633683229884168, + "MaxZ": -0.23999999999999966 + }, + "Material": { + "Material": "6061 Alloy", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-3/Cover-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004478719588132997, + "Density": 1000.0, + "Volume": 4.478719588132997E-06, + "SurfaceArea": 0.009699478965475999, + "CenterOfMassX": -0.009999999999999997, + "CenterOfMassY": -7.102501476211082E-14, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.030000000000006348, + "MinY": 0.9223683229884168, + "MinZ": -0.35999999999999965, + "MaxX": 0.030000000000082065, + "MaxY": 0.9233683229884169, + "MaxZ": -0.23999999999999966 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1", + "Children": [ + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\803_MountPlate_x2_4mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "SM": { + "New Property": "" + }, + "Drive": { + "New Property": "" + } + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 420.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 160.0, + "D1@Sketch1": 420.0, + "Corner-Radius-Major": 16.0, + "D1@Major-Fillet": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 252.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "D1@Sketch7": 252.0, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch6": 16.0, + "D2@Sketch7": 16.0, + "D4@Sketch1": 8.2, + "D1@Minor-Fillets": 4.0, + "Base-Width-Medium": 520.0, + "D2@Sketch1": 420.0 + }, + "Mass": { + "Mass": 0.6750345849226298, + "Density": 1000.0, + "Volume": 0.0006750345849226298, + "SurfaceArea": 0.3449394113747195, + "CenterOfMassX": 8.055517882080392E-17, + "CenterOfMassY": -0.0019999999999999996, + "CenterOfMassZ": -0.0015548458521348067 + }, + "Box": { + "MinX": -0.20424442880582294, + "MinY": 1.4006050360036195, + "MinZ": -0.4875802534102118, + "MaxX": 0.2157555711941787, + "MaxY": 1.8206050360036208, + "MaxZ": -0.4835802534102103 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 520.0, + "Base-Height": 420.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 415.99999999999994, + "Cutout-Vertical": 252.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Sketch1": 128.0, + "D2@Sketch1": 178.0 + }, + "Mass": { + "Mass": 0.18150842126030056, + "Density": 8000.0, + "Volume": 2.268855265753757E-05, + "SurfaceArea": 0.04604632654643709, + "CenterOfMassX": 1.4055520849981706E-17, + "CenterOfMassY": 1.3312687878872429E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.18645557119417733, + "MinY": 1.6118550360036206, + "MinZ": -0.48258025341021227, + "MaxX": 0.18745557119417838, + "MaxY": 1.789855036003621, + "MaxZ": -0.3545802534102117 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Boss-Extrude1": 130.0 + }, + "Mass": { + "Mass": 0.05227610175573417, + "Density": 8000.0, + "Volume": 6.534512719466771E-06, + "SurfaceArea": 0.0033677873246482585, + "CenterOfMassX": 1.8533632998480494E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.06500000000000002 + }, + "Box": { + "MinX": 0.1985571444441306, + "MinY": 1.8034066092535743, + "MinZ": -0.4835802534102117, + "MaxX": 0.20895399794422445, + "MaxY": 1.8138034627536677, + "MaxZ": -0.3535802534102117 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Boss-Extrude1": 130.0 + }, + "Mass": { + "Mass": 0.05227610175573417, + "Density": 8000.0, + "Volume": 6.534512719466771E-06, + "SurfaceArea": 0.0033677873246482585, + "CenterOfMassX": 1.8533632998480494E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.06500000000000002 + }, + "Box": { + "MinX": -0.19744285555586813, + "MinY": 1.4074066092535726, + "MinZ": -0.4835802534102104, + "MaxX": -0.1870460020557743, + "MaxY": 1.417803462753666, + "MaxZ": -0.3535802534102104 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Boss-Extrude1": 130.0 + }, + "Mass": { + "Mass": 0.05227610175573417, + "Density": 8000.0, + "Volume": 6.534512719466771E-06, + "SurfaceArea": 0.0033677873246482585, + "CenterOfMassX": 1.8533632998480494E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.06500000000000002 + }, + "Box": { + "MinX": 0.198557144444132, + "MinY": 1.4074066092535742, + "MinZ": -0.4835802534102117, + "MaxX": 0.20895399794422584, + "MaxY": 1.4178034627536675, + "MaxZ": -0.3535802534102117 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-6", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-8", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.02001194520336698, + "Density": 1000.0, + "Volume": 2.001194520336698E-05, + "SurfaceArea": 0.006025574709585223, + "CenterOfMassX": 2.074657218751345E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.065 + }, + "Box": { + "MinX": -0.17574484185204176, + "MinY": 1.7816046229574005, + "MinZ": -0.4835802534102105, + "MaxX": -0.15774401575960323, + "MaxY": 1.7996054490498388, + "MaxZ": -0.3535802534102105 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-14", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/825_Belt_x1_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\825_Belt_x1_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 420.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "D1@Boss-Extrude1": 130.0, + "D1@profile": 361.0, + "D2@profile": 376.0, + "D1@Fillet2": 8.0, + "Belt-Thickness": 1.0, + "D1@Sketch44": 1.0, + "D1@Front-Panel": 1.0, + "Slot-Offset": 15.0, + "D1@Sketch52": 15.0, + "Slot-Mount-Offset": 6.0, + "D3@Sketch52": 6.0, + "D5@Sketch52": 6.0, + "D2@Sketch51": 15.0, + "D3@Sketch51": 6.0 + }, + "Mass": { + "Mass": 0.2657252698636563, + "Density": 999.9999999999998, + "Volume": 0.00026572526986365635, + "SurfaceArea": 0.5423408051374319, + "CenterOfMassX": -0.00017612175170396912, + "CenterOfMassY": 4.756879037123483E-16, + "CenterOfMassZ": 0.06500000000000003 + }, + "Box": { + "MinX": -0.17474442880582272, + "MinY": 1.4226050360036195, + "MinZ": -0.48358025341021166, + "MaxX": 0.18625557119417904, + "MaxY": 1.7986050360036208, + "MaxZ": -0.35358025341021043 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 520.0, + "Base-Height": 420.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 415.99999999999994, + "Cutout-Vertical": 252.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Sketch1": 128.0, + "D2@Sketch1": 178.0 + }, + "Mass": { + "Mass": 0.18150842126030056, + "Density": 8000.0, + "Volume": 2.268855265753757E-05, + "SurfaceArea": 0.04604632654643709, + "CenterOfMassX": 1.4055520849981706E-17, + "CenterOfMassY": 1.3312687878872429E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.18645557119417794, + "MinY": 1.4313550360036207, + "MinZ": -0.48258025341021227, + "MaxX": 0.187455571194179, + "MaxY": 1.609355036003621, + "MaxZ": -0.3545802534102116 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/MCB-2P-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": 0.13545557119417762, + "MinY": 1.6723681203359537, + "MinZ": -0.4159197379659002, + "MaxX": 0.21028897747465425, + "MaxY": 1.758368120335954, + "MaxZ": -0.38091973796589995 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/2P-Power-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/812_SidePanel_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\812_SidePanel_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/810_FrontPanel_x1_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\810_FrontPanel_x1_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/vfd-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.7111084924991532, + "Density": 1000.0000000000001, + "Volume": 0.0007111084924991531, + "SurfaceArea": 0.24281888230625961, + "CenterOfMassX": -0.00021496011706241905, + "CenterOfMassY": 0.12008454904408689, + "CenterOfMassZ": -0.001007509789486886 + }, + "Box": { + "MinX": -0.045452118271694125, + "MinY": 1.4236050360036199, + "MinZ": -0.48108030341021146, + "MaxX": 0.12754793172830695, + "MaxY": 1.5869948418859736, + "MaxZ": -0.35608020341021085 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.02001194520336698, + "Density": 1000.0, + "Volume": 2.001194520336698E-05, + "SurfaceArea": 0.006025574709585223, + "CenterOfMassX": 2.074657218751345E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.065 + }, + "Box": { + "MinX": -0.1757448418520405, + "MinY": 1.4216046229574004, + "MinZ": -0.48358025341021044, + "MaxX": -0.15774401575960198, + "MaxY": 1.4396054490498387, + "MaxZ": -0.35358025341021043 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/E5C2-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {}, + "2": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.06393622115198451, + "Density": 1850.3871572108353, + "Volume": 3.4552888514616696E-05, + "SurfaceArea": 0.020152153011664488, + "CenterOfMassX": 0.01450130535154702, + "CenterOfMassY": 0.026656356266078544, + "CenterOfMassZ": -0.015001305351052194 + }, + "Box": { + "MinX": -0.20167942880582257, + "MinY": 1.7173333289437045, + "MinZ": -0.40433341009467577, + "MaxX": -0.13264442880582228, + "MaxY": 1.757333328943705, + "MaxZ": -0.3743334100946755 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\803_MountPlate_x2_4mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "SM": { + "New Property": "" + }, + "Drive": { + "New Property": "" + } + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 420.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 160.0, + "D1@Sketch1": 420.0, + "Corner-Radius-Major": 16.0, + "D1@Major-Fillet": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 252.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "D1@Sketch7": 252.0, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch6": 16.0, + "D2@Sketch7": 16.0, + "D4@Sketch1": 8.2, + "D1@Minor-Fillets": 4.0, + "Base-Width-Medium": 520.0, + "D2@Sketch1": 420.0 + }, + "Mass": { + "Mass": 0.6750345849226298, + "Density": 1000.0, + "Volume": 0.0006750345849226298, + "SurfaceArea": 0.3449394113747195, + "CenterOfMassX": 8.055517882080392E-17, + "CenterOfMassY": -0.0019999999999999996, + "CenterOfMassZ": -0.0015548458521348067 + }, + "Box": { + "MinX": -0.20424442880582253, + "MinY": 1.4006050360036193, + "MinZ": -0.35358025341021176, + "MaxX": 0.21575557119417924, + "MaxY": 1.820605036003621, + "MaxZ": -0.3495802534102103 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-13", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Boss-Extrude1": 130.0 + }, + "Mass": { + "Mass": 0.05227610175573417, + "Density": 8000.0, + "Volume": 6.534512719466771E-06, + "SurfaceArea": 0.0033677873246482585, + "CenterOfMassX": 1.8533632998480494E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.06500000000000002 + }, + "Box": { + "MinX": -0.19744285555586952, + "MinY": 1.8034066092535728, + "MinZ": -0.4835802534102103, + "MaxX": -0.18704600205577568, + "MaxY": 1.813803462753666, + "MaxZ": -0.3535802534102103 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/vfd-cp-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd-cp.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "material property": "Steel", + "Nomenclature": "Huanyang VFD Controller v3", + "Part Number": "Huanyang VFD Controller", + "Definition": "Huanyang VFD Controller" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07012852873823408, + "Density": 1000.0, + "Volume": 7.012852873823408E-05, + "SurfaceArea": 0.013731257570199896, + "CenterOfMassX": 0.00018088182297487844, + "CenterOfMassY": -0.0011497879120567123, + "CenterOfMassZ": 0.008236856779337767 + }, + "Box": { + "MinX": -0.19044442880582188, + "MinY": 1.4580698402150096, + "MinZ": -0.44633025341021043, + "MaxX": -0.15714442880582144, + "MaxY": 1.5347698402150098, + "MaxZ": -0.3908302534102103 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\Cabinet-EDC-Flex-Drive-130\\schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Description": "NOT SPECIFIED", + "Nomenclature": "SB108826_3D-COLOUR", + "Part Number": "SB108826_3D-COLOUR", + "Source": "MADE", + "Revision": "3", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.05231191923703929, + "Density": 1000.0, + "Volume": 5.231191923703929E-05, + "SurfaceArea": 0.017493474727280703, + "CenterOfMassX": 0.015206400694263097, + "CenterOfMassY": 0.01633809961872699, + "CenterOfMassZ": 0.04322186240757931 + }, + "Box": { + "MinX": -0.21374410095470178, + "MinY": 1.5371250461871573, + "MinZ": -0.4475354286941104, + "MaxX": -0.13184160095470152, + "MaxY": 1.5903883751400794, + "MaxZ": -0.3906580873892416 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-11", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.02001194520336698, + "Density": 1000.0, + "Volume": 2.001194520336698E-05, + "SurfaceArea": 0.006025574709585223, + "CenterOfMassX": 2.074657218751345E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.065 + }, + "Box": { + "MinX": 0.16925515814795833, + "MinY": 1.7816046229574016, + "MinZ": -0.48358025341021166, + "MaxX": 0.18725598424039686, + "MaxY": 1.7996054490498399, + "MaxZ": -0.35358025341021165 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {}, + "2": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.06393622115198451, + "Density": 1850.3871572108353, + "Volume": 3.4552888514616696E-05, + "SurfaceArea": 0.020152153011664488, + "CenterOfMassX": 0.01450130535154702, + "CenterOfMassY": 0.026656356266078544, + "CenterOfMassZ": -0.015001305351052194 + }, + "Box": { + "MinX": -0.2016794288058223, + "MinY": 1.6443767430635345, + "MinZ": -0.40433341009467577, + "MaxX": -0.132644428805822, + "MaxY": 1.6843767430635346, + "MaxZ": -0.3743334100946755 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {}, + "2": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.06393622115198451, + "Density": 1850.3871572108353, + "Volume": 3.4552888514616696E-05, + "SurfaceArea": 0.020152153011664488, + "CenterOfMassX": 0.01450130535154702, + "CenterOfMassY": 0.026656356266078544, + "CenterOfMassZ": -0.015001305351052194 + }, + "Box": { + "MinX": -0.20167942880582276, + "MinY": 1.7173333289437047, + "MinZ": -0.4628270967257454, + "MaxX": -0.13264442880582247, + "MaxY": 1.7573333289437048, + "MaxZ": -0.43282709672574515 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {}, + "2": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.06393622115198451, + "Density": 1850.3871572108353, + "Volume": 3.4552888514616696E-05, + "SurfaceArea": 0.020152153011664488, + "CenterOfMassX": 0.01450130535154702, + "CenterOfMassY": 0.026656356266078544, + "CenterOfMassZ": -0.015001305351052194 + }, + "Box": { + "MinX": -0.2016794288058225, + "MinY": 1.6443767430635345, + "MinZ": -0.4628270967257454, + "MaxX": -0.13264442880582222, + "MaxY": 1.6843767430635346, + "MaxZ": -0.43282709672574515 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 520.0, + "Base-Height": 420.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 415.99999999999994, + "Cutout-Vertical": 252.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Sketch1": 128.0, + "D2@Sketch1": 178.0 + }, + "Mass": { + "Mass": 0.18150842126030056, + "Density": 8000.0, + "Volume": 2.268855265753757E-05, + "SurfaceArea": 0.04604632654643709, + "CenterOfMassX": 1.4055520849981706E-17, + "CenterOfMassY": 1.3312687878872429E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.17594442880582206, + "MinY": 1.4313550360036194, + "MinZ": -0.48258025341021105, + "MaxX": -0.174944428805821, + "MaxY": 1.6093550360036197, + "MaxZ": -0.3545802534102104 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 520.0, + "Base-Height": 420.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 415.99999999999994, + "Cutout-Vertical": 252.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Sketch1": 128.0, + "D2@Sketch1": 178.0 + }, + "Mass": { + "Mass": 0.18150842126030056, + "Density": 8000.0, + "Volume": 2.268855265753757E-05, + "SurfaceArea": 0.04604632654643709, + "CenterOfMassX": 1.4055520849981706E-17, + "CenterOfMassY": 1.3312687878872429E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.17594442880582267, + "MinY": 1.6118550360036192, + "MinZ": -0.48258025341021105, + "MaxX": -0.17494442880582162, + "MaxY": 1.7898550360036196, + "MaxZ": -0.3545802534102105 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-12", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.02001194520336698, + "Density": 1000.0, + "Volume": 2.001194520336698E-05, + "SurfaceArea": 0.006025574709585223, + "CenterOfMassX": 2.074657218751345E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.065 + }, + "Box": { + "MinX": 0.16925515814795958, + "MinY": 1.4216046229574015, + "MinZ": -0.48358025341021166, + "MaxX": 0.1872559842403981, + "MaxY": 1.4396054490498398, + "MaxZ": -0.35358025341021165 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/812_SidePanel_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\812_SidePanel_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", + "Parent": null, + "Properties": { + "Default": { + "Checkbox7": "Unchecked", + "Comment": "", + "Hide": "0" + }, + "Global": { + "Catalog": "1", + "IsLaser": "1", + "Configurations": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 3.7558546288217163, + "Density": 1331.8277017116304, + "Volume": 0.0028200754677161237, + "SurfaceArea": 1.8734086605921914, + "CenterOfMassX": -0.008347148608804965, + "CenterOfMassY": 0.0001469604716485995, + "CenterOfMassZ": -0.008350283922838408 + }, + "Box": { + "MinX": -0.2137441009547028, + "MinY": 1.4006050360036193, + "MinZ": -0.48758025341021183, + "MaxX": 0.2157555711941792, + "MaxY": 1.820605036003621, + "MaxZ": -0.34958025341021026 + }, + "Material": { + "803_MountPlate_x2_4mm_INOX-3": "", + "811_BackPanel_x2_1mm_INOX-2": "AISI 304", + "840_SupportHookPins_x6_8mm_INOX-2": "AISI 304", + "840_SupportHookPins_x6_8mm_INOX-4": "AISI 304", + "840_SupportHookPins_x6_8mm_INOX-5": "AISI 304", + "830_BasePost-8": "", + "825_Belt_x1_1mm_INOX-1": "", + "811_BackPanel_x2_1mm_INOX-1": "AISI 304", + "MCB-2P-1": "", + "vfd-1": "", + "830_BasePost-1": "", + "3Pos-Switch-22mm-1": "", + "803_MountPlate_x2_4mm_INOX-1": "", + "840_SupportHookPins_x6_8mm_INOX-1": "AISI 304", + "vfd-cp-1": "", + "schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130-1": "", + "830_BasePost-11": "", + "3Pos-Switch-22mm-4": "", + "3Pos-Switch-22mm-3": "", + "3Pos-Switch-22mm-5": "", + "811_BackPanel_x2_1mm_INOX-3": "AISI 304", + "811_BackPanel_x2_1mm_INOX-4": "AISI 304", + "830_BasePost-12": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\803_MountPlate_x2_4mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "SM": { + "New Property": "" + }, + "Drive": { + "New Property": "" + } + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 420.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 160.0, + "D1@Sketch1": 420.0, + "Corner-Radius-Major": 16.0, + "D1@Major-Fillet": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 252.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "D1@Sketch7": 252.0, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch6": 16.0, + "D2@Sketch7": 16.0, + "D4@Sketch1": 8.2, + "D1@Minor-Fillets": 4.0, + "Base-Width-Medium": 520.0, + "D2@Sketch1": 420.0 + }, + "Mass": { + "Mass": 0.6750345849226298, + "Density": 1000.0, + "Volume": 0.0006750345849226298, + "SurfaceArea": 0.3449394113747195, + "CenterOfMassX": 8.055517882080392E-17, + "CenterOfMassY": -0.0019999999999999996, + "CenterOfMassZ": -0.0015548458521348067 + }, + "Box": { + "MinX": -0.20424442880582294, + "MinY": 1.4006050360036195, + "MinZ": -0.4875802534102118, + "MaxX": 0.2157555711941787, + "MaxY": 1.8206050360036208, + "MaxZ": -0.4835802534102103 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 520.0, + "Base-Height": 420.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 415.99999999999994, + "Cutout-Vertical": 252.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Sketch1": 128.0, + "D2@Sketch1": 178.0 + }, + "Mass": { + "Mass": 0.18150842126030056, + "Density": 8000.0, + "Volume": 2.268855265753757E-05, + "SurfaceArea": 0.04604632654643709, + "CenterOfMassX": 1.4055520849981706E-17, + "CenterOfMassY": 1.3312687878872429E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.18645557119417733, + "MinY": 1.6118550360036206, + "MinZ": -0.48258025341021227, + "MaxX": 0.18745557119417838, + "MaxY": 1.789855036003621, + "MaxZ": -0.3545802534102117 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Boss-Extrude1": 130.0 + }, + "Mass": { + "Mass": 0.05227610175573417, + "Density": 8000.0, + "Volume": 6.534512719466771E-06, + "SurfaceArea": 0.0033677873246482585, + "CenterOfMassX": 1.8533632998480494E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.06500000000000002 + }, + "Box": { + "MinX": 0.1985571444441306, + "MinY": 1.8034066092535743, + "MinZ": -0.4835802534102117, + "MaxX": 0.20895399794422445, + "MaxY": 1.8138034627536677, + "MaxZ": -0.3535802534102117 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Boss-Extrude1": 130.0 + }, + "Mass": { + "Mass": 0.05227610175573417, + "Density": 8000.0, + "Volume": 6.534512719466771E-06, + "SurfaceArea": 0.0033677873246482585, + "CenterOfMassX": 1.8533632998480494E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.06500000000000002 + }, + "Box": { + "MinX": -0.19744285555586813, + "MinY": 1.4074066092535726, + "MinZ": -0.4835802534102104, + "MaxX": -0.1870460020557743, + "MaxY": 1.417803462753666, + "MaxZ": -0.3535802534102104 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Boss-Extrude1": 130.0 + }, + "Mass": { + "Mass": 0.05227610175573417, + "Density": 8000.0, + "Volume": 6.534512719466771E-06, + "SurfaceArea": 0.0033677873246482585, + "CenterOfMassX": 1.8533632998480494E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.06500000000000002 + }, + "Box": { + "MinX": 0.198557144444132, + "MinY": 1.4074066092535742, + "MinZ": -0.4835802534102117, + "MaxX": 0.20895399794422584, + "MaxY": 1.4178034627536675, + "MaxZ": -0.3535802534102117 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-6", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-8", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.02001194520336698, + "Density": 1000.0, + "Volume": 2.001194520336698E-05, + "SurfaceArea": 0.006025574709585223, + "CenterOfMassX": 2.074657218751345E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.065 + }, + "Box": { + "MinX": -0.17574484185204176, + "MinY": 1.7816046229574005, + "MinZ": -0.4835802534102105, + "MaxX": -0.15774401575960323, + "MaxY": 1.7996054490498388, + "MaxZ": -0.3535802534102105 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-14", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/825_Belt_x1_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\825_Belt_x1_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 420.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "D1@Boss-Extrude1": 130.0, + "D1@profile": 361.0, + "D2@profile": 376.0, + "D1@Fillet2": 8.0, + "Belt-Thickness": 1.0, + "D1@Sketch44": 1.0, + "D1@Front-Panel": 1.0, + "Slot-Offset": 15.0, + "D1@Sketch52": 15.0, + "Slot-Mount-Offset": 6.0, + "D3@Sketch52": 6.0, + "D5@Sketch52": 6.0, + "D2@Sketch51": 15.0, + "D3@Sketch51": 6.0 + }, + "Mass": { + "Mass": 0.2657252698636563, + "Density": 999.9999999999998, + "Volume": 0.00026572526986365635, + "SurfaceArea": 0.5423408051374319, + "CenterOfMassX": -0.00017612175170396912, + "CenterOfMassY": 4.756879037123483E-16, + "CenterOfMassZ": 0.06500000000000003 + }, + "Box": { + "MinX": -0.17474442880582272, + "MinY": 1.4226050360036195, + "MinZ": -0.48358025341021166, + "MaxX": 0.18625557119417904, + "MaxY": 1.7986050360036208, + "MaxZ": -0.35358025341021043 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 520.0, + "Base-Height": 420.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 415.99999999999994, + "Cutout-Vertical": 252.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Sketch1": 128.0, + "D2@Sketch1": 178.0 + }, + "Mass": { + "Mass": 0.18150842126030056, + "Density": 8000.0, + "Volume": 2.268855265753757E-05, + "SurfaceArea": 0.04604632654643709, + "CenterOfMassX": 1.4055520849981706E-17, + "CenterOfMassY": 1.3312687878872429E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.18645557119417794, + "MinY": 1.4313550360036207, + "MinZ": -0.48258025341021227, + "MaxX": 0.187455571194179, + "MaxY": 1.609355036003621, + "MaxZ": -0.3545802534102116 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/MCB-2P-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": 0.13545557119417762, + "MinY": 1.6723681203359537, + "MinZ": -0.4159197379659002, + "MaxX": 0.21028897747465425, + "MaxY": 1.758368120335954, + "MaxZ": -0.38091973796589995 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/2P-Power-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/812_SidePanel_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\812_SidePanel_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/810_FrontPanel_x1_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\810_FrontPanel_x1_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/vfd-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.7111084924991532, + "Density": 1000.0000000000001, + "Volume": 0.0007111084924991531, + "SurfaceArea": 0.24281888230625961, + "CenterOfMassX": -0.00021496011706241905, + "CenterOfMassY": 0.12008454904408689, + "CenterOfMassZ": -0.001007509789486886 + }, + "Box": { + "MinX": -0.045452118271694125, + "MinY": 1.4236050360036199, + "MinZ": -0.48108030341021146, + "MaxX": 0.12754793172830695, + "MaxY": 1.5869948418859736, + "MaxZ": -0.35608020341021085 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.02001194520336698, + "Density": 1000.0, + "Volume": 2.001194520336698E-05, + "SurfaceArea": 0.006025574709585223, + "CenterOfMassX": 2.074657218751345E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.065 + }, + "Box": { + "MinX": -0.1757448418520405, + "MinY": 1.4216046229574004, + "MinZ": -0.48358025341021044, + "MaxX": -0.15774401575960198, + "MaxY": 1.4396054490498387, + "MaxZ": -0.35358025341021043 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/E5C2-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "2": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.06393622115198451, + "Density": 1850.3871572108353, + "Volume": 3.4552888514616696E-05, + "SurfaceArea": 0.020152153011664488, + "CenterOfMassX": 0.01450130535154702, + "CenterOfMassY": 0.026656356266078544, + "CenterOfMassZ": -0.015001305351052194 + }, + "Box": { + "MinX": -0.20167942880582257, + "MinY": 1.7173333289437045, + "MinZ": -0.40433341009467577, + "MaxX": -0.13264442880582228, + "MaxY": 1.757333328943705, + "MaxZ": -0.3743334100946755 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\803_MountPlate_x2_4mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "SM": { + "New Property": "" + }, + "Drive": { + "New Property": "" + } + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 420.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 160.0, + "D1@Sketch1": 420.0, + "Corner-Radius-Major": 16.0, + "D1@Major-Fillet": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 252.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "D1@Sketch7": 252.0, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch6": 16.0, + "D2@Sketch7": 16.0, + "D4@Sketch1": 8.2, + "D1@Minor-Fillets": 4.0, + "Base-Width-Medium": 520.0, + "D2@Sketch1": 420.0 + }, + "Mass": { + "Mass": 0.6750345849226298, + "Density": 1000.0, + "Volume": 0.0006750345849226298, + "SurfaceArea": 0.3449394113747195, + "CenterOfMassX": 8.055517882080392E-17, + "CenterOfMassY": -0.0019999999999999996, + "CenterOfMassZ": -0.0015548458521348067 + }, + "Box": { + "MinX": -0.20424442880582253, + "MinY": 1.4006050360036193, + "MinZ": -0.35358025341021176, + "MaxX": 0.21575557119417924, + "MaxY": 1.820605036003621, + "MaxZ": -0.3495802534102103 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-13", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Boss-Extrude1": 130.0 + }, + "Mass": { + "Mass": 0.05227610175573417, + "Density": 8000.0, + "Volume": 6.534512719466771E-06, + "SurfaceArea": 0.0033677873246482585, + "CenterOfMassX": 1.8533632998480494E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.06500000000000002 + }, + "Box": { + "MinX": -0.19744285555586952, + "MinY": 1.8034066092535728, + "MinZ": -0.4835802534102103, + "MaxX": -0.18704600205577568, + "MaxY": 1.813803462753666, + "MaxZ": -0.3535802534102103 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/vfd-cp-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd-cp.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "material property": "Steel", + "Nomenclature": "Huanyang VFD Controller v3", + "Part Number": "Huanyang VFD Controller", + "Definition": "Huanyang VFD Controller" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07012852873823408, + "Density": 1000.0, + "Volume": 7.012852873823408E-05, + "SurfaceArea": 0.013731257570199896, + "CenterOfMassX": 0.00018088182297487844, + "CenterOfMassY": -0.0011497879120567123, + "CenterOfMassZ": 0.008236856779337767 + }, + "Box": { + "MinX": -0.19044442880582188, + "MinY": 1.4580698402150096, + "MinZ": -0.44633025341021043, + "MaxX": -0.15714442880582144, + "MaxY": 1.5347698402150098, + "MaxZ": -0.3908302534102103 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\Cabinet-EDC-Flex-Drive-130\\schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Description": "NOT SPECIFIED", + "Nomenclature": "SB108826_3D-COLOUR", + "Part Number": "SB108826_3D-COLOUR", + "Source": "MADE", + "Revision": "3", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.05231191923703929, + "Density": 1000.0, + "Volume": 5.231191923703929E-05, + "SurfaceArea": 0.017493474727280703, + "CenterOfMassX": 0.015206400694263097, + "CenterOfMassY": 0.01633809961872699, + "CenterOfMassZ": 0.04322186240757931 + }, + "Box": { + "MinX": -0.21374410095470178, + "MinY": 1.5371250461871573, + "MinZ": -0.4475354286941104, + "MaxX": -0.13184160095470152, + "MaxY": 1.5903883751400794, + "MaxZ": -0.3906580873892416 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-11", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.02001194520336698, + "Density": 1000.0, + "Volume": 2.001194520336698E-05, + "SurfaceArea": 0.006025574709585223, + "CenterOfMassX": 2.074657218751345E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.065 + }, + "Box": { + "MinX": 0.16925515814795833, + "MinY": 1.7816046229574016, + "MinZ": -0.48358025341021166, + "MaxX": 0.18725598424039686, + "MaxY": 1.7996054490498399, + "MaxZ": -0.35358025341021165 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "2": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.06393622115198451, + "Density": 1850.3871572108353, + "Volume": 3.4552888514616696E-05, + "SurfaceArea": 0.020152153011664488, + "CenterOfMassX": 0.01450130535154702, + "CenterOfMassY": 0.026656356266078544, + "CenterOfMassZ": -0.015001305351052194 + }, + "Box": { + "MinX": -0.2016794288058223, + "MinY": 1.6443767430635345, + "MinZ": -0.40433341009467577, + "MaxX": -0.132644428805822, + "MaxY": 1.6843767430635346, + "MaxZ": -0.3743334100946755 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "2": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.06393622115198451, + "Density": 1850.3871572108353, + "Volume": 3.4552888514616696E-05, + "SurfaceArea": 0.020152153011664488, + "CenterOfMassX": 0.01450130535154702, + "CenterOfMassY": 0.026656356266078544, + "CenterOfMassZ": -0.015001305351052194 + }, + "Box": { + "MinX": -0.20167942880582276, + "MinY": 1.7173333289437047, + "MinZ": -0.4628270967257454, + "MaxX": -0.13264442880582247, + "MaxY": 1.7573333289437048, + "MaxZ": -0.43282709672574515 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "2": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.06393622115198451, + "Density": 1850.3871572108353, + "Volume": 3.4552888514616696E-05, + "SurfaceArea": 0.020152153011664488, + "CenterOfMassX": 0.01450130535154702, + "CenterOfMassY": 0.026656356266078544, + "CenterOfMassZ": -0.015001305351052194 + }, + "Box": { + "MinX": -0.2016794288058225, + "MinY": 1.6443767430635345, + "MinZ": -0.4628270967257454, + "MaxX": -0.13264442880582222, + "MaxY": 1.6843767430635346, + "MaxZ": -0.43282709672574515 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 520.0, + "Base-Height": 420.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 415.99999999999994, + "Cutout-Vertical": 252.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Sketch1": 128.0, + "D2@Sketch1": 178.0 + }, + "Mass": { + "Mass": 0.18150842126030056, + "Density": 8000.0, + "Volume": 2.268855265753757E-05, + "SurfaceArea": 0.04604632654643709, + "CenterOfMassX": 1.4055520849981706E-17, + "CenterOfMassY": 1.3312687878872429E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.17594442880582206, + "MinY": 1.4313550360036194, + "MinZ": -0.48258025341021105, + "MaxX": -0.174944428805821, + "MaxY": 1.6093550360036197, + "MaxZ": -0.3545802534102104 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 520.0, + "Base-Height": 420.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 40.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 130.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 415.99999999999994, + "Cutout-Vertical": 252.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 20.0, + "D1@Sketch1": 128.0, + "D2@Sketch1": 178.0 + }, + "Mass": { + "Mass": 0.18150842126030056, + "Density": 8000.0, + "Volume": 2.268855265753757E-05, + "SurfaceArea": 0.04604632654643709, + "CenterOfMassX": 1.4055520849981706E-17, + "CenterOfMassY": 1.3312687878872429E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.17594442880582267, + "MinY": 1.6118550360036192, + "MinZ": -0.48258025341021105, + "MaxX": -0.17494442880582162, + "MaxY": 1.7898550360036196, + "MaxZ": -0.3545802534102105 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-12", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.02001194520336698, + "Density": 1000.0, + "Volume": 2.001194520336698E-05, + "SurfaceArea": 0.006025574709585223, + "CenterOfMassX": 2.074657218751345E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.065 + }, + "Box": { + "MinX": 0.16925515814795958, + "MinY": 1.4216046229574015, + "MinZ": -0.48358025341021166, + "MaxX": 0.1872559842403981, + "MaxY": 1.4396054490498398, + "MaxZ": -0.35358025341021165 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-Drive-130-1/812_SidePanel_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\812_SidePanel_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2", + "Children": [ + { + "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": 0.19825597658936714, + "MinY": 1.1111054413988033, + "MinZ": -0.4447969531604351, + "MaxX": 0.20925516579899336, + "MaxY": 1.12210463060843, + "MaxZ": -0.36279695316043503 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": -0.19774402341063288, + "MinY": 1.4071054413988033, + "MinZ": -0.44479695316043716, + "MaxX": -0.18674483420100665, + "MaxY": 1.41810463060843, + "MaxZ": -0.3627969531604371 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 128.0 + }, + "Mass": { + "Mass": 0.08115642126030051, + "Density": 8000.0, + "Volume": 1.0144552657537563E-05, + "SurfaceArea": 0.02076232654643708, + "CenterOfMassX": -2.9048406881013318E-18, + "CenterOfMassY": 9.988574997681772E-19, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.18645557119418027, + "MinY": 1.1353550360036162, + "MinZ": -0.4437969531604361, + "MaxX": 0.18745557119418027, + "MaxY": 1.2633550360036172, + "MaxZ": -0.3637969531604347 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-8", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": 0.19825597658936714, + "MinY": 1.4071054413988036, + "MinZ": -0.4447969531604371, + "MaxX": 0.20925516579899336, + "MaxY": 1.4181046306084302, + "MaxZ": -0.36279695316043703 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-9", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-10", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/E5C2-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "omron SLC": "V1.1 2006/08/11" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.16312890369028893, + "Density": 1000.0, + "Volume": 0.00016312890369028893, + "SurfaceArea": 0.022734052203142514, + "CenterOfMassX": -6.665313091742453E-07, + "CenterOfMassY": 2.5137720714489774E-06, + "CenterOfMassZ": -0.03249343509906675 + }, + "Box": { + "MinX": -0.19094442880581974, + "MinY": 1.2603169027719718, + "MinZ": -0.4277969531604366, + "MaxX": -0.08924442880581973, + "MaxY": 1.3083169027719723, + "MaxZ": -0.3797969531604362 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "SM": { + "New Property": "" + }, + "Drive": { + "New Property": "" + } + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "D1@Sketch1": 320.0, + "Corner-Radius-Major": 16.0, + "D1@Major-Fillet": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "D1@Sketch7": 192.0, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch6": 16.0, + "D2@Sketch7": 16.0, + "D4@Sketch1": 8.2, + "D1@Minor-Fillets": 4.0, + "Base-Width-Medium": 520.0, + "D2@Sketch1": 420.0 + }, + "Mass": { + "Mass": 0.5081014764336184, + "Density": 1000.0000000000001, + "Volume": 0.0005081014764336183, + "SurfaceArea": 0.26084346717417695, + "CenterOfMassX": -4.5487685255209984E-18, + "CenterOfMassY": -0.0019999999999999996, + "CenterOfMassZ": -0.001512163389938211 + }, + "Box": { + "MinX": -0.20424442880581983, + "MinY": 1.1046050360036164, + "MinZ": -0.44879695316043716, + "MaxX": 0.21575557119418026, + "MaxY": 1.4246050360036167, + "MaxZ": -0.44479695316043494 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/3Pos-Switch-22mm-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {}, + "2": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.06393622115198451, + "Density": 1850.3871572108353, + "Volume": 3.4552888514616696E-05, + "SurfaceArea": 0.020152153011664488, + "CenterOfMassX": 0.01450130535154702, + "CenterOfMassY": 0.026656356266078544, + "CenterOfMassZ": -0.015001305351052194 + }, + "Box": { + "MinX": -0.20167942880581974, + "MinY": 1.164341179982675, + "MinZ": -0.41879695316043564, + "MaxX": -0.13264442880581973, + "MaxY": 1.204341179982675, + "MaxZ": -0.3887969531604354 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/525_Belt_x1_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "D1@Boss-Extrude1": 82.0, + "D1@profile": 361.0, + "D2@profile": 276.0, + "D1@Fillet2": 8.0, + "Belt-Thickness": 1.0, + "D1@Sketch44": 1.0, + "D1@Sketch51": 218.0, + "D2@Sketch51": 58.0, + "D1@Front-Panel": 1.0 + }, + "Mass": { + "Mass": 0.9832664441508785, + "Density": 8000.000132999999, + "Volume": 0.00012290830347550929, + "SurfaceArea": 0.2560595626034631, + "CenterOfMassX": -0.020913053610111365, + "CenterOfMassY": -3.142165414143677E-16, + "CenterOfMassZ": 0.04100000000000023 + }, + "Box": { + "MinX": -0.17474442880581972, + "MinY": 1.1266050360036166, + "MinZ": -0.44479695316043605, + "MaxX": 0.18625557119418026, + "MaxY": 1.4026050360036164, + "MaxZ": -0.3627969531604361 + }, + "Material": { + "Material": "AISI 347 Annealed Stainless Steel (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/610_FrontPanel_x1_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 256.0 + }, + "Mass": { + "Mass": 0.16274956996062104, + "Density": 8000.000000000001, + "Volume": 2.034369624507763E-05, + "SurfaceArea": 0.041448657966583834, + "CenterOfMassX": 5.4242980582749145E-18, + "CenterOfMassY": -2.881274318573469E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.17594442880581973, + "MinY": 1.1366050360036166, + "MinZ": -0.44379695316043655, + "MaxX": -0.17494442880581973, + "MaxY": 1.3926050360036168, + "MaxZ": -0.3637969531604356 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 128.0 + }, + "Mass": { + "Mass": 0.08115642126030051, + "Density": 8000.0, + "Volume": 1.0144552657537563E-05, + "SurfaceArea": 0.02076232654643708, + "CenterOfMassX": -2.9048406881013318E-18, + "CenterOfMassY": 9.988574997681772E-19, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.18645557119418027, + "MinY": 1.2658550360036167, + "MinZ": -0.44379695316043655, + "MaxX": 0.18745557119418027, + "MaxY": 1.3938550360036168, + "MaxZ": -0.36379695316043614 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": -0.19774402341063288, + "MinY": 1.1111054413988035, + "MinZ": -0.44479695316043505, + "MaxX": -0.18674483420100665, + "MaxY": 1.1221046306084301, + "MaxZ": -0.362796953160435 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 162.0 + }, + "Mass": { + "Mass": 0.10291642126030053, + "Density": 8000.0, + "Volume": 1.2864552657537566E-05, + "SurfaceArea": 0.026270326546437073, + "CenterOfMassX": -8.867870296417158E-18, + "CenterOfMassY": -1.4392181512483772E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.01100557119418026, + "MinY": 1.4026050360036164, + "MinZ": -0.443796953160437, + "MaxX": 0.17300557119418025, + "MaxY": 1.4036050360036172, + "MaxZ": -0.36379695316043703 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/E5C2-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "omron SLC": "V1.1 2006/08/11" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.16312890369028893, + "Density": 1000.0, + "Volume": 0.00016312890369028893, + "SurfaceArea": 0.022734052203142514, + "CenterOfMassX": -6.665313091742453E-07, + "CenterOfMassY": 2.5137720714489774E-06, + "CenterOfMassZ": -0.03249343509906675 + }, + "Box": { + "MinX": -0.19094442880581974, + "MinY": 1.3153169027719718, + "MinZ": -0.42779695316043675, + "MaxX": -0.08924442880581973, + "MaxY": 1.3633169027719723, + "MaxZ": -0.3797969531604364 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.012622919282123791, + "Density": 1000.0, + "Volume": 1.262291928212379E-05, + "SurfaceArea": 0.003914424446372883, + "CenterOfMassX": 2.0746572187513447E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.04100000000000001 + }, + "Box": { + "MinX": -0.17532682437555638, + "MinY": 1.3860226404338798, + "MinZ": -0.4447969531604371, + "MaxX": -0.15816203323608305, + "MaxY": 1.4031874315733535, + "MaxZ": -0.3627969531604369 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1", + "Children": [ + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", + "Children": [ + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Latch.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Latch", + "Part Number": "Latch", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0009888934418696032, + "Density": 1000.0, + "Volume": 9.888934418696032E-07, + "SurfaceArea": 0.0012942781774874686, + "CenterOfMassX": 1.986646411949624E-07, + "CenterOfMassY": 0.003526150057892247, + "CenterOfMassZ": 0.0005627263597425241 + }, + "Box": { + "MinX": 0.025161932725499464, + "MinY": 1.1303921603755809, + "MinZ": -0.42920040626014555, + "MaxX": 0.05341193272549999, + "MaxY": 1.1360079847599667, + "MaxZ": -0.4133935000607051 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Lever arm.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Lever arm", + "Part Number": "Lever arm", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0016111676334406777, + "Density": 1000.0, + "Volume": 1.6111676334406777E-06, + "SurfaceArea": 0.0010004211072629583, + "CenterOfMassX": 4.849373904331338E-05, + "CenterOfMassY": 0.001234368631699718, + "CenterOfMassZ": -1.3346379784733545E-10 + }, + "Box": { + "MinX": 0.05333373530613106, + "MinY": 1.1842297873405787, + "MinZ": -0.4277969531604353, + "MaxX": 0.0744954772018781, + "MaxY": 1.206254302246346, + "MaxZ": -0.4147969531604353 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Circuit breaker Schneider Electric BA63", + "Part Number": "Circuit breaker Schneider Electric BA63", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07511758181744248, + "Density": 999.9999999999999, + "Volume": 7.511758181744248E-05, + "SurfaceArea": 0.017558252896280147, + "CenterOfMassX": 0.0006668141408676415, + "CenterOfMassY": 0.00697775286320669, + "CenterOfMassZ": -1.4154227227956244E-05 + }, + "Box": { + "MinX": 0.02906193272550496, + "MinY": 1.1307579847599567, + "MinZ": -0.4301969531604353, + "MaxX": 0.11021193272550496, + "MaxY": 1.2000466020525002, + "MaxZ": -0.4123969531604353 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Plastic overlay.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Plastic overlay", + "Part Number": "Plastic overlay", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000365355159423404, + "Density": 1000.0, + "Volume": 3.65355159423404E-07, + "SurfaceArea": 0.0005618495784127246, + "CenterOfMassX": -0.0016555113368291988, + "CenterOfMassY": 4.600410107798173E-08, + "CenterOfMassZ": -0.0003086570866772846 + }, + "Box": { + "MinX": 0.0646370015724019, + "MinY": 1.1970149132133845, + "MinZ": -0.42914945316043535, + "MaxX": 0.07429150968577186, + "MaxY": 1.206669585491608, + "MaxZ": -0.4131469531604353 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Definition": "UNKNOWN", + "Revision": "ANY", + "Source": "NOT_KNOWN", + "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", + "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07808299805217615, + "Density": 999.9999999999998, + "Volume": 7.808299805217617E-05, + "SurfaceArea": 0.020414801759443296, + "CenterOfMassX": 0.00011162665278921434, + "CenterOfMassY": 0.007445781346881958, + "CenterOfMassZ": -1.4361561135554347E-05 + }, + "Box": { + "MinX": 0.02516193272549947, + "MinY": 1.1303921603755809, + "MinZ": -0.4301969531604353, + "MaxX": 0.11021193272550497, + "MaxY": 1.2066695854916083, + "MaxZ": -0.4123969531604353 + }, + "Material": { + "Latch.STEP-1": "", + "Lever arm.STEP-1": "", + "Circuit breaker Schneider Electric BA63.STEP-1": "", + "Plastic overlay.STEP-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/MCB-2P-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": 0.026636932725504964, + "MinY": 1.1300079847599567, + "MinZ": -0.4124469531604354, + "MaxX": 0.11263693272550498, + "MaxY": 1.204841391040433, + "MaxZ": -0.37744695316043536 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.1136634892050042, + "Density": 999.9999999999998, + "Volume": 0.00011366348920500422, + "SurfaceArea": 0.0851928534916834, + "CenterOfMassX": 0.09296383004745598, + "CenterOfMassY": 0.08657895913282705, + "CenterOfMassZ": 0.07237414230568422 + }, + "Box": { + "MinX": 0.02516193272549945, + "MinY": 1.1300079847599565, + "MinZ": -0.43019695316043566, + "MaxX": 0.11263693272550497, + "MaxY": 1.2066695854916085, + "MaxZ": -0.37744695316043514 + }, + "Material": { + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "", + "MCB-2P-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/MCB-2P-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": 0.13545557119418022, + "MinY": 1.1552753105594928, + "MinZ": -0.4212969531604359, + "MaxX": 0.2102889774746564, + "MaxY": 1.2412753105594931, + "MaxZ": -0.38629695316043533 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 162.0 + }, + "Mass": { + "Mass": 0.10291642126030053, + "Density": 8000.0, + "Volume": 1.2864552657537566E-05, + "SurfaceArea": 0.026270326546437073, + "CenterOfMassX": -8.867870296417158E-18, + "CenterOfMassY": -1.4392181512483772E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.01100557119418026, + "MinY": 1.1256050360036163, + "MinZ": -0.4437969531604351, + "MaxX": 0.17300557119418025, + "MaxY": 1.126605036003617, + "MaxZ": -0.36379695316043503 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-12", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-11", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "SM": { + "New Property": "" + }, + "Drive": { + "New Property": "" + } + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "D1@Sketch1": 320.0, + "Corner-Radius-Major": 16.0, + "D1@Major-Fillet": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "D1@Sketch7": 192.0, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch6": 16.0, + "D2@Sketch7": 16.0, + "D4@Sketch1": 8.2, + "D1@Minor-Fillets": 4.0, + "Base-Width-Medium": 520.0, + "D2@Sketch1": 420.0 + }, + "Mass": { + "Mass": 0.5081014764336184, + "Density": 1000.0000000000001, + "Volume": 0.0005081014764336183, + "SurfaceArea": 0.26084346717417695, + "CenterOfMassX": -4.5487685255209984E-18, + "CenterOfMassY": -0.0019999999999999996, + "CenterOfMassZ": -0.001512163389938211 + }, + "Box": { + "MinX": -0.20424442880581983, + "MinY": 1.1046050360036168, + "MinZ": -0.3627969531604372, + "MaxX": 0.21575557119418026, + "MaxY": 1.424605036003617, + "MaxZ": -0.358796953160435 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Parent": null, + "Properties": { + "Default": { + "Checkbox7": "Unchecked", + "Comment": "", + "Hide": "0" + }, + "Global": { + "Catalog": "1", + "IsLaser": "1", + "Configurations": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 3.2143222061607823, + "Density": 1842.4008341407543, + "Volume": 0.0017446378369991647, + "SurfaceArea": 1.141411711175074, + "CenterOfMassX": 0.0005905973394126552, + "CenterOfMassY": 0.00032781777041214635, + "CenterOfMassZ": -0.015454087593061062 + }, + "Box": { + "MinX": -0.20424442880581983, + "MinY": 1.1046050360036164, + "MinZ": -0.44879695316043716, + "MaxX": 0.21575557119418026, + "MaxY": 1.424605036003617, + "MaxZ": -0.358796953160435 + }, + "Material": { + "540_SupportHookPins_x6_8mm_INOX-2": "AISI 304", + "540_SupportHookPins_x6_8mm_INOX-4": "AISI 304", + "611_BackPanel_x2_1mm_INOX-2": "AISI 304", + "540_SupportHookPins_x6_8mm_INOX-5": "AISI 304", + "E5C2-5": "", + "403_MountPlate_x2_4mm_INOX-1": "", + "3Pos-Switch-22mm-1": "", + "525_Belt_x1_1mm_INOX-1": "AISI 347 Annealed Stainless Steel (SS)", + "610_FrontPanel_x1_1mm_INOX-1": "AISI 304", + "611_BackPanel_x2_1mm_INOX-1": "AISI 304", + "540_SupportHookPins_x6_8mm_INOX-1": "AISI 304", + "612_SidePanel_x2_1mm_INOX-1": "AISI 304", + "E5C2-1": "", + "530_BasePost-1": "", + "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", + "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", + "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", + "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "", + "2P-Power-1/MCB-2P-1": "", + "MCB-2P-1": "", + "612_SidePanel_x2_1mm_INOX-2": "AISI 304", + "403_MountPlate_x2_4mm_INOX-4": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": 0.19825597658936714, + "MinY": 1.1111054413988033, + "MinZ": -0.4447969531604351, + "MaxX": 0.20925516579899336, + "MaxY": 1.12210463060843, + "MaxZ": -0.36279695316043503 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": -0.19774402341063288, + "MinY": 1.4071054413988033, + "MinZ": -0.44479695316043716, + "MaxX": -0.18674483420100665, + "MaxY": 1.41810463060843, + "MaxZ": -0.3627969531604371 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 128.0 + }, + "Mass": { + "Mass": 0.08115642126030051, + "Density": 8000.0, + "Volume": 1.0144552657537563E-05, + "SurfaceArea": 0.02076232654643708, + "CenterOfMassX": -2.9048406881013318E-18, + "CenterOfMassY": 9.988574997681772E-19, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.18645557119418027, + "MinY": 1.1353550360036162, + "MinZ": -0.4437969531604361, + "MaxX": 0.18745557119418027, + "MaxY": 1.2633550360036172, + "MaxZ": -0.3637969531604347 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-8", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": 0.19825597658936714, + "MinY": 1.4071054413988036, + "MinZ": -0.4447969531604371, + "MaxX": 0.20925516579899336, + "MaxY": 1.4181046306084302, + "MaxZ": -0.36279695316043703 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-9", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-10", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/E5C2-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "omron SLC": "V1.1 2006/08/11" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.16312890369028893, + "Density": 1000.0, + "Volume": 0.00016312890369028893, + "SurfaceArea": 0.022734052203142514, + "CenterOfMassX": -6.665313091742453E-07, + "CenterOfMassY": 2.5137720714489774E-06, + "CenterOfMassZ": -0.03249343509906675 + }, + "Box": { + "MinX": -0.19094442880581974, + "MinY": 1.2603169027719718, + "MinZ": -0.4277969531604366, + "MaxX": -0.08924442880581973, + "MaxY": 1.3083169027719723, + "MaxZ": -0.3797969531604362 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "SM": { + "New Property": "" + }, + "Drive": { + "New Property": "" + } + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "D1@Sketch1": 320.0, + "Corner-Radius-Major": 16.0, + "D1@Major-Fillet": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "D1@Sketch7": 192.0, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch6": 16.0, + "D2@Sketch7": 16.0, + "D4@Sketch1": 8.2, + "D1@Minor-Fillets": 4.0, + "Base-Width-Medium": 520.0, + "D2@Sketch1": 420.0 + }, + "Mass": { + "Mass": 0.5081014764336184, + "Density": 1000.0000000000001, + "Volume": 0.0005081014764336183, + "SurfaceArea": 0.26084346717417695, + "CenterOfMassX": -4.5487685255209984E-18, + "CenterOfMassY": -0.0019999999999999996, + "CenterOfMassZ": -0.001512163389938211 + }, + "Box": { + "MinX": -0.20424442880581983, + "MinY": 1.1046050360036164, + "MinZ": -0.44879695316043716, + "MaxX": 0.21575557119418026, + "MaxY": 1.4246050360036167, + "MaxZ": -0.44479695316043494 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/3Pos-Switch-22mm-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "2": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.06393622115198451, + "Density": 1850.3871572108353, + "Volume": 3.4552888514616696E-05, + "SurfaceArea": 0.020152153011664488, + "CenterOfMassX": 0.01450130535154702, + "CenterOfMassY": 0.026656356266078544, + "CenterOfMassZ": -0.015001305351052194 + }, + "Box": { + "MinX": -0.20167942880581974, + "MinY": 1.164341179982675, + "MinZ": -0.41879695316043564, + "MaxX": -0.13264442880581973, + "MaxY": 1.204341179982675, + "MaxZ": -0.3887969531604354 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/525_Belt_x1_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "D1@Boss-Extrude1": 82.0, + "D1@profile": 361.0, + "D2@profile": 276.0, + "D1@Fillet2": 8.0, + "Belt-Thickness": 1.0, + "D1@Sketch44": 1.0, + "D1@Sketch51": 218.0, + "D2@Sketch51": 58.0, + "D1@Front-Panel": 1.0 + }, + "Mass": { + "Mass": 0.9832664441508785, + "Density": 8000.000132999999, + "Volume": 0.00012290830347550929, + "SurfaceArea": 0.2560595626034631, + "CenterOfMassX": -0.020913053610111365, + "CenterOfMassY": -3.142165414143677E-16, + "CenterOfMassZ": 0.04100000000000023 + }, + "Box": { + "MinX": -0.17474442880581972, + "MinY": 1.1266050360036166, + "MinZ": -0.44479695316043605, + "MaxX": 0.18625557119418026, + "MaxY": 1.4026050360036164, + "MaxZ": -0.3627969531604361 + }, + "Material": { + "Material": "AISI 347 Annealed Stainless Steel (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/610_FrontPanel_x1_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 256.0 + }, + "Mass": { + "Mass": 0.16274956996062104, + "Density": 8000.000000000001, + "Volume": 2.034369624507763E-05, + "SurfaceArea": 0.041448657966583834, + "CenterOfMassX": 5.4242980582749145E-18, + "CenterOfMassY": -2.881274318573469E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.17594442880581973, + "MinY": 1.1366050360036166, + "MinZ": -0.44379695316043655, + "MaxX": -0.17494442880581973, + "MaxY": 1.3926050360036168, + "MaxZ": -0.3637969531604356 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 128.0 + }, + "Mass": { + "Mass": 0.08115642126030051, + "Density": 8000.0, + "Volume": 1.0144552657537563E-05, + "SurfaceArea": 0.02076232654643708, + "CenterOfMassX": -2.9048406881013318E-18, + "CenterOfMassY": 9.988574997681772E-19, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.18645557119418027, + "MinY": 1.2658550360036167, + "MinZ": -0.44379695316043655, + "MaxX": 0.18745557119418027, + "MaxY": 1.3938550360036168, + "MaxZ": -0.36379695316043614 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": -0.19774402341063288, + "MinY": 1.1111054413988035, + "MinZ": -0.44479695316043505, + "MaxX": -0.18674483420100665, + "MaxY": 1.1221046306084301, + "MaxZ": -0.362796953160435 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 162.0 + }, + "Mass": { + "Mass": 0.10291642126030053, + "Density": 8000.0, + "Volume": 1.2864552657537566E-05, + "SurfaceArea": 0.026270326546437073, + "CenterOfMassX": -8.867870296417158E-18, + "CenterOfMassY": -1.4392181512483772E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.01100557119418026, + "MinY": 1.4026050360036164, + "MinZ": -0.443796953160437, + "MaxX": 0.17300557119418025, + "MaxY": 1.4036050360036172, + "MaxZ": -0.36379695316043703 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/E5C2-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "omron SLC": "V1.1 2006/08/11" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.16312890369028893, + "Density": 1000.0, + "Volume": 0.00016312890369028893, + "SurfaceArea": 0.022734052203142514, + "CenterOfMassX": -6.665313091742453E-07, + "CenterOfMassY": 2.5137720714489774E-06, + "CenterOfMassZ": -0.03249343509906675 + }, + "Box": { + "MinX": -0.19094442880581974, + "MinY": 1.3153169027719718, + "MinZ": -0.42779695316043675, + "MaxX": -0.08924442880581973, + "MaxY": 1.3633169027719723, + "MaxZ": -0.3797969531604364 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.012622919282123791, + "Density": 1000.0, + "Volume": 1.262291928212379E-05, + "SurfaceArea": 0.003914424446372883, + "CenterOfMassX": 2.0746572187513447E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.04100000000000001 + }, + "Box": { + "MinX": -0.17532682437555638, + "MinY": 1.3860226404338798, + "MinZ": -0.4447969531604371, + "MaxX": -0.15816203323608305, + "MaxY": 1.4031874315733535, + "MaxZ": -0.3627969531604369 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1", + "Children": [ + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", + "Children": [ + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Latch.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Latch", + "Part Number": "Latch", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0009888934418696032, + "Density": 1000.0, + "Volume": 9.888934418696032E-07, + "SurfaceArea": 0.0012942781774874686, + "CenterOfMassX": 1.986646411949624E-07, + "CenterOfMassY": 0.003526150057892247, + "CenterOfMassZ": 0.0005627263597425241 + }, + "Box": { + "MinX": 0.025161932725499464, + "MinY": 1.1303921603755809, + "MinZ": -0.42920040626014555, + "MaxX": 0.05341193272549999, + "MaxY": 1.1360079847599667, + "MaxZ": -0.4133935000607051 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Lever arm.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Lever arm", + "Part Number": "Lever arm", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0016111676334406777, + "Density": 1000.0, + "Volume": 1.6111676334406777E-06, + "SurfaceArea": 0.0010004211072629583, + "CenterOfMassX": 4.849373904331338E-05, + "CenterOfMassY": 0.001234368631699718, + "CenterOfMassZ": -1.3346379784733545E-10 + }, + "Box": { + "MinX": 0.05333373530613106, + "MinY": 1.1842297873405787, + "MinZ": -0.4277969531604353, + "MaxX": 0.0744954772018781, + "MaxY": 1.206254302246346, + "MaxZ": -0.4147969531604353 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Circuit breaker Schneider Electric BA63", + "Part Number": "Circuit breaker Schneider Electric BA63", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07511758181744248, + "Density": 999.9999999999999, + "Volume": 7.511758181744248E-05, + "SurfaceArea": 0.017558252896280147, + "CenterOfMassX": 0.0006668141408676415, + "CenterOfMassY": 0.00697775286320669, + "CenterOfMassZ": -1.4154227227956244E-05 + }, + "Box": { + "MinX": 0.02906193272550496, + "MinY": 1.1307579847599567, + "MinZ": -0.4301969531604353, + "MaxX": 0.11021193272550496, + "MaxY": 1.2000466020525002, + "MaxZ": -0.4123969531604353 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Plastic overlay.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Plastic overlay", + "Part Number": "Plastic overlay", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000365355159423404, + "Density": 1000.0, + "Volume": 3.65355159423404E-07, + "SurfaceArea": 0.0005618495784127246, + "CenterOfMassX": -0.0016555113368291988, + "CenterOfMassY": 4.600410107798173E-08, + "CenterOfMassZ": -0.0003086570866772846 + }, + "Box": { + "MinX": 0.0646370015724019, + "MinY": 1.1970149132133845, + "MinZ": -0.42914945316043535, + "MaxX": 0.07429150968577186, + "MaxY": 1.206669585491608, + "MaxZ": -0.4131469531604353 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Definition": "UNKNOWN", + "Revision": "ANY", + "Source": "NOT_KNOWN", + "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", + "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07808299805217615, + "Density": 999.9999999999998, + "Volume": 7.808299805217617E-05, + "SurfaceArea": 0.020414801759443296, + "CenterOfMassX": 0.00011162665278921495, + "CenterOfMassY": 0.007445781346881958, + "CenterOfMassZ": -1.4361561135554365E-05 + }, + "Box": { + "MinX": 0.02516193272549947, + "MinY": 1.1303921603755809, + "MinZ": -0.4301969531604353, + "MaxX": 0.11021193272550497, + "MaxY": 1.2066695854916083, + "MaxZ": -0.4123969531604353 + }, + "Material": { + "Latch.STEP-1": "", + "Lever arm.STEP-1": "", + "Circuit breaker Schneider Electric BA63.STEP-1": "", + "Plastic overlay.STEP-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/MCB-2P-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": 0.026636932725504964, + "MinY": 1.1300079847599567, + "MinZ": -0.4124469531604354, + "MaxX": 0.11263693272550498, + "MaxY": 1.204841391040433, + "MaxZ": -0.37744695316043536 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.11366348920500419, + "Density": 999.9999999999998, + "Volume": 0.00011366348920500421, + "SurfaceArea": 0.0851928534916834, + "CenterOfMassX": 0.09296383004745595, + "CenterOfMassY": 0.08657895913282704, + "CenterOfMassZ": 0.07237414230568417 + }, + "Box": { + "MinX": 0.02516193272549945, + "MinY": 1.1300079847599565, + "MinZ": -0.43019695316043566, + "MaxX": 0.11263693272550497, + "MaxY": 1.2066695854916085, + "MaxZ": -0.37744695316043514 + }, + "Material": { + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "", + "MCB-2P-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", + "Children": [ + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Latch.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Latch", + "Part Number": "Latch", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0009888934418696032, + "Density": 1000.0, + "Volume": 9.888934418696032E-07, + "SurfaceArea": 0.0012942781774874686, + "CenterOfMassX": 1.986646411949624E-07, + "CenterOfMassY": 0.003526150057892247, + "CenterOfMassZ": 0.0005627263597425241 + }, + "Box": { + "MinX": 0.025161932725499464, + "MinY": 1.1303921603755809, + "MinZ": -0.42920040626014555, + "MaxX": 0.05341193272549999, + "MaxY": 1.1360079847599667, + "MaxZ": -0.4133935000607051 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Lever arm.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Lever arm", + "Part Number": "Lever arm", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0016111676334406777, + "Density": 1000.0, + "Volume": 1.6111676334406777E-06, + "SurfaceArea": 0.0010004211072629583, + "CenterOfMassX": 4.849373904331338E-05, + "CenterOfMassY": 0.001234368631699718, + "CenterOfMassZ": -1.3346379784733545E-10 + }, + "Box": { + "MinX": 0.05333373530613106, + "MinY": 1.1842297873405787, + "MinZ": -0.4277969531604353, + "MaxX": 0.0744954772018781, + "MaxY": 1.206254302246346, + "MaxZ": -0.4147969531604353 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Circuit breaker Schneider Electric BA63", + "Part Number": "Circuit breaker Schneider Electric BA63", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07511758181744248, + "Density": 999.9999999999999, + "Volume": 7.511758181744248E-05, + "SurfaceArea": 0.017558252896280147, + "CenterOfMassX": 0.0006668141408676415, + "CenterOfMassY": 0.00697775286320669, + "CenterOfMassZ": -1.4154227227956244E-05 + }, + "Box": { + "MinX": 0.02906193272550496, + "MinY": 1.1307579847599567, + "MinZ": -0.4301969531604353, + "MaxX": 0.11021193272550496, + "MaxY": 1.2000466020525002, + "MaxZ": -0.4123969531604353 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Plastic overlay.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Plastic overlay", + "Part Number": "Plastic overlay", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000365355159423404, + "Density": 1000.0, + "Volume": 3.65355159423404E-07, + "SurfaceArea": 0.0005618495784127246, + "CenterOfMassX": -0.0016555113368291988, + "CenterOfMassY": 4.600410107798173E-08, + "CenterOfMassZ": -0.0003086570866772846 + }, + "Box": { + "MinX": 0.0646370015724019, + "MinY": 1.1970149132133845, + "MinZ": -0.42914945316043535, + "MaxX": 0.07429150968577186, + "MaxY": 1.206669585491608, + "MaxZ": -0.4131469531604353 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Definition": "UNKNOWN", + "Revision": "ANY", + "Source": "NOT_KNOWN", + "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", + "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07808299805217615, + "Density": 999.9999999999998, + "Volume": 7.808299805217617E-05, + "SurfaceArea": 0.020414801759443296, + "CenterOfMassX": 0.00011162665278921452, + "CenterOfMassY": 0.007445781346881958, + "CenterOfMassZ": -1.4361561135554189E-05 + }, + "Box": { + "MinX": 0.02516193272549947, + "MinY": 1.1303921603755809, + "MinZ": -0.4301969531604353, + "MaxX": 0.11021193272550497, + "MaxY": 1.2066695854916083, + "MaxZ": -0.4123969531604353 + }, + "Material": { + "Latch.STEP-1": "", + "Lever arm.STEP-1": "", + "Circuit breaker Schneider Electric BA63.STEP-1": "", + "Plastic overlay.STEP-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Latch.STEP.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Latch", + "Part Number": "Latch", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0009888934418696032, + "Density": 1000.0, + "Volume": 9.888934418696032E-07, + "SurfaceArea": 0.0012942781774874686, + "CenterOfMassX": 1.986646411949624E-07, + "CenterOfMassY": 0.003526150057892247, + "CenterOfMassZ": 0.0005627263597425241 + }, + "Box": { + "MinX": 0.025161932725499464, + "MinY": 1.1303921603755809, + "MinZ": -0.42920040626014555, + "MaxX": 0.05341193272549999, + "MaxY": 1.1360079847599667, + "MaxZ": -0.4133935000607051 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Lever arm.STEP.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Lever arm", + "Part Number": "Lever arm", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0016111676334406777, + "Density": 1000.0, + "Volume": 1.6111676334406777E-06, + "SurfaceArea": 0.0010004211072629583, + "CenterOfMassX": 4.849373904331338E-05, + "CenterOfMassY": 0.001234368631699718, + "CenterOfMassZ": -1.3346379784733545E-10 + }, + "Box": { + "MinX": 0.05333373530613106, + "MinY": 1.1842297873405787, + "MinZ": -0.4277969531604353, + "MaxX": 0.0744954772018781, + "MaxY": 1.206254302246346, + "MaxZ": -0.4147969531604353 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Circuit breaker Schneider Electric BA63", + "Part Number": "Circuit breaker Schneider Electric BA63", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07511758181744248, + "Density": 999.9999999999999, + "Volume": 7.511758181744248E-05, + "SurfaceArea": 0.017558252896280147, + "CenterOfMassX": 0.0006668141408676415, + "CenterOfMassY": 0.00697775286320669, + "CenterOfMassZ": -1.4154227227956244E-05 + }, + "Box": { + "MinX": 0.02906193272550496, + "MinY": 1.1307579847599567, + "MinZ": -0.4301969531604353, + "MaxX": 0.11021193272550496, + "MaxY": 1.2000466020525002, + "MaxZ": -0.4123969531604353 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Plastic overlay.STEP.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Plastic overlay", + "Part Number": "Plastic overlay", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000365355159423404, + "Density": 1000.0, + "Volume": 3.65355159423404E-07, + "SurfaceArea": 0.0005618495784127246, + "CenterOfMassX": -0.0016555113368291988, + "CenterOfMassY": 4.600410107798173E-08, + "CenterOfMassZ": -0.0003086570866772846 + }, + "Box": { + "MinX": 0.0646370015724019, + "MinY": 1.1970149132133845, + "MinZ": -0.42914945316043535, + "MaxX": 0.07429150968577186, + "MaxY": 1.206669585491608, + "MaxZ": -0.4131469531604353 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/2P-Power-1/MCB-2P-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": 0.026636932725504964, + "MinY": 1.1300079847599567, + "MinZ": -0.4124469531604354, + "MaxX": 0.11263693272550498, + "MaxY": 1.204841391040433, + "MaxZ": -0.37744695316043536 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/MCB-2P-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": 0.13545557119418022, + "MinY": 1.1552753105594928, + "MinZ": -0.4212969531604359, + "MaxX": 0.2102889774746564, + "MaxY": 1.2412753105594931, + "MaxZ": -0.38629695316043533 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 162.0 + }, + "Mass": { + "Mass": 0.10291642126030053, + "Density": 8000.0, + "Volume": 1.2864552657537566E-05, + "SurfaceArea": 0.026270326546437073, + "CenterOfMassX": -8.867870296417158E-18, + "CenterOfMassY": -1.4392181512483772E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.01100557119418026, + "MinY": 1.1256050360036163, + "MinZ": -0.4437969531604351, + "MaxX": 0.17300557119418025, + "MaxY": 1.126605036003617, + "MaxZ": -0.36379695316043503 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-12", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/530_BasePost-11", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "SM": { + "New Property": "" + }, + "Drive": { + "New Property": "" + } + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "D1@Sketch1": 320.0, + "Corner-Radius-Major": 16.0, + "D1@Major-Fillet": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "D1@Sketch7": 192.0, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch6": 16.0, + "D2@Sketch7": 16.0, + "D4@Sketch1": 8.2, + "D1@Minor-Fillets": 4.0, + "Base-Width-Medium": 520.0, + "D2@Sketch1": 420.0 + }, + "Mass": { + "Mass": 0.5081014764336184, + "Density": 1000.0000000000001, + "Volume": 0.0005081014764336183, + "SurfaceArea": 0.26084346717417695, + "CenterOfMassX": -4.5487685255209984E-18, + "CenterOfMassY": -0.0019999999999999996, + "CenterOfMassZ": -0.001512163389938211 + }, + "Box": { + "MinX": -0.20424442880581983, + "MinY": 1.1046050360036168, + "MinZ": -0.3627969531604372, + "MaxX": 0.21575557119418026, + "MaxY": 1.424605036003617, + "MaxZ": -0.358796953160435 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "615_BarrelMount_x1_5mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\615_BarrelMount_x1_5mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.2293240334954724, + "Density": 1000.0, + "Volume": 0.0002293240334954724, + "SurfaceArea": 0.10072664859298405, + "CenterOfMassX": -1.6621233302699633E-17, + "CenterOfMassY": 6.2262724746211715E-18, + "CenterOfMassZ": 0.002500000000001564 + }, + "Box": { + "MinX": -0.04000000000000001, + "MinY": 0.7450000000000199, + "MinZ": -0.3099999999999982, + "MaxX": 0.04000000000000001, + "MaxY": 0.7500000000001008, + "MaxZ": 0.3100000000000018 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1", + "Children": [ + { + "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": 0.19825597658936714, + "MinY": 1.111105441398803, + "MinZ": -0.44479695316043893, + "MaxX": 0.20925516579899336, + "MaxY": 1.1221046306084297, + "MaxZ": -0.36279695316043886 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": -0.19774402341063288, + "MinY": 1.4071054413988031, + "MinZ": -0.444796953160441, + "MaxX": -0.18674483420100665, + "MaxY": 1.4181046306084297, + "MaxZ": -0.3627969531604409 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 128.0 + }, + "Mass": { + "Mass": 0.08115642126030051, + "Density": 8000.0, + "Volume": 1.0144552657537563E-05, + "SurfaceArea": 0.02076232654643708, + "CenterOfMassX": -2.9048406881013318E-18, + "CenterOfMassY": 9.988574997681772E-19, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.18645557119418027, + "MinY": 1.135355036003616, + "MinZ": -0.44379695316043993, + "MaxX": 0.18745557119418027, + "MaxY": 1.263355036003617, + "MaxZ": -0.36379695316043853 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-8", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": 0.19825597658936714, + "MinY": 1.4071054413988033, + "MinZ": -0.44479695316044093, + "MaxX": 0.20925516579899336, + "MaxY": 1.41810463060843, + "MaxZ": -0.36279695316044086 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-9", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-10", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/E5C2-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "omron SLC": "V1.1 2006/08/11" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.16312890369028893, + "Density": 1000.0, + "Volume": 0.00016312890369028893, + "SurfaceArea": 0.022734052203142514, + "CenterOfMassX": -6.665313091742453E-07, + "CenterOfMassY": 2.5137720714489774E-06, + "CenterOfMassZ": -0.03249343509906675 + }, + "Box": { + "MinX": -0.19094442880581974, + "MinY": 1.2603169027719716, + "MinZ": -0.4277969531604404, + "MaxX": -0.08924442880581973, + "MaxY": 1.308316902771972, + "MaxZ": -0.37979695316044004 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "SM": { + "New Property": "" + }, + "Drive": { + "New Property": "" + } + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "D1@Sketch1": 320.0, + "Corner-Radius-Major": 16.0, + "D1@Major-Fillet": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "D1@Sketch7": 192.0, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch6": 16.0, + "D2@Sketch7": 16.0, + "D4@Sketch1": 8.2, + "D1@Minor-Fillets": 4.0, + "Base-Width-Medium": 520.0, + "D2@Sketch1": 420.0 + }, + "Mass": { + "Mass": 0.5081014764336184, + "Density": 1000.0000000000001, + "Volume": 0.0005081014764336183, + "SurfaceArea": 0.26084346717417695, + "CenterOfMassX": -4.5487685255209984E-18, + "CenterOfMassY": -0.0019999999999999996, + "CenterOfMassZ": -0.001512163389938211 + }, + "Box": { + "MinX": -0.20424442880581983, + "MinY": 1.1046050360036161, + "MinZ": -0.448796953160441, + "MaxX": 0.21575557119418026, + "MaxY": 1.4246050360036164, + "MaxZ": -0.44479695316043877 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/3Pos-Switch-22mm-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {}, + "2": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.06393622115198451, + "Density": 1850.3871572108353, + "Volume": 3.4552888514616696E-05, + "SurfaceArea": 0.020152153011664488, + "CenterOfMassX": 0.01450130535154702, + "CenterOfMassY": 0.026656356266078544, + "CenterOfMassZ": -0.015001305351052194 + }, + "Box": { + "MinX": -0.20167942880581974, + "MinY": 1.1643411799826748, + "MinZ": -0.41879695316043947, + "MaxX": -0.13264442880581973, + "MaxY": 1.2043411799826749, + "MaxZ": -0.3887969531604392 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/525_Belt_x1_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "D1@Boss-Extrude1": 82.0, + "D1@profile": 361.0, + "D2@profile": 276.0, + "D1@Fillet2": 8.0, + "Belt-Thickness": 1.0, + "D1@Sketch44": 1.0, + "D1@Sketch51": 218.0, + "D2@Sketch51": 58.0, + "D1@Front-Panel": 1.0 + }, + "Mass": { + "Mass": 0.9832664441508785, + "Density": 8000.000132999999, + "Volume": 0.00012290830347550929, + "SurfaceArea": 0.2560595626034631, + "CenterOfMassX": -0.020913053610111365, + "CenterOfMassY": -3.142165414143677E-16, + "CenterOfMassZ": 0.04100000000000023 + }, + "Box": { + "MinX": -0.17474442880581972, + "MinY": 1.1266050360036162, + "MinZ": -0.4447969531604399, + "MaxX": 0.18625557119418026, + "MaxY": 1.4026050360036164, + "MaxZ": -0.3627969531604399 + }, + "Material": { + "Material": "AISI 347 Annealed Stainless Steel (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/610_FrontPanel_x1_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 256.0 + }, + "Mass": { + "Mass": 0.16274956996062104, + "Density": 8000.000000000001, + "Volume": 2.034369624507763E-05, + "SurfaceArea": 0.041448657966583834, + "CenterOfMassX": 5.4242980582749145E-18, + "CenterOfMassY": -2.881274318573469E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.17594442880581973, + "MinY": 1.1366050360036164, + "MinZ": -0.4437969531604403, + "MaxX": -0.17494442880581973, + "MaxY": 1.3926050360036166, + "MaxZ": -0.3637969531604395 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 128.0 + }, + "Mass": { + "Mass": 0.08115642126030051, + "Density": 8000.0, + "Volume": 1.0144552657537563E-05, + "SurfaceArea": 0.02076232654643708, + "CenterOfMassX": -2.9048406881013318E-18, + "CenterOfMassY": 9.988574997681772E-19, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.18645557119418027, + "MinY": 1.2658550360036165, + "MinZ": -0.44379695316044043, + "MaxX": 0.18745557119418027, + "MaxY": 1.3938550360036166, + "MaxZ": -0.3637969531604399 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": -0.19774402341063288, + "MinY": 1.1111054413988033, + "MinZ": -0.4447969531604389, + "MaxX": -0.18674483420100665, + "MaxY": 1.12210463060843, + "MaxZ": -0.3627969531604388 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 162.0 + }, + "Mass": { + "Mass": 0.10291642126030053, + "Density": 8000.0, + "Volume": 1.2864552657537566E-05, + "SurfaceArea": 0.026270326546437073, + "CenterOfMassX": -8.867870296417158E-18, + "CenterOfMassY": -1.4392181512483772E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.01100557119418026, + "MinY": 1.402605036003616, + "MinZ": -0.4437969531604409, + "MaxX": 0.17300557119418025, + "MaxY": 1.4036050360036167, + "MaxZ": -0.3637969531604408 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/E5C2-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "omron SLC": "V1.1 2006/08/11" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.16312890369028893, + "Density": 1000.0, + "Volume": 0.00016312890369028893, + "SurfaceArea": 0.022734052203142514, + "CenterOfMassX": -6.665313091742453E-07, + "CenterOfMassY": 2.5137720714489774E-06, + "CenterOfMassZ": -0.03249343509906675 + }, + "Box": { + "MinX": -0.19094442880581974, + "MinY": 1.3153169027719716, + "MinZ": -0.4277969531604406, + "MaxX": -0.08924442880581973, + "MaxY": 1.363316902771972, + "MaxZ": -0.3797969531604402 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.012622919282123791, + "Density": 1000.0, + "Volume": 1.262291928212379E-05, + "SurfaceArea": 0.003914424446372883, + "CenterOfMassX": 2.0746572187513447E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.04100000000000001 + }, + "Box": { + "MinX": -0.17532682437555638, + "MinY": 1.3860226404338796, + "MinZ": -0.4447969531604409, + "MaxX": -0.15816203323608305, + "MaxY": 1.4031874315733532, + "MaxZ": -0.3627969531604408 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1", + "Children": [ + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", + "Children": [ + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Latch.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Latch", + "Part Number": "Latch", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0009888934418696032, + "Density": 1000.0, + "Volume": 9.888934418696032E-07, + "SurfaceArea": 0.0012942781774874686, + "CenterOfMassX": 1.986646411949624E-07, + "CenterOfMassY": 0.003526150057892247, + "CenterOfMassZ": 0.0005627263597425241 + }, + "Box": { + "MinX": 0.025161932725499464, + "MinY": 1.1303921603755807, + "MinZ": -0.4292004062601494, + "MaxX": 0.05341193272549999, + "MaxY": 1.1360079847599664, + "MaxZ": -0.4133935000607089 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Lever arm.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Lever arm", + "Part Number": "Lever arm", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0016111676334406777, + "Density": 1000.0, + "Volume": 1.6111676334406777E-06, + "SurfaceArea": 0.0010004211072629583, + "CenterOfMassX": 4.849373904331338E-05, + "CenterOfMassY": 0.001234368631699718, + "CenterOfMassZ": -1.3346379784733545E-10 + }, + "Box": { + "MinX": 0.05333373530613106, + "MinY": 1.1842297873405785, + "MinZ": -0.42779695316043914, + "MaxX": 0.0744954772018781, + "MaxY": 1.2062543022463459, + "MaxZ": -0.41479695316043913 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Circuit breaker Schneider Electric BA63", + "Part Number": "Circuit breaker Schneider Electric BA63", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07511758181744248, + "Density": 999.9999999999999, + "Volume": 7.511758181744248E-05, + "SurfaceArea": 0.017558252896280147, + "CenterOfMassX": 0.0006668141408676415, + "CenterOfMassY": 0.00697775286320669, + "CenterOfMassZ": -1.4154227227956244E-05 + }, + "Box": { + "MinX": 0.02906193272550496, + "MinY": 1.1307579847599565, + "MinZ": -0.43019695316043916, + "MaxX": 0.11021193272550496, + "MaxY": 1.2000466020525, + "MaxZ": -0.4123969531604391 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Plastic overlay.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Plastic overlay", + "Part Number": "Plastic overlay", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000365355159423404, + "Density": 1000.0, + "Volume": 3.65355159423404E-07, + "SurfaceArea": 0.0005618495784127246, + "CenterOfMassX": -0.0016555113368291988, + "CenterOfMassY": 4.600410107798173E-08, + "CenterOfMassZ": -0.0003086570866772846 + }, + "Box": { + "MinX": 0.0646370015724019, + "MinY": 1.1970149132133845, + "MinZ": -0.4291494531604392, + "MaxX": 0.07429150968577186, + "MaxY": 1.206669585491608, + "MaxZ": -0.41314695316043915 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Definition": "UNKNOWN", + "Revision": "ANY", + "Source": "NOT_KNOWN", + "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", + "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07808299805217615, + "Density": 999.9999999999998, + "Volume": 7.808299805217617E-05, + "SurfaceArea": 0.020414801759443296, + "CenterOfMassX": 0.00011162665278921433, + "CenterOfMassY": 0.007445781346881958, + "CenterOfMassZ": -1.4361561135554187E-05 + }, + "Box": { + "MinX": 0.02516193272549947, + "MinY": 1.1303921603755807, + "MinZ": -0.43019695316043916, + "MaxX": 0.11021193272550497, + "MaxY": 1.206669585491608, + "MaxZ": -0.4123969531604391 + }, + "Material": { + "Latch.STEP-1": "", + "Lever arm.STEP-1": "", + "Circuit breaker Schneider Electric BA63.STEP-1": "", + "Plastic overlay.STEP-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/MCB-2P-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": 0.026636932725504964, + "MinY": 1.1300079847599565, + "MinZ": -0.41244695316043917, + "MaxX": 0.11263693272550498, + "MaxY": 1.2048413910404328, + "MaxZ": -0.37744695316043914 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.11366348920500421, + "Density": 999.9999999999998, + "Volume": 0.00011366348920500424, + "SurfaceArea": 0.0851928534916834, + "CenterOfMassX": 0.09296383004745593, + "CenterOfMassY": 0.08657895913282701, + "CenterOfMassZ": 0.07237414230568419 + }, + "Box": { + "MinX": 0.02516193272549945, + "MinY": 1.1300079847599565, + "MinZ": -0.4301969531604395, + "MaxX": 0.11263693272550497, + "MaxY": 1.2066695854916085, + "MaxZ": -0.37744695316043897 + }, + "Material": { + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "", + "MCB-2P-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/MCB-2P-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": 0.13545557119418022, + "MinY": 1.1552753105594926, + "MinZ": -0.42129695316043975, + "MaxX": 0.2102889774746564, + "MaxY": 1.241275310559493, + "MaxZ": -0.38629695316043916 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 162.0 + }, + "Mass": { + "Mass": 0.10291642126030053, + "Density": 8000.0, + "Volume": 1.2864552657537566E-05, + "SurfaceArea": 0.026270326546437073, + "CenterOfMassX": -8.867870296417158E-18, + "CenterOfMassY": -1.4392181512483772E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.01100557119418026, + "MinY": 1.125605036003616, + "MinZ": -0.4437969531604389, + "MaxX": 0.17300557119418025, + "MaxY": 1.1266050360036168, + "MaxZ": -0.3637969531604389 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-12", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-11", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Properties": { + "SM": { + "New Property": "" + }, + "Drive": { + "New Property": "" + } + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "D1@Sketch1": 320.0, + "Corner-Radius-Major": 16.0, + "D1@Major-Fillet": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "D1@Sketch7": 192.0, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch6": 16.0, + "D2@Sketch7": 16.0, + "D4@Sketch1": 8.2, + "D1@Minor-Fillets": 4.0, + "Base-Width-Medium": 520.0, + "D2@Sketch1": 420.0 + }, + "Mass": { + "Mass": 0.5081014764336184, + "Density": 1000.0000000000001, + "Volume": 0.0005081014764336183, + "SurfaceArea": 0.26084346717417695, + "CenterOfMassX": -4.5487685255209984E-18, + "CenterOfMassY": -0.0019999999999999996, + "CenterOfMassZ": -0.001512163389938211 + }, + "Box": { + "MinX": -0.20424442880581983, + "MinY": 1.1046050360036166, + "MinZ": -0.362796953160441, + "MaxX": 0.21575557119418026, + "MaxY": 1.4246050360036169, + "MaxZ": -0.3587969531604388 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Parent": null, + "Properties": { + "Default": { + "Checkbox7": "Unchecked", + "Comment": "", + "Hide": "0" + }, + "Global": { + "Catalog": "1", + "IsLaser": "1", + "Configurations": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 3.2143222061607752, + "Density": 1842.4008341407512, + "Volume": 0.0017446378369991638, + "SurfaceArea": 1.141411711175074, + "CenterOfMassX": 0.0005905973394126628, + "CenterOfMassY": 0.00032781777041214813, + "CenterOfMassZ": -0.01545408759306108 + }, + "Box": { + "MinX": -0.20424442880581983, + "MinY": 1.1046050360036161, + "MinZ": -0.448796953160441, + "MaxX": 0.21575557119418026, + "MaxY": 1.4246050360036169, + "MaxZ": -0.3587969531604388 + }, + "Material": { + "540_SupportHookPins_x6_8mm_INOX-2": "AISI 304", + "540_SupportHookPins_x6_8mm_INOX-4": "AISI 304", + "611_BackPanel_x2_1mm_INOX-2": "AISI 304", + "540_SupportHookPins_x6_8mm_INOX-5": "AISI 304", + "E5C2-5": "", + "403_MountPlate_x2_4mm_INOX-1": "", + "3Pos-Switch-22mm-1": "", + "525_Belt_x1_1mm_INOX-1": "AISI 347 Annealed Stainless Steel (SS)", + "610_FrontPanel_x1_1mm_INOX-1": "AISI 304", + "611_BackPanel_x2_1mm_INOX-1": "AISI 304", + "540_SupportHookPins_x6_8mm_INOX-1": "AISI 304", + "612_SidePanel_x2_1mm_INOX-1": "AISI 304", + "E5C2-1": "", + "530_BasePost-1": "", + "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", + "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", + "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", + "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "", + "2P-Power-1/MCB-2P-1": "", + "MCB-2P-1": "", + "612_SidePanel_x2_1mm_INOX-2": "AISI 304", + "403_MountPlate_x2_4mm_INOX-4": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": 0.19825597658936714, + "MinY": 1.111105441398803, + "MinZ": -0.44479695316043893, + "MaxX": 0.20925516579899336, + "MaxY": 1.1221046306084297, + "MaxZ": -0.36279695316043886 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": -0.19774402341063288, + "MinY": 1.4071054413988031, + "MinZ": -0.444796953160441, + "MaxX": -0.18674483420100665, + "MaxY": 1.4181046306084297, + "MaxZ": -0.3627969531604409 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 128.0 + }, + "Mass": { + "Mass": 0.08115642126030051, + "Density": 8000.0, + "Volume": 1.0144552657537563E-05, + "SurfaceArea": 0.02076232654643708, + "CenterOfMassX": -2.9048406881013318E-18, + "CenterOfMassY": 9.988574997681772E-19, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.18645557119418027, + "MinY": 1.135355036003616, + "MinZ": -0.44379695316043993, + "MaxX": 0.18745557119418027, + "MaxY": 1.263355036003617, + "MaxZ": -0.36379695316043853 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-8", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": 0.19825597658936714, + "MinY": 1.4071054413988033, + "MinZ": -0.44479695316044093, + "MaxX": 0.20925516579899336, + "MaxY": 1.41810463060843, + "MaxZ": -0.36279695316044086 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-9", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-10", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/E5C2-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "omron SLC": "V1.1 2006/08/11" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.16312890369028893, + "Density": 1000.0, + "Volume": 0.00016312890369028893, + "SurfaceArea": 0.022734052203142514, + "CenterOfMassX": -6.665313091742453E-07, + "CenterOfMassY": 2.5137720714489774E-06, + "CenterOfMassZ": -0.03249343509906675 + }, + "Box": { + "MinX": -0.19094442880581974, + "MinY": 1.2603169027719716, + "MinZ": -0.4277969531604404, + "MaxX": -0.08924442880581973, + "MaxY": 1.308316902771972, + "MaxZ": -0.37979695316044004 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "SM": { + "New Property": "" + }, + "Drive": { + "New Property": "" + } + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "D1@Sketch1": 320.0, + "Corner-Radius-Major": 16.0, + "D1@Major-Fillet": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "D1@Sketch7": 192.0, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch6": 16.0, + "D2@Sketch7": 16.0, + "D4@Sketch1": 8.2, + "D1@Minor-Fillets": 4.0, + "Base-Width-Medium": 520.0, + "D2@Sketch1": 420.0 + }, + "Mass": { + "Mass": 0.5081014764336184, + "Density": 1000.0000000000001, + "Volume": 0.0005081014764336183, + "SurfaceArea": 0.26084346717417695, + "CenterOfMassX": -4.5487685255209984E-18, + "CenterOfMassY": -0.0019999999999999996, + "CenterOfMassZ": -0.001512163389938211 + }, + "Box": { + "MinX": -0.20424442880581983, + "MinY": 1.1046050360036161, + "MinZ": -0.448796953160441, + "MaxX": 0.21575557119418026, + "MaxY": 1.4246050360036164, + "MaxZ": -0.44479695316043877 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/3Pos-Switch-22mm-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "2": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.06393622115198451, + "Density": 1850.3871572108353, + "Volume": 3.4552888514616696E-05, + "SurfaceArea": 0.020152153011664488, + "CenterOfMassX": 0.01450130535154702, + "CenterOfMassY": 0.026656356266078544, + "CenterOfMassZ": -0.015001305351052194 + }, + "Box": { + "MinX": -0.20167942880581974, + "MinY": 1.1643411799826748, + "MinZ": -0.41879695316043947, + "MaxX": -0.13264442880581973, + "MaxY": 1.2043411799826749, + "MaxZ": -0.3887969531604392 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/525_Belt_x1_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "D1@Boss-Extrude1": 82.0, + "D1@profile": 361.0, + "D2@profile": 276.0, + "D1@Fillet2": 8.0, + "Belt-Thickness": 1.0, + "D1@Sketch44": 1.0, + "D1@Sketch51": 218.0, + "D2@Sketch51": 58.0, + "D1@Front-Panel": 1.0 + }, + "Mass": { + "Mass": 0.9832664441508785, + "Density": 8000.000132999999, + "Volume": 0.00012290830347550929, + "SurfaceArea": 0.2560595626034631, + "CenterOfMassX": -0.020913053610111365, + "CenterOfMassY": -3.142165414143677E-16, + "CenterOfMassZ": 0.04100000000000023 + }, + "Box": { + "MinX": -0.17474442880581972, + "MinY": 1.1266050360036162, + "MinZ": -0.4447969531604399, + "MaxX": 0.18625557119418026, + "MaxY": 1.4026050360036164, + "MaxZ": -0.3627969531604399 + }, + "Material": { + "Material": "AISI 347 Annealed Stainless Steel (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/610_FrontPanel_x1_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 256.0 + }, + "Mass": { + "Mass": 0.16274956996062104, + "Density": 8000.000000000001, + "Volume": 2.034369624507763E-05, + "SurfaceArea": 0.041448657966583834, + "CenterOfMassX": 5.4242980582749145E-18, + "CenterOfMassY": -2.881274318573469E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.17594442880581973, + "MinY": 1.1366050360036164, + "MinZ": -0.4437969531604403, + "MaxX": -0.17494442880581973, + "MaxY": 1.3926050360036166, + "MaxZ": -0.3637969531604395 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 128.0 + }, + "Mass": { + "Mass": 0.08115642126030051, + "Density": 8000.0, + "Volume": 1.0144552657537563E-05, + "SurfaceArea": 0.02076232654643708, + "CenterOfMassX": -2.9048406881013318E-18, + "CenterOfMassY": 9.988574997681772E-19, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.18645557119418027, + "MinY": 1.2658550360036165, + "MinZ": -0.44379695316044043, + "MaxX": 0.18745557119418027, + "MaxY": 1.3938550360036166, + "MaxZ": -0.3637969531604399 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Boss-Extrude1": 82.0 + }, + "Mass": { + "Mass": 0.032974156492078466, + "Density": 8000.0, + "Volume": 4.121769561509808E-06, + "SurfaceArea": 0.0021614157456697775, + "CenterOfMassX": 1.8533632998480501E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.040999999999999995 + }, + "Box": { + "MinX": -0.19774402341063288, + "MinY": 1.1111054413988033, + "MinZ": -0.4447969531604389, + "MaxX": -0.18674483420100665, + "MaxY": 1.12210463060843, + "MaxZ": -0.3627969531604388 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 162.0 + }, + "Mass": { + "Mass": 0.10291642126030053, + "Density": 8000.0, + "Volume": 1.2864552657537566E-05, + "SurfaceArea": 0.026270326546437073, + "CenterOfMassX": -8.867870296417158E-18, + "CenterOfMassY": -1.4392181512483772E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.01100557119418026, + "MinY": 1.402605036003616, + "MinZ": -0.4437969531604409, + "MaxX": 0.17300557119418025, + "MaxY": 1.4036050360036167, + "MaxZ": -0.3637969531604408 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/E5C2-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "omron SLC": "V1.1 2006/08/11" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.16312890369028893, + "Density": 1000.0, + "Volume": 0.00016312890369028893, + "SurfaceArea": 0.022734052203142514, + "CenterOfMassX": -6.665313091742453E-07, + "CenterOfMassY": 2.5137720714489774E-06, + "CenterOfMassZ": -0.03249343509906675 + }, + "Box": { + "MinX": -0.19094442880581974, + "MinY": 1.3153169027719716, + "MinZ": -0.4277969531604406, + "MaxX": -0.08924442880581973, + "MaxY": 1.363316902771972, + "MaxZ": -0.3797969531604402 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.012622919282123791, + "Density": 1000.0, + "Volume": 1.262291928212379E-05, + "SurfaceArea": 0.003914424446372883, + "CenterOfMassX": 2.0746572187513447E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.04100000000000001 + }, + "Box": { + "MinX": -0.17532682437555638, + "MinY": 1.3860226404338796, + "MinZ": -0.4447969531604409, + "MaxX": -0.15816203323608305, + "MaxY": 1.4031874315733532, + "MaxZ": -0.3627969531604408 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1", + "Children": [ + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", + "Children": [ + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Latch.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Latch", + "Part Number": "Latch", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0009888934418696032, + "Density": 1000.0, + "Volume": 9.888934418696032E-07, + "SurfaceArea": 0.0012942781774874686, + "CenterOfMassX": 1.986646411949624E-07, + "CenterOfMassY": 0.003526150057892247, + "CenterOfMassZ": 0.0005627263597425241 + }, + "Box": { + "MinX": 0.025161932725499464, + "MinY": 1.1303921603755807, + "MinZ": -0.4292004062601494, + "MaxX": 0.05341193272549999, + "MaxY": 1.1360079847599664, + "MaxZ": -0.4133935000607089 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Lever arm.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Lever arm", + "Part Number": "Lever arm", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0016111676334406777, + "Density": 1000.0, + "Volume": 1.6111676334406777E-06, + "SurfaceArea": 0.0010004211072629583, + "CenterOfMassX": 4.849373904331338E-05, + "CenterOfMassY": 0.001234368631699718, + "CenterOfMassZ": -1.3346379784733545E-10 + }, + "Box": { + "MinX": 0.05333373530613106, + "MinY": 1.1842297873405785, + "MinZ": -0.42779695316043914, + "MaxX": 0.0744954772018781, + "MaxY": 1.2062543022463459, + "MaxZ": -0.41479695316043913 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Circuit breaker Schneider Electric BA63", + "Part Number": "Circuit breaker Schneider Electric BA63", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07511758181744248, + "Density": 999.9999999999999, + "Volume": 7.511758181744248E-05, + "SurfaceArea": 0.017558252896280147, + "CenterOfMassX": 0.0006668141408676415, + "CenterOfMassY": 0.00697775286320669, + "CenterOfMassZ": -1.4154227227956244E-05 + }, + "Box": { + "MinX": 0.02906193272550496, + "MinY": 1.1307579847599565, + "MinZ": -0.43019695316043916, + "MaxX": 0.11021193272550496, + "MaxY": 1.2000466020525, + "MaxZ": -0.4123969531604391 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Plastic overlay.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Plastic overlay", + "Part Number": "Plastic overlay", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000365355159423404, + "Density": 1000.0, + "Volume": 3.65355159423404E-07, + "SurfaceArea": 0.0005618495784127246, + "CenterOfMassX": -0.0016555113368291988, + "CenterOfMassY": 4.600410107798173E-08, + "CenterOfMassZ": -0.0003086570866772846 + }, + "Box": { + "MinX": 0.0646370015724019, + "MinY": 1.1970149132133845, + "MinZ": -0.4291494531604392, + "MaxX": 0.07429150968577186, + "MaxY": 1.206669585491608, + "MaxZ": -0.41314695316043915 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Definition": "UNKNOWN", + "Revision": "ANY", + "Source": "NOT_KNOWN", + "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", + "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07808299805217615, + "Density": 999.9999999999998, + "Volume": 7.808299805217617E-05, + "SurfaceArea": 0.020414801759443296, + "CenterOfMassX": 0.00011162665278921502, + "CenterOfMassY": 0.0074457813468819575, + "CenterOfMassZ": -1.4361561135554189E-05 + }, + "Box": { + "MinX": 0.02516193272549947, + "MinY": 1.1303921603755807, + "MinZ": -0.43019695316043916, + "MaxX": 0.11021193272550497, + "MaxY": 1.206669585491608, + "MaxZ": -0.4123969531604391 + }, + "Material": { + "Latch.STEP-1": "", + "Lever arm.STEP-1": "", + "Circuit breaker Schneider Electric BA63.STEP-1": "", + "Plastic overlay.STEP-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/MCB-2P-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": 0.026636932725504964, + "MinY": 1.1300079847599565, + "MinZ": -0.41244695316043917, + "MaxX": 0.11263693272550498, + "MaxY": 1.2048413910404328, + "MaxZ": -0.37744695316043914 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.11366348920500421, + "Density": 999.9999999999999, + "Volume": 0.00011366348920500422, + "SurfaceArea": 0.0851928534916834, + "CenterOfMassX": 0.09296383004745593, + "CenterOfMassY": 0.08657895913282701, + "CenterOfMassZ": 0.07237414230568419 + }, + "Box": { + "MinX": 0.02516193272549945, + "MinY": 1.1300079847599565, + "MinZ": -0.4301969531604395, + "MaxX": 0.11263693272550497, + "MaxY": 1.2066695854916085, + "MaxZ": -0.37744695316043897 + }, + "Material": { + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", + "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "", + "MCB-2P-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", + "Children": [ + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Latch.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Latch", + "Part Number": "Latch", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0009888934418696032, + "Density": 1000.0, + "Volume": 9.888934418696032E-07, + "SurfaceArea": 0.0012942781774874686, + "CenterOfMassX": 1.986646411949624E-07, + "CenterOfMassY": 0.003526150057892247, + "CenterOfMassZ": 0.0005627263597425241 + }, + "Box": { + "MinX": 0.025161932725499464, + "MinY": 1.1303921603755807, + "MinZ": -0.4292004062601494, + "MaxX": 0.05341193272549999, + "MaxY": 1.1360079847599664, + "MaxZ": -0.4133935000607089 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Lever arm.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Lever arm", + "Part Number": "Lever arm", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0016111676334406777, + "Density": 1000.0, + "Volume": 1.6111676334406777E-06, + "SurfaceArea": 0.0010004211072629583, + "CenterOfMassX": 4.849373904331338E-05, + "CenterOfMassY": 0.001234368631699718, + "CenterOfMassZ": -1.3346379784733545E-10 + }, + "Box": { + "MinX": 0.05333373530613106, + "MinY": 1.1842297873405785, + "MinZ": -0.42779695316043914, + "MaxX": 0.0744954772018781, + "MaxY": 1.2062543022463459, + "MaxZ": -0.41479695316043913 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Circuit breaker Schneider Electric BA63", + "Part Number": "Circuit breaker Schneider Electric BA63", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07511758181744248, + "Density": 999.9999999999999, + "Volume": 7.511758181744248E-05, + "SurfaceArea": 0.017558252896280147, + "CenterOfMassX": 0.0006668141408676415, + "CenterOfMassY": 0.00697775286320669, + "CenterOfMassZ": -1.4154227227956244E-05 + }, + "Box": { + "MinX": 0.02906193272550496, + "MinY": 1.1307579847599565, + "MinZ": -0.43019695316043916, + "MaxX": 0.11021193272550496, + "MaxY": 1.2000466020525, + "MaxZ": -0.4123969531604391 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Plastic overlay.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Plastic overlay", + "Part Number": "Plastic overlay", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000365355159423404, + "Density": 1000.0, + "Volume": 3.65355159423404E-07, + "SurfaceArea": 0.0005618495784127246, + "CenterOfMassX": -0.0016555113368291988, + "CenterOfMassY": 4.600410107798173E-08, + "CenterOfMassZ": -0.0003086570866772846 + }, + "Box": { + "MinX": 0.0646370015724019, + "MinY": 1.1970149132133845, + "MinZ": -0.4291494531604392, + "MaxX": 0.07429150968577186, + "MaxY": 1.206669585491608, + "MaxZ": -0.41314695316043915 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Definition": "UNKNOWN", + "Revision": "ANY", + "Source": "NOT_KNOWN", + "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", + "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07808299805217614, + "Density": 999.9999999999998, + "Volume": 7.808299805217616E-05, + "SurfaceArea": 0.020414801759443296, + "CenterOfMassX": 0.00011162665278921482, + "CenterOfMassY": 0.007445781346881959, + "CenterOfMassZ": -1.43615611355542E-05 + }, + "Box": { + "MinX": 0.02516193272549947, + "MinY": 1.1303921603755807, + "MinZ": -0.43019695316043916, + "MaxX": 0.11021193272550497, + "MaxY": 1.206669585491608, + "MaxZ": -0.4123969531604391 + }, + "Material": { + "Latch.STEP-1": "", + "Lever arm.STEP-1": "", + "Circuit breaker Schneider Electric BA63.STEP-1": "", + "Plastic overlay.STEP-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Latch.STEP.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Latch", + "Part Number": "Latch", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0009888934418696032, + "Density": 1000.0, + "Volume": 9.888934418696032E-07, + "SurfaceArea": 0.0012942781774874686, + "CenterOfMassX": 1.986646411949624E-07, + "CenterOfMassY": 0.003526150057892247, + "CenterOfMassZ": 0.0005627263597425241 + }, + "Box": { + "MinX": 0.025161932725499464, + "MinY": 1.1303921603755807, + "MinZ": -0.4292004062601494, + "MaxX": 0.05341193272549999, + "MaxY": 1.1360079847599664, + "MaxZ": -0.4133935000607089 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Lever arm.STEP.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Lever arm", + "Part Number": "Lever arm", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0016111676334406777, + "Density": 1000.0, + "Volume": 1.6111676334406777E-06, + "SurfaceArea": 0.0010004211072629583, + "CenterOfMassX": 4.849373904331338E-05, + "CenterOfMassY": 0.001234368631699718, + "CenterOfMassZ": -1.3346379784733545E-10 + }, + "Box": { + "MinX": 0.05333373530613106, + "MinY": 1.1842297873405785, + "MinZ": -0.42779695316043914, + "MaxX": 0.0744954772018781, + "MaxY": 1.2062543022463459, + "MaxZ": -0.41479695316043913 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Circuit breaker Schneider Electric BA63", + "Part Number": "Circuit breaker Schneider Electric BA63", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.07511758181744248, + "Density": 999.9999999999999, + "Volume": 7.511758181744248E-05, + "SurfaceArea": 0.017558252896280147, + "CenterOfMassX": 0.0006668141408676415, + "CenterOfMassY": 0.00697775286320669, + "CenterOfMassZ": -1.4154227227956244E-05 + }, + "Box": { + "MinX": 0.02906193272550496, + "MinY": 1.1307579847599565, + "MinZ": -0.43019695316043916, + "MaxX": 0.11021193272550496, + "MaxY": 1.2000466020525, + "MaxZ": -0.4123969531604391 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\Plastic overlay.STEP.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Plastic overlay", + "Part Number": "Plastic overlay", + "Source": "NOT_KNOWN", + "Revision": "ANY", + "Definition": "UNKNOWN" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000365355159423404, + "Density": 1000.0, + "Volume": 3.65355159423404E-07, + "SurfaceArea": 0.0005618495784127246, + "CenterOfMassX": -0.0016555113368291988, + "CenterOfMassY": 4.600410107798173E-08, + "CenterOfMassZ": -0.0003086570866772846 + }, + "Box": { + "MinX": 0.0646370015724019, + "MinY": 1.1970149132133845, + "MinZ": -0.4291494531604392, + "MaxX": 0.07429150968577186, + "MaxY": 1.206669585491608, + "MaxZ": -0.41314695316043915 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/2P-Power-1/MCB-2P-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": 0.026636932725504964, + "MinY": 1.1300079847599565, + "MinZ": -0.41244695316043917, + "MaxX": 0.11263693272550498, + "MaxY": 1.2048413910404328, + "MaxZ": -0.37744695316043914 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/MCB-2P-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": 0.13545557119418022, + "MinY": 1.1552753105594926, + "MinZ": -0.42129695316043975, + "MaxX": 0.2102889774746564, + "MaxY": 1.241275310559493, + "MaxZ": -0.38629695316043916 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "Corner-Radius-Major": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch1": 80.0, + "D2@Sketch1": 162.0 + }, + "Mass": { + "Mass": 0.10291642126030053, + "Density": 8000.0, + "Volume": 1.2864552657537566E-05, + "SurfaceArea": 0.026270326546437073, + "CenterOfMassX": -8.867870296417158E-18, + "CenterOfMassY": -1.4392181512483772E-17, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.01100557119418026, + "MinY": 1.125605036003616, + "MinZ": -0.4437969531604389, + "MaxX": 0.17300557119418025, + "MaxY": 1.1266050360036168, + "MaxZ": -0.3637969531604389 + }, + "Material": { + "Material": "AISI 304", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-12", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/530_BasePost-11", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "SM": { + "New Property": "" + }, + "Drive": { + "New Property": "" + } + }, + "Equations": { + "Base-Width": 420.0, + "Base-Height": 320.0, + "Support-Rod-Diameter": 16.0, + "Support-Rod-X-Offset": 35.0, + "Support-Rod-Y-Offset": 35.0, + "Base-Thickness": 5.0, + "Base-Depth": 82.0, + "D1@Sketch1": 320.0, + "Corner-Radius-Major": 16.0, + "D1@Major-Fillet": 16.0, + "Cutout-Horizontal": 336.0, + "Cutout-Vertical": 192.0, + "Outer-Support-Bore-Diameter": 6.1000000000000005, + "D1@Sketch7": 192.0, + "Inner-Support-Bore-Diameter": 8.2, + "Cutout-Depth": 16.0, + "D1@Sketch6": 16.0, + "D2@Sketch7": 16.0, + "D4@Sketch1": 8.2, + "D1@Minor-Fillets": 4.0, + "Base-Width-Medium": 520.0, + "D2@Sketch1": 420.0 + }, + "Mass": { + "Mass": 0.5081014764336184, + "Density": 1000.0000000000001, + "Volume": 0.0005081014764336183, + "SurfaceArea": 0.26084346717417695, + "CenterOfMassX": -4.5487685255209984E-18, + "CenterOfMassY": -0.0019999999999999996, + "CenterOfMassZ": -0.001512163389938211 + }, + "Box": { + "MinX": -0.20424442880581983, + "MinY": 1.1046050360036166, + "MinZ": -0.362796953160441, + "MaxX": 0.21575557119418026, + "MaxY": 1.4246050360036169, + "MaxZ": -0.3587969531604388 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-1", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Cabinet-EDC-Flex-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Global-130x130x90_Assembly-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "900_GlobalAssembly-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\900_FeedScrew\\cad\\900_GlobalAssembly.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-2/lbbr25-skf-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", @@ -2673,7 +13773,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Cover-2", + "Name": "SlideDual-25ID-40OD-58H-2/Cover-2", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", @@ -2682,21 +13782,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.004478719588132996, + "Mass": 0.004478719588132997, "Density": 1000.0, - "Volume": 4.478719588132996E-06, + "Volume": 4.478719588132997E-06, "SurfaceArea": 0.009699478965475999, - "CenterOfMassX": -0.009999999999999998, - "CenterOfMassY": -7.102504379624776E-14, + "CenterOfMassX": -0.009999999999999997, + "CenterOfMassY": -7.102501476211082E-14, "CenterOfMassZ": 0.0005 }, "Box": { - "MinX": -0.05746271355974086, - "MinY": 0.9005803150593575, - "MinZ": 0.231803625133491, - "MaxX": 0.040226479135831425, - "MaxY": 0.9015803150593577, - "MaxZ": 0.3651315665981298 + "MinX": -0.030000000000000658, + "MinY": 0.5321831398961865, + "MinZ": -0.3599999999999997, + "MaxX": 0.030000000000087755, + "MaxY": 0.5331831398961866, + "MaxZ": -0.2399999999999997 }, "Material": { "Material": "", @@ -2708,10 +13808,10 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-2", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-2", "Children": null, "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", @@ -2750,21 +13850,21 @@ "Advance@ThdSchPat": 0.8363636363636363 }, "Mass": { - "Mass": 0.0003764959113741406, + "Mass": 0.00037649591137414067, "Density": 1000.0, - "Volume": 3.764959113741406E-07, + "Volume": 3.7649591137414065E-07, "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 }, "Box": { - "MinX": -0.056561899675787355, - "MinY": 0.8748068123674612, - "MinZ": 0.33260808237324857, - "MaxX": 0.007103198200642206, - "MaxY": 0.8863538177512539, - "MaxZ": 0.36410920948554815 + "MinX": -0.030000000000000443, + "MinY": 0.5064096372042901, + "MinZ": -0.2526131400333571, + "MaxX": 0.0341499999999996, + "MaxY": 0.5179566425880828, + "MaxZ": -0.24261314003335713 }, "Material": { "Material": "", @@ -2776,37 +13876,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-1", "Children": null, "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", @@ -2821,7 +13891,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-2", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-2", "Children": null, "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", @@ -2836,10 +13906,40 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_01-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_01-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -2861,21 +13961,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.00039779008791489837, + "Mass": 0.0003977900879148983, "Density": 1000.0, - "Volume": 3.9779008791489835E-07, + "Volume": 3.977900879148983E-07, "SurfaceArea": 0.000517359193594245, "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, + "CenterOfMassY": 1.017953563342208E-18, "CenterOfMassZ": 0.0005441171939395346 }, "Box": { - "MinX": -0.06842032483752115, - "MinY": 0.8765803150593574, - "MinZ": 0.3290653652576426, - "MaxX": -0.0534593774794688, - "MaxY": 0.8845803150593574, - "MaxZ": 0.341056416884935 + "MinX": -0.04300000000000044, + "MinY": 0.5081831398961864, + "MinZ": -0.2516131400333571, + "MaxX": -0.030000000000000415, + "MaxY": 0.5161831398961864, + "MaxZ": -0.24361314003335713 }, "Material": { "Material": "", @@ -2887,7 +13987,103 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_03-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.05891241812358673, + "MinY": 0.5094331398961862, + "MinZ": -0.25036314003335713, + "MaxX": -0.04742840594686232, + "MaxY": 0.5149331398961863, + "MaxZ": -0.24486314003335713 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132163, + "MinY": 0.50398714250688, + "MinZ": -0.2557131400333572, + "MaxX": -0.03578301046142021, + "MaxY": 0.5203784577213049, + "MaxZ": -0.20572657953070092 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_03-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -2918,12 +14114,12 @@ "CenterOfMassZ": 0.020532360940251838 }, "Box": { - "MinX": -0.08294704815402552, - "MinY": 0.8761748676212642, - "MinZ": 0.3234058037588654, - "MaxX": -0.07568930363955977, - "MaxY": 0.8849857624974504, - "MaxZ": 0.33321765860178465 + "MinX": -0.058328405946862345, + "MinY": 0.5077776924580931, + "MinZ": -0.2520131400333571, + "MaxX": -0.053828405946862314, + "MaxY": 0.5165885873342794, + "MaxZ": -0.24321314003335712 }, "Material": { "Material": "", @@ -2935,103 +14131,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.09807721152319844, - "MinY": 0.8723843176700511, - "MinZ": 0.3191218845684178, - "MaxX": -0.05747454035255213, - "MaxY": 0.8887756328844759, - "MaxZ": 0.3746271300300002 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.08292646688779666, - "MinY": 0.8778303150593573, - "MinZ": 0.32475334167031816, - "MaxX": -0.07025039483390787, - "MaxY": 0.8833303150593573, - "MaxZ": 0.33387503528091317 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_04-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_04-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -3058,16 +14158,16 @@ "Volume": 1.8329255199301754E-06, "SurfaceArea": 0.0015905614621791362, "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, + "CenterOfMassY": 1.0609905021306821E-18, "CenterOfMassZ": 0.004349269549107826 }, "Box": { - "MinX": -0.08162115359954966, - "MinY": 0.8723203150593574, - "MinZ": 0.3207579778255845, - "MaxX": -0.05199085030654469, - "MaxY": 0.8888403150593575, - "MaxZ": 0.3450552952204666 + "MinX": -0.05549840594686235, + "MinY": 0.5039231398961863, + "MinZ": -0.25587314003335715, + "MaxX": -0.030000000000000398, + "MaxY": 0.5204431398961864, + "MaxZ": -0.23935314003335714 }, "Material": { "Material": "", @@ -3098,27 +14198,499 @@ }, "Equations": {}, "Mass": { - "Mass": 0.006280857104084774, - "Density": 999.9999999999999, + "Mass": 0.006280857104084775, + "Density": 1000.0000000000001, "Volume": 6.280857104084774E-06, "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695321, - "CenterOfMassY": 2.6579662333124927E-07, + "CenterOfMassX": -0.005142379806695322, + "CenterOfMassY": 2.657966233311999E-07, "CenterOfMassZ": 0.010072303501530778 }, "Box": { - "MinX": -0.09807721152319845, - "MinY": 0.8723203150593574, - "MinZ": 0.3189716919548768, - "MaxX": -0.05199085030654469, - "MaxY": 0.8888403150593575, - "MaxZ": 0.376564866351606 + "MinX": -0.06068018123132162, + "MinY": 0.5039231398961863, + "MinZ": -0.25587314003335715, + "MaxX": -0.030000000000000394, + "MaxY": 0.5204431398961864, + "MaxZ": -0.20572657953070092 }, "Material": { "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", + "6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Properties": { + "Swivel-M6": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.008297688066683564, + "Density": 1000.0, + "Volume": 8.297688066683564E-06, + "SurfaceArea": 0.007415598903904077, + "CenterOfMassX": 0.0038926009856409295, + "CenterOfMassY": -9.240576016171223E-07, + "CenterOfMassZ": -0.02570029190477816 + }, + "Box": { + "MinX": -0.060680181231321635, + "MinY": 0.5039231398961862, + "MinZ": -0.25587314003335715, + "MaxX": 0.03414999999999962, + "MaxY": 0.5204431398961865, + "MaxZ": -0.2057265795307009 + }, + "Material": { + "formed hex screw_am-2": "", + "6355015-1/6355015_01-1": "", + "6355015-1/6355015_02-1": "", + "6355015-1/6355015_05-1": "", + "6355015-1/6355015_03-1": "", + "6355015-1/6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/lbbr25-skf-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "PreviewCfg": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, + "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, + "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, + "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} + }, + "Equations": { + "D3@Sketch1": 4.0, + "D4@Sketch1": 4.0, + "D5@Sketch1": 4.0, + "Thread_minor@ThreadCosmetic": 4.11, + "D1@Sketch3": 4.0, + "D1@Sketch5": 4.0, + "Head_ch_ang@Sketch5": 30.000000000000206, + "D1@Sketch4": 8.0, + "D1@Sketch6": 7.0, + "D1@Indent": 0.45625, + "Thread_length@ThreadCosmetic": 9.2, + "Thread_minor@ThdSchSke": 4.11, + "Diameter@ThdSchSke": 5.0, + "Overcut@ThdSchSke": 6.25, + "Start@ThdSchSke": 4.450000000000001, + "Num_threads@ThdSchPat": 11.0, + "Advance@ThdSchPat": 0.8363636363636363 + }, + "Mass": { + "Mass": 0.00037649591137414067, + "Density": 1000.0, + "Volume": 3.7649591137414065E-07, + "SurfaceArea": 0.0003708760217963896, + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 + }, + "Box": { + "MinX": -0.030000000000000457, + "MinY": 0.5064096372042901, + "MinZ": -0.35738685996664227, + "MaxX": 0.03414999999999958, + "MaxY": 0.5179566425880828, + "MaxZ": -0.34738685996664226 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-1", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-2", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.043000000000000455, + "MinY": 0.5081831398961864, + "MinZ": -0.35638685996664227, + "MaxX": -0.03000000000000043, + "MaxY": 0.5161831398961864, + "MaxZ": -0.34838685996664226 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.058912418123586746, + "MinY": 0.5094331398961862, + "MinZ": -0.35513685996664224, + "MaxX": -0.04742840594686233, + "MaxY": 0.5149331398961863, + "MaxZ": -0.3496368599666423 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132165, + "MinY": 0.5039878220710677, + "MinZ": -0.3942734204692985, + "MaxX": -0.03578301046142022, + "MaxY": 0.5203791372854926, + "MaxZ": -0.3442868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.05832840594686236, + "MinY": 0.5077776924580931, + "MinZ": -0.3567868599666423, + "MaxX": -0.05382840594686233, + "MaxY": 0.5165885873342794, + "MaxZ": -0.34798685996664225 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.05549840594686237, + "MinY": 0.5039231398961863, + "MinZ": -0.36064685996664225, + "MaxX": -0.030000000000000412, + "MaxY": 0.5204431398961864, + "MaxZ": -0.3441268599666423 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "TYPE": "CATPART" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.006280857104084775, + "Density": 1000.0000000000001, + "Volume": 6.280857104084774E-06, + "SurfaceArea": 0.005965594759100478, + "CenterOfMassX": -0.005142379806695322, + "CenterOfMassY": 2.6579662333109903E-07, + "CenterOfMassZ": 0.010072303501530778 + }, + "Box": { + "MinX": -0.06068018123132165, + "MinY": 0.5039231398961863, + "MinZ": -0.3942734204692985, + "MaxX": -0.03000000000000041, + "MaxY": 0.5204431398961864, + "MaxZ": -0.3441268599666423 + }, + "Material": { + "6355015_01-1": "", + "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", "6355015_04-1": "" }, "States": {}, @@ -3136,33 +14708,104 @@ "Equations": {}, "Mass": { "Mass": 0.008297688066683562, - "Density": 1000.0, - "Volume": 8.297688066683562E-06, + "Density": 999.9999999999998, + "Volume": 8.297688066683564E-06, "SurfaceArea": 0.007415598903904077, "CenterOfMassX": 0.0038926009856409304, - "CenterOfMassY": -9.240576016171365E-07, - "CenterOfMassZ": -0.025700291904778152 + "CenterOfMassY": -9.240576016171242E-07, + "CenterOfMassZ": -0.02570029190477816 }, "Box": { - "MinX": -0.09807721152319845, - "MinY": 0.8723203150593573, - "MinZ": 0.3189716919548768, - "MaxX": 0.008227000685086479, - "MaxY": 0.8888403150593576, - "MaxZ": 0.3987347652757702 + "MinX": -0.06068018123132165, + "MinY": 0.5039231398961863, + "MinZ": -0.3942734204692985, + "MaxX": 0.034149999999999604, + "MaxY": 0.5204431398961866, + "MaxZ": -0.3441268599666423 }, "Material": { "formed hex screw_am-2": "", "6355015-1/6355015_01-1": "", - "6355015-1/6355015_03-1": "", - "6355015-1/6355015_05-1": "", "6355015-1/6355015_02-1": "", + "6355015-1/6355015_05-1": "", + "6355015-1/6355015_03-1": "", "6355015-1/6355015_04-1": "" }, "States": {}, "LaserParts": null, "IsSuppressed": false, "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/SlideDual-40ID-60D-120W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Properties": { + "SwivelClamp": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.4569432026716904, + "Density": 2700.0, + "Volume": 0.0001692382232117372, + "SurfaceArea": 0.03941934041106202, + "CenterOfMassX": 2.027565351504627E-17, + "CenterOfMassY": -9.979823597436024E-18, + "CenterOfMassZ": 0.020000000000000007 + }, + "Box": { + "MinX": -0.030000000000000453, + "MinY": 0.49218313989618645, + "MinZ": -0.3599999999999997, + "MaxX": 0.029999999999999565, + "MaxY": 0.5321831398961865, + "MaxZ": -0.2399999999999997 + }, + "Material": { + "Material": "6061 Alloy", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Cover-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004478719588132997, + "Density": 1000.0, + "Volume": 4.478719588132997E-06, + "SurfaceArea": 0.009699478965475999, + "CenterOfMassX": -0.009999999999999997, + "CenterOfMassY": -7.102501476211082E-14, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.030000000000000658, + "MinY": 0.49118313989618645, + "MinZ": -0.3599999999999997, + "MaxX": 0.030000000000087755, + "MaxY": 0.49218313989618645, + "MaxZ": -0.2399999999999997 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null } ], "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", @@ -3173,38 +14816,38 @@ }, "Equations": {}, "Mass": { - "Mass": 0.5035660515904191, + "Mass": 0.5035660515904192, "Density": 2485.582869129485, - "Volume": 0.0002025947546728872, + "Volume": 0.00020259475467288723, "SurfaceArea": 0.07083462913220573, - "CenterOfMassX": 1.8700283374768643E-17, - "CenterOfMassY": -3.6017963875928634E-19, - "CenterOfMassZ": 0.001105027155616143 + "CenterOfMassX": 1.8355248929422712E-17, + "CenterOfMassY": -3.653570656697764E-18, + "CenterOfMassZ": 0.001105027155616142 }, "Box": { - "MinX": -0.0980772115231985, - "MinY": 0.8595803150593573, - "MinZ": 0.18905481799553953, - "MaxX": 0.05593699424388822, - "MaxY": 0.9015803150593578, - "MaxZ": 0.3987347652757702 + "MinX": -0.06068018123132169, + "MinY": 0.49118313989618617, + "MinZ": -0.3942734204692985, + "MaxX": 0.03414999999999966, + "MaxY": 0.5331831398961867, + "MaxZ": -0.20572657953070092 }, "Material": { - "Cover-1": "", - "Fasteners-1/formed hex screw_am-2": "", - "Fasteners-1/6355015-1/6355015_01-1": "", - "Fasteners-1/6355015-1/6355015_03-1": "", - "Fasteners-1/6355015-1/6355015_05-1": "", - "Fasteners-1/6355015-1/6355015_02-1": "", - "Fasteners-1/6355015-1/6355015_04-1": "", - "SlideDual-40ID-60D-120W-1": "6061 Alloy", "Cover-2": "", "Fasteners-2/formed hex screw_am-2": "", "Fasteners-2/6355015-1/6355015_01-1": "", - "Fasteners-2/6355015-1/6355015_03-1": "", - "Fasteners-2/6355015-1/6355015_05-1": "", "Fasteners-2/6355015-1/6355015_02-1": "", - "Fasteners-2/6355015-1/6355015_04-1": "" + "Fasteners-2/6355015-1/6355015_05-1": "", + "Fasteners-2/6355015-1/6355015_03-1": "", + "Fasteners-2/6355015-1/6355015_04-1": "", + "Fasteners-1/formed hex screw_am-2": "", + "Fasteners-1/6355015-1/6355015_01-1": "", + "Fasteners-1/6355015-1/6355015_02-1": "", + "Fasteners-1/6355015-1/6355015_05-1": "", + "Fasteners-1/6355015-1/6355015_03-1": "", + "Fasteners-1/6355015-1/6355015_04-1": "", + "SlideDual-40ID-60D-120W-1": "6061 Alloy", + "Cover-1": "" }, "States": {}, "LaserParts": null, @@ -3212,7 +14855,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/lbbr25-skf-1", + "Name": "SlideDual-25ID-40OD-58H-2/lbbr25-skf-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", "Parent": null, @@ -3227,7 +14870,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Cover-1", + "Name": "SlideDual-25ID-40OD-58H-2/Cover-2", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", "Parent": null, @@ -3236,21 +14879,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.004478719588132996, + "Mass": 0.004478719588132997, "Density": 1000.0, - "Volume": 4.478719588132996E-06, + "Volume": 4.478719588132997E-06, "SurfaceArea": 0.009699478965475999, - "CenterOfMassX": -0.009999999999999998, - "CenterOfMassY": -7.102504379624776E-14, + "CenterOfMassX": -0.009999999999999997, + "CenterOfMassY": -7.102501476211082E-14, "CenterOfMassZ": 0.0005 }, "Box": { - "MinX": -0.05746271355974086, - "MinY": 0.8595803150593575, - "MinZ": 0.231803625133491, - "MaxX": 0.040226479135831425, - "MaxY": 0.8605803150593576, - "MaxZ": 0.3651315665981298 + "MinX": -0.030000000000000658, + "MinY": 0.5321831398961865, + "MinZ": -0.3599999999999997, + "MaxX": 0.030000000000087755, + "MaxY": 0.5331831398961866, + "MaxZ": -0.2399999999999997 }, "Material": { "Material": "", @@ -3262,10 +14905,10 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-2", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-2", "Children": null, "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", @@ -3304,21 +14947,21 @@ "Advance@ThdSchPat": 0.8363636363636363 }, "Mass": { - "Mass": 0.0003764959113741406, + "Mass": 0.00037649591137414067, "Density": 1000.0, - "Volume": 3.764959113741406E-07, + "Volume": 3.7649591137414065E-07, "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 }, "Box": { - "MinX": -0.020443811710912144, - "MinY": 0.8748068123674612, - "MinZ": 0.23425658970323357, - "MaxX": 0.0432212861655174, - "MaxY": 0.8863538177512539, - "MaxZ": 0.2657577168155332 + "MinX": -0.030000000000000443, + "MinY": 0.5064096372042901, + "MinZ": -0.2526131400333571, + "MaxX": 0.0341499999999996, + "MaxY": 0.5179566425880828, + "MaxZ": -0.24261314003335713 }, "Material": { "Material": "", @@ -3330,37 +14973,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-1", "Children": null, "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", @@ -3375,7 +14988,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-2", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-2", "Children": null, "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", @@ -3390,10 +15003,40 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_01-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_01-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -3415,21 +15058,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.00039779008791489837, + "Mass": 0.0003977900879148983, "Density": 1000.0, - "Volume": 3.9779008791489835E-07, + "Volume": 3.977900879148983E-07, "SurfaceArea": 0.000517359193594245, "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, + "CenterOfMassY": 1.017953563342208E-18, "CenterOfMassZ": 0.0005441171939395346 }, "Box": { - "MinX": -0.032302236872645954, - "MinY": 0.8765803150593574, - "MinZ": 0.23071387258762754, - "MaxX": -0.017341289514593603, - "MaxY": 0.8845803150593574, - "MaxZ": 0.24270492421491996 + "MinX": -0.04300000000000044, + "MinY": 0.5081831398961864, + "MinZ": -0.2516131400333571, + "MaxX": -0.030000000000000415, + "MaxY": 0.5161831398961864, + "MaxZ": -0.24361314003335713 }, "Material": { "Material": "", @@ -3441,7 +15084,103 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_03-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.05891241812358673, + "MinY": 0.5094331398961862, + "MinZ": -0.25036314003335713, + "MaxX": -0.04742840594686232, + "MaxY": 0.5149331398961863, + "MaxZ": -0.24486314003335713 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132163, + "MinY": 0.50398714250688, + "MinZ": -0.2557131400333572, + "MaxX": -0.03578301046142021, + "MaxY": 0.5203784577213049, + "MaxZ": -0.20572657953070092 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_03-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -3472,12 +15211,12 @@ "CenterOfMassZ": 0.020532360940251838 }, "Box": { - "MinX": -0.04682896018915032, - "MinY": 0.8761748676212642, - "MinZ": 0.2250543110888504, - "MaxX": -0.039571215674684565, - "MaxY": 0.8849857624974504, - "MaxZ": 0.2348661659317697 + "MinX": -0.058328405946862345, + "MinY": 0.5077776924580931, + "MinZ": -0.2520131400333571, + "MaxX": -0.053828405946862314, + "MaxY": 0.5165885873342794, + "MaxZ": -0.24321314003335712 }, "Material": { "Material": "", @@ -3489,103 +15228,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.05031206201424, - "MinY": 0.8723849972342388, - "MinZ": 0.18905481799553953, - "MaxX": -0.00970939084359371, - "MaxY": 0.8887763124486636, - "MaxZ": 0.24456006345712195 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.04680837892292146, - "MinY": 0.8778303150593573, - "MinZ": 0.22640184900030316, - "MaxX": -0.03413230686903265, - "MaxY": 0.8833303150593573, - "MaxZ": 0.2355235426108981 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_04-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_04-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -3612,16 +15255,16 @@ "Volume": 1.8329255199301754E-06, "SurfaceArea": 0.0015905614621791362, "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, + "CenterOfMassY": 1.0609905021306821E-18, "CenterOfMassZ": 0.004349269549107826 }, "Box": { - "MinX": -0.045503065634674454, - "MinY": 0.8723203150593574, - "MinZ": 0.22240648515556952, - "MaxX": -0.01587276234166949, - "MaxY": 0.8888403150593575, - "MaxZ": 0.24670380255045152 + "MinX": -0.05549840594686235, + "MinY": 0.5039231398961863, + "MinZ": -0.25587314003335715, + "MaxX": -0.030000000000000398, + "MaxY": 0.5204431398961864, + "MaxZ": -0.23935314003335714 }, "Material": { "Material": "", @@ -3653,26 +15296,26 @@ "Equations": {}, "Mass": { "Mass": 0.006280857104084775, - "Density": 999.9999999999999, - "Volume": 6.280857104084775E-06, + "Density": 1000.0000000000001, + "Volume": 6.280857104084774E-06, "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695322, - "CenterOfMassY": 2.6579662333123074E-07, + "CenterOfMassX": -0.005142379806695323, + "CenterOfMassY": 2.657966233310661E-07, "CenterOfMassZ": 0.010072303501530778 }, "Box": { - "MinX": -0.05036721796439675, - "MinY": 0.8723203150593574, - "MinZ": 0.18905481799553955, - "MaxX": -0.004280856747743006, - "MaxY": 0.8888403150593575, - "MaxZ": 0.24670380255045152 + "MinX": -0.06068018123132162, + "MinY": 0.5039231398961863, + "MinZ": -0.25587314003335715, + "MaxX": -0.030000000000000394, + "MaxY": 0.5204431398961864, + "MaxZ": -0.20572657953070092 }, "Material": { "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", "6355015_04-1": "" }, "States": {}, @@ -3690,27 +15333,27 @@ "Equations": {}, "Mass": { "Mass": 0.008297688066683562, - "Density": 1000.0, - "Volume": 8.297688066683562E-06, + "Density": 999.9999999999998, + "Volume": 8.297688066683564E-06, "SurfaceArea": 0.007415598903904077, "CenterOfMassX": 0.0038926009856409304, - "CenterOfMassY": -9.24057601617107E-07, - "CenterOfMassZ": -0.02570029190477816 + "CenterOfMassY": -9.240576016170197E-07, + "CenterOfMassZ": -0.025700291904778162 }, "Box": { - "MinX": -0.050367217964396756, - "MinY": 0.8723203150593574, - "MinZ": 0.18905481799553953, - "MaxX": 0.04908041588251762, - "MaxY": 0.8888403150593577, - "MaxZ": 0.26881789131643297 + "MinX": -0.060680181231321635, + "MinY": 0.5039231398961862, + "MinZ": -0.25587314003335715, + "MaxX": 0.03414999999999962, + "MaxY": 0.5204431398961865, + "MaxZ": -0.2057265795307009 }, "Material": { "formed hex screw_am-2": "", "6355015-1/6355015_01-1": "", - "6355015-1/6355015_03-1": "", - "6355015-1/6355015_05-1": "", "6355015-1/6355015_02-1": "", + "6355015-1/6355015_05-1": "", + "6355015-1/6355015_03-1": "", "6355015-1/6355015_04-1": "" }, "States": {}, @@ -3719,7 +15362,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-2", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-2", "Children": null, "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", "Parent": null, @@ -3758,21 +15401,21 @@ "Advance@ThdSchPat": 0.8363636363636363 }, "Mass": { - "Mass": 0.0003764959113741406, + "Mass": 0.00037649591137414067, "Density": 1000.0, - "Volume": 3.764959113741406E-07, + "Volume": 3.7649591137414065E-07, "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 }, "Box": { - "MinX": -0.020443811710912144, - "MinY": 0.8748068123674612, - "MinZ": 0.23425658970323357, - "MaxX": 0.0432212861655174, - "MaxY": 0.8863538177512539, - "MaxZ": 0.2657577168155332 + "MinX": -0.030000000000000443, + "MinY": 0.5064096372042901, + "MinZ": -0.2526131400333571, + "MaxX": 0.0341499999999996, + "MaxY": 0.5179566425880828, + "MaxZ": -0.24261314003335713 }, "Material": { "Material": "", @@ -3784,37 +15427,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-1", "Children": null, "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "Parent": null, @@ -3829,7 +15442,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-2", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-2", "Children": null, "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "Parent": null, @@ -3844,10 +15457,40 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_01-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_01-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -3869,21 +15512,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.00039779008791489837, + "Mass": 0.0003977900879148983, "Density": 1000.0, - "Volume": 3.9779008791489835E-07, + "Volume": 3.977900879148983E-07, "SurfaceArea": 0.000517359193594245, "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, + "CenterOfMassY": 1.017953563342208E-18, "CenterOfMassZ": 0.0005441171939395346 }, "Box": { - "MinX": -0.032302236872645954, - "MinY": 0.8765803150593574, - "MinZ": 0.23071387258762754, - "MaxX": -0.017341289514593603, - "MaxY": 0.8845803150593574, - "MaxZ": 0.24270492421491996 + "MinX": -0.04300000000000044, + "MinY": 0.5081831398961864, + "MinZ": -0.2516131400333571, + "MaxX": -0.030000000000000415, + "MaxY": 0.5161831398961864, + "MaxZ": -0.24361314003335713 }, "Material": { "Material": "", @@ -3895,7 +15538,103 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_03-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.05891241812358673, + "MinY": 0.5094331398961862, + "MinZ": -0.25036314003335713, + "MaxX": -0.04742840594686232, + "MaxY": 0.5149331398961863, + "MaxZ": -0.24486314003335713 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132163, + "MinY": 0.50398714250688, + "MinZ": -0.2557131400333572, + "MaxX": -0.03578301046142021, + "MaxY": 0.5203784577213049, + "MaxZ": -0.20572657953070092 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_03-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -3926,12 +15665,12 @@ "CenterOfMassZ": 0.020532360940251838 }, "Box": { - "MinX": -0.04682896018915032, - "MinY": 0.8761748676212642, - "MinZ": 0.2250543110888504, - "MaxX": -0.039571215674684565, - "MaxY": 0.8849857624974504, - "MaxZ": 0.2348661659317697 + "MinX": -0.058328405946862345, + "MinY": 0.5077776924580931, + "MinZ": -0.2520131400333571, + "MaxX": -0.053828405946862314, + "MaxY": 0.5165885873342794, + "MaxZ": -0.24321314003335712 }, "Material": { "Material": "", @@ -3943,103 +15682,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.05031206201424, - "MinY": 0.8723849972342388, - "MinZ": 0.18905481799553953, - "MaxX": -0.00970939084359371, - "MaxY": 0.8887763124486636, - "MaxZ": 0.24456006345712195 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.04680837892292146, - "MinY": 0.8778303150593573, - "MinZ": 0.22640184900030316, - "MaxX": -0.03413230686903265, - "MaxY": 0.8833303150593573, - "MaxZ": 0.2355235426108981 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_04-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_04-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -4066,16 +15709,16 @@ "Volume": 1.8329255199301754E-06, "SurfaceArea": 0.0015905614621791362, "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, + "CenterOfMassY": 1.0609905021306821E-18, "CenterOfMassZ": 0.004349269549107826 }, "Box": { - "MinX": -0.045503065634674454, - "MinY": 0.8723203150593574, - "MinZ": 0.22240648515556952, - "MaxX": -0.01587276234166949, - "MaxY": 0.8888403150593575, - "MaxZ": 0.24670380255045152 + "MinX": -0.05549840594686235, + "MinY": 0.5039231398961863, + "MinZ": -0.25587314003335715, + "MaxX": -0.030000000000000398, + "MaxY": 0.5204431398961864, + "MaxZ": -0.23935314003335714 }, "Material": { "Material": "", @@ -4110,23 +15753,23 @@ "Density": 999.9999999999999, "Volume": 6.280857104084775E-06, "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695323, - "CenterOfMassY": 2.6579662333111756E-07, + "CenterOfMassX": -0.005142379806695322, + "CenterOfMassY": 2.657966233311978E-07, "CenterOfMassZ": 0.010072303501530778 }, "Box": { - "MinX": -0.05036721796439675, - "MinY": 0.8723203150593574, - "MinZ": 0.18905481799553955, - "MaxX": -0.004280856747743006, - "MaxY": 0.8888403150593575, - "MaxZ": 0.24670380255045152 + "MinX": -0.06068018123132162, + "MinY": 0.5039231398961863, + "MinZ": -0.25587314003335715, + "MaxX": -0.030000000000000394, + "MaxY": 0.5204431398961864, + "MaxZ": -0.20572657953070092 }, "Material": { "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", "6355015_04-1": "" }, "States": {}, @@ -4135,7 +15778,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_01-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_01-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", "Parent": null, @@ -4157,21 +15800,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.00039779008791489837, + "Mass": 0.0003977900879148983, "Density": 1000.0, - "Volume": 3.9779008791489835E-07, + "Volume": 3.977900879148983E-07, "SurfaceArea": 0.000517359193594245, "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, + "CenterOfMassY": 1.017953563342208E-18, "CenterOfMassZ": 0.0005441171939395346 }, "Box": { - "MinX": -0.032302236872645954, - "MinY": 0.8765803150593574, - "MinZ": 0.23071387258762754, - "MaxX": -0.017341289514593603, - "MaxY": 0.8845803150593574, - "MaxZ": 0.24270492421491996 + "MinX": -0.04300000000000044, + "MinY": 0.5081831398961864, + "MinZ": -0.2516131400333571, + "MaxX": -0.030000000000000415, + "MaxY": 0.5161831398961864, + "MaxZ": -0.24361314003335713 }, "Material": { "Material": "", @@ -4183,7 +15826,103 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_03-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.05891241812358673, + "MinY": 0.5094331398961862, + "MinZ": -0.25036314003335713, + "MaxX": -0.04742840594686232, + "MaxY": 0.5149331398961863, + "MaxZ": -0.24486314003335713 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132163, + "MinY": 0.50398714250688, + "MinZ": -0.2557131400333572, + "MaxX": -0.03578301046142021, + "MaxY": 0.5203784577213049, + "MaxZ": -0.20572657953070092 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_03-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", "Parent": null, @@ -4214,12 +15953,12 @@ "CenterOfMassZ": 0.020532360940251838 }, "Box": { - "MinX": -0.04682896018915032, - "MinY": 0.8761748676212642, - "MinZ": 0.2250543110888504, - "MaxX": -0.039571215674684565, - "MaxY": 0.8849857624974504, - "MaxZ": 0.2348661659317697 + "MinX": -0.058328405946862345, + "MinY": 0.5077776924580931, + "MinZ": -0.2520131400333571, + "MaxX": -0.053828405946862314, + "MaxY": 0.5165885873342794, + "MaxZ": -0.24321314003335712 }, "Material": { "Material": "", @@ -4231,103 +15970,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.05031206201424, - "MinY": 0.8723849972342388, - "MinZ": 0.18905481799553953, - "MaxX": -0.00970939084359371, - "MaxY": 0.8887763124486636, - "MaxZ": 0.24456006345712195 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.04680837892292146, - "MinY": 0.8778303150593573, - "MinZ": 0.22640184900030316, - "MaxX": -0.03413230686903265, - "MaxY": 0.8833303150593573, - "MaxZ": 0.2355235426108981 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_04-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_04-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", "Parent": null, @@ -4354,16 +15997,16 @@ "Volume": 1.8329255199301754E-06, "SurfaceArea": 0.0015905614621791362, "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, + "CenterOfMassY": 1.0609905021306821E-18, "CenterOfMassZ": 0.004349269549107826 }, "Box": { - "MinX": -0.045503065634674454, - "MinY": 0.8723203150593574, - "MinZ": 0.22240648515556952, - "MaxX": -0.01587276234166949, - "MaxY": 0.8888403150593575, - "MaxZ": 0.24670380255045152 + "MinX": -0.05549840594686235, + "MinY": 0.5039231398961863, + "MinZ": -0.25587314003335715, + "MaxX": -0.030000000000000398, + "MaxY": 0.5204431398961864, + "MaxZ": -0.23935314003335714 }, "Material": { "Material": "", @@ -4375,43 +16018,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/SlideDual-40ID-60D-120W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", - "Parent": null, - "Properties": { - "SwivelClamp": {}, - "2xM8": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.45694320267169036, - "Density": 2700.0, - "Volume": 0.00016923822321173717, - "SurfaceArea": 0.03941934041106202, - "CenterOfMassX": 2.0705768488621686E-17, - "CenterOfMassY": -9.285774435530242E-18, - "CenterOfMassZ": 0.02 - }, - "Box": { - "MinX": -0.05746271355974067, - "MinY": 0.8605803150593575, - "MinZ": 0.23180362513349106, - "MaxX": 0.04022647913574866, - "MaxY": 0.9005803150593575, - "MaxZ": 0.3651315665980994 - }, - "Material": { - "Material": "6061 Alloy", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/lbbr25-skf-2", + "Name": "SlideDual-25ID-40OD-58H-2/lbbr25-skf-2", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", "Parent": null, @@ -4426,45 +16033,10 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Cover-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004478719588132996, - "Density": 1000.0, - "Volume": 4.478719588132996E-06, - "SurfaceArea": 0.009699478965475999, - "CenterOfMassX": -0.009999999999999998, - "CenterOfMassY": -7.102504379624776E-14, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.05746271355974086, - "MinY": 0.9005803150593575, - "MinZ": 0.231803625133491, - "MaxX": 0.040226479135831425, - "MaxY": 0.9015803150593577, - "MaxZ": 0.3651315665981298 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-2", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-2", "Children": null, "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", @@ -4503,21 +16075,21 @@ "Advance@ThdSchPat": 0.8363636363636363 }, "Mass": { - "Mass": 0.0003764959113741406, + "Mass": 0.00037649591137414067, "Density": 1000.0, - "Volume": 3.764959113741406E-07, + "Volume": 3.7649591137414065E-07, "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 }, "Box": { - "MinX": -0.056561899675787355, - "MinY": 0.8748068123674612, - "MinZ": 0.33260808237324857, - "MaxX": 0.007103198200642206, - "MaxY": 0.8863538177512539, - "MaxZ": 0.36410920948554815 + "MinX": -0.030000000000000457, + "MinY": 0.5064096372042901, + "MinZ": -0.35738685996664227, + "MaxX": 0.03414999999999958, + "MaxY": 0.5179566425880828, + "MaxZ": -0.34738685996664226 }, "Material": { "Material": "", @@ -4529,37 +16101,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-1", "Children": null, "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", @@ -4574,7 +16116,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-2", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-2", "Children": null, "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", @@ -4589,10 +16131,40 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_01-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_01-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -4614,21 +16186,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.00039779008791489837, + "Mass": 0.0003977900879148983, "Density": 1000.0, - "Volume": 3.9779008791489835E-07, + "Volume": 3.977900879148983E-07, "SurfaceArea": 0.000517359193594245, "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, + "CenterOfMassY": 1.017953563342208E-18, "CenterOfMassZ": 0.0005441171939395346 }, "Box": { - "MinX": -0.06842032483752115, - "MinY": 0.8765803150593574, - "MinZ": 0.3290653652576426, - "MaxX": -0.0534593774794688, - "MaxY": 0.8845803150593574, - "MaxZ": 0.341056416884935 + "MinX": -0.043000000000000455, + "MinY": 0.5081831398961864, + "MinZ": -0.35638685996664227, + "MaxX": -0.03000000000000043, + "MaxY": 0.5161831398961864, + "MaxZ": -0.34838685996664226 }, "Material": { "Material": "", @@ -4640,7 +16212,103 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_03-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.058912418123586746, + "MinY": 0.5094331398961862, + "MinZ": -0.35513685996664224, + "MaxX": -0.04742840594686233, + "MaxY": 0.5149331398961863, + "MaxZ": -0.3496368599666423 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132165, + "MinY": 0.5039878220710677, + "MinZ": -0.3942734204692985, + "MaxX": -0.03578301046142022, + "MaxY": 0.5203791372854926, + "MaxZ": -0.3442868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_03-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -4671,12 +16339,12 @@ "CenterOfMassZ": 0.020532360940251838 }, "Box": { - "MinX": -0.08294704815402552, - "MinY": 0.8761748676212642, - "MinZ": 0.3234058037588654, - "MaxX": -0.07568930363955977, - "MaxY": 0.8849857624974504, - "MaxZ": 0.33321765860178465 + "MinX": -0.05832840594686236, + "MinY": 0.5077776924580931, + "MinZ": -0.3567868599666423, + "MaxX": -0.05382840594686233, + "MaxY": 0.5165885873342794, + "MaxZ": -0.34798685996664225 }, "Material": { "Material": "", @@ -4688,103 +16356,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.09807721152319844, - "MinY": 0.8723843176700511, - "MinZ": 0.3191218845684178, - "MaxX": -0.05747454035255213, - "MaxY": 0.8887756328844759, - "MaxZ": 0.3746271300300002 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.08292646688779666, - "MinY": 0.8778303150593573, - "MinZ": 0.32475334167031816, - "MaxX": -0.07025039483390787, - "MaxY": 0.8833303150593573, - "MaxZ": 0.33387503528091317 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_04-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_04-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -4811,16 +16383,16 @@ "Volume": 1.8329255199301754E-06, "SurfaceArea": 0.0015905614621791362, "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, + "CenterOfMassY": 1.0609905021306821E-18, "CenterOfMassZ": 0.004349269549107826 }, "Box": { - "MinX": -0.08162115359954966, - "MinY": 0.8723203150593574, - "MinZ": 0.3207579778255845, - "MaxX": -0.05199085030654469, - "MaxY": 0.8888403150593575, - "MaxZ": 0.3450552952204666 + "MinX": -0.05549840594686237, + "MinY": 0.5039231398961863, + "MinZ": -0.36064685996664225, + "MaxX": -0.030000000000000412, + "MaxY": 0.5204431398961864, + "MaxZ": -0.3441268599666423 }, "Material": { "Material": "", @@ -4851,27 +16423,27 @@ }, "Equations": {}, "Mass": { - "Mass": 0.006280857104084775, - "Density": 999.9999999999999, + "Mass": 0.0062808571040847755, + "Density": 1000.0000000000001, "Volume": 6.280857104084775E-06, "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695322, - "CenterOfMassY": 2.657966233310661E-07, + "CenterOfMassX": -0.005142379806695321, + "CenterOfMassY": 2.657966233312143E-07, "CenterOfMassZ": 0.010072303501530778 }, "Box": { - "MinX": -0.09807721152319845, - "MinY": 0.8723203150593574, - "MinZ": 0.3189716919548768, - "MaxX": -0.05199085030654469, - "MaxY": 0.8888403150593575, - "MaxZ": 0.376564866351606 + "MinX": -0.06068018123132165, + "MinY": 0.5039231398961863, + "MinZ": -0.3942734204692985, + "MaxX": -0.03000000000000041, + "MaxY": 0.5204431398961864, + "MaxZ": -0.3441268599666423 }, "Material": { "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", "6355015_04-1": "" }, "States": {}, @@ -4893,23 +16465,23 @@ "Volume": 8.297688066683562E-06, "SurfaceArea": 0.007415598903904077, "CenterOfMassX": 0.0038926009856409304, - "CenterOfMassY": -9.240576016171274E-07, - "CenterOfMassZ": -0.02570029190477815 + "CenterOfMassY": -9.240576016170197E-07, + "CenterOfMassZ": -0.02570029190477816 }, "Box": { - "MinX": -0.09807721152319845, - "MinY": 0.8723203150593573, - "MinZ": 0.3189716919548768, - "MaxX": 0.008227000685086479, - "MaxY": 0.8888403150593576, - "MaxZ": 0.3987347652757702 + "MinX": -0.06068018123132165, + "MinY": 0.5039231398961863, + "MinZ": -0.3942734204692985, + "MaxX": 0.034149999999999604, + "MaxY": 0.5204431398961866, + "MaxZ": -0.3441268599666423 }, "Material": { "formed hex screw_am-2": "", "6355015-1/6355015_01-1": "", - "6355015-1/6355015_03-1": "", - "6355015-1/6355015_05-1": "", "6355015-1/6355015_02-1": "", + "6355015-1/6355015_05-1": "", + "6355015-1/6355015_03-1": "", "6355015-1/6355015_04-1": "" }, "States": {}, @@ -4918,7 +16490,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-2", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-2", "Children": null, "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", "Parent": null, @@ -4957,21 +16529,21 @@ "Advance@ThdSchPat": 0.8363636363636363 }, "Mass": { - "Mass": 0.0003764959113741406, + "Mass": 0.00037649591137414067, "Density": 1000.0, - "Volume": 3.764959113741406E-07, + "Volume": 3.7649591137414065E-07, "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 }, "Box": { - "MinX": -0.056561899675787355, - "MinY": 0.8748068123674612, - "MinZ": 0.33260808237324857, - "MaxX": 0.007103198200642206, - "MaxY": 0.8863538177512539, - "MaxZ": 0.36410920948554815 + "MinX": -0.030000000000000457, + "MinY": 0.5064096372042901, + "MinZ": -0.35738685996664227, + "MaxX": 0.03414999999999958, + "MaxY": 0.5179566425880828, + "MaxZ": -0.34738685996664226 }, "Material": { "Material": "", @@ -4983,37 +16555,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-1", "Children": null, "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "Parent": null, @@ -5028,7 +16570,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-2", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-2", "Children": null, "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "Parent": null, @@ -5043,10 +16585,40 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_01-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_01-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -5068,21 +16640,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.00039779008791489837, + "Mass": 0.0003977900879148983, "Density": 1000.0, - "Volume": 3.9779008791489835E-07, + "Volume": 3.977900879148983E-07, "SurfaceArea": 0.000517359193594245, "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, + "CenterOfMassY": 1.017953563342208E-18, "CenterOfMassZ": 0.0005441171939395346 }, "Box": { - "MinX": -0.06842032483752115, - "MinY": 0.8765803150593574, - "MinZ": 0.3290653652576426, - "MaxX": -0.0534593774794688, - "MaxY": 0.8845803150593574, - "MaxZ": 0.341056416884935 + "MinX": -0.043000000000000455, + "MinY": 0.5081831398961864, + "MinZ": -0.35638685996664227, + "MaxX": -0.03000000000000043, + "MaxY": 0.5161831398961864, + "MaxZ": -0.34838685996664226 }, "Material": { "Material": "", @@ -5094,7 +16666,103 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_03-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.058912418123586746, + "MinY": 0.5094331398961862, + "MinZ": -0.35513685996664224, + "MaxX": -0.04742840594686233, + "MaxY": 0.5149331398961863, + "MaxZ": -0.3496368599666423 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132165, + "MinY": 0.5039878220710677, + "MinZ": -0.3942734204692985, + "MaxX": -0.03578301046142022, + "MaxY": 0.5203791372854926, + "MaxZ": -0.3442868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_03-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -5125,12 +16793,12 @@ "CenterOfMassZ": 0.020532360940251838 }, "Box": { - "MinX": -0.08294704815402552, - "MinY": 0.8761748676212642, - "MinZ": 0.3234058037588654, - "MaxX": -0.07568930363955977, - "MaxY": 0.8849857624974504, - "MaxZ": 0.33321765860178465 + "MinX": -0.05832840594686236, + "MinY": 0.5077776924580931, + "MinZ": -0.3567868599666423, + "MaxX": -0.05382840594686233, + "MaxY": 0.5165885873342794, + "MaxZ": -0.34798685996664225 }, "Material": { "Material": "", @@ -5142,103 +16810,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.09807721152319844, - "MinY": 0.8723843176700511, - "MinZ": 0.3191218845684178, - "MaxX": -0.05747454035255213, - "MaxY": 0.8887756328844759, - "MaxZ": 0.3746271300300002 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.08292646688779666, - "MinY": 0.8778303150593573, - "MinZ": 0.32475334167031816, - "MaxX": -0.07025039483390787, - "MaxY": 0.8833303150593573, - "MaxZ": 0.33387503528091317 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_04-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_04-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", @@ -5265,16 +16837,16 @@ "Volume": 1.8329255199301754E-06, "SurfaceArea": 0.0015905614621791362, "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, + "CenterOfMassY": 1.0609905021306821E-18, "CenterOfMassZ": 0.004349269549107826 }, "Box": { - "MinX": -0.08162115359954966, - "MinY": 0.8723203150593574, - "MinZ": 0.3207579778255845, - "MaxX": -0.05199085030654469, - "MaxY": 0.8888403150593575, - "MaxZ": 0.3450552952204666 + "MinX": -0.05549840594686237, + "MinY": 0.5039231398961863, + "MinZ": -0.36064685996664225, + "MaxX": -0.030000000000000412, + "MaxY": 0.5204431398961864, + "MaxZ": -0.3441268599666423 }, "Material": { "Material": "", @@ -5309,23 +16881,23 @@ "Density": 1000.0000000000001, "Volume": 6.280857104084774E-06, "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695323, - "CenterOfMassY": 2.6579662333108463E-07, + "CenterOfMassX": -0.005142379806695321, + "CenterOfMassY": 2.6579662333108256E-07, "CenterOfMassZ": 0.010072303501530778 }, "Box": { - "MinX": -0.09807721152319845, - "MinY": 0.8723203150593574, - "MinZ": 0.3189716919548768, - "MaxX": -0.05199085030654469, - "MaxY": 0.8888403150593575, - "MaxZ": 0.376564866351606 + "MinX": -0.06068018123132165, + "MinY": 0.5039231398961863, + "MinZ": -0.3942734204692985, + "MaxX": -0.03000000000000041, + "MaxY": 0.5204431398961864, + "MaxZ": -0.3441268599666423 }, "Material": { "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", "6355015_04-1": "" }, "States": {}, @@ -5334,7 +16906,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_01-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_01-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", "Parent": null, @@ -5356,21 +16928,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.00039779008791489837, + "Mass": 0.0003977900879148983, "Density": 1000.0, - "Volume": 3.9779008791489835E-07, + "Volume": 3.977900879148983E-07, "SurfaceArea": 0.000517359193594245, "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, + "CenterOfMassY": 1.017953563342208E-18, "CenterOfMassZ": 0.0005441171939395346 }, "Box": { - "MinX": -0.06842032483752115, - "MinY": 0.8765803150593574, - "MinZ": 0.3290653652576426, - "MaxX": -0.0534593774794688, - "MaxY": 0.8845803150593574, - "MaxZ": 0.341056416884935 + "MinX": -0.043000000000000455, + "MinY": 0.5081831398961864, + "MinZ": -0.35638685996664227, + "MaxX": -0.03000000000000043, + "MaxY": 0.5161831398961864, + "MaxZ": -0.34838685996664226 }, "Material": { "Material": "", @@ -5382,7 +16954,103 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_03-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.058912418123586746, + "MinY": 0.5094331398961862, + "MinZ": -0.35513685996664224, + "MaxX": -0.04742840594686233, + "MaxY": 0.5149331398961863, + "MaxZ": -0.3496368599666423 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.06068018123132165, + "MinY": 0.5039878220710677, + "MinZ": -0.3942734204692985, + "MaxX": -0.03578301046142022, + "MaxY": 0.5203791372854926, + "MaxZ": -0.3442868599666422 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_03-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", "Parent": null, @@ -5413,12 +17081,12 @@ "CenterOfMassZ": 0.020532360940251838 }, "Box": { - "MinX": -0.08294704815402552, - "MinY": 0.8761748676212642, - "MinZ": 0.3234058037588654, - "MaxX": -0.07568930363955977, - "MaxY": 0.8849857624974504, - "MaxZ": 0.33321765860178465 + "MinX": -0.05832840594686236, + "MinY": 0.5077776924580931, + "MinZ": -0.3567868599666423, + "MaxX": -0.05382840594686233, + "MaxY": 0.5165885873342794, + "MaxZ": -0.34798685996664225 }, "Material": { "Material": "", @@ -5430,103 +17098,7 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.09807721152319844, - "MinY": 0.8723843176700511, - "MinZ": 0.3191218845684178, - "MaxX": -0.05747454035255213, - "MaxY": 0.8887756328844759, - "MaxZ": 0.3746271300300002 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.08292646688779666, - "MinY": 0.8778303150593573, - "MinZ": 0.32475334167031816, - "MaxX": -0.07025039483390787, - "MaxY": 0.8833303150593573, - "MaxZ": 0.33387503528091317 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_04-1", + "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_04-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", "Parent": null, @@ -5553,16 +17125,87 @@ "Volume": 1.8329255199301754E-06, "SurfaceArea": 0.0015905614621791362, "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, + "CenterOfMassY": 1.0609905021306821E-18, "CenterOfMassZ": 0.004349269549107826 }, "Box": { - "MinX": -0.08162115359954966, - "MinY": 0.8723203150593574, - "MinZ": 0.3207579778255845, - "MaxX": -0.05199085030654469, - "MaxY": 0.8888403150593575, - "MaxZ": 0.3450552952204666 + "MinX": -0.05549840594686237, + "MinY": 0.5039231398961863, + "MinZ": -0.36064685996664225, + "MaxX": -0.030000000000000412, + "MaxY": 0.5204431398961864, + "MaxZ": -0.3441268599666423 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/SlideDual-40ID-60D-120W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", + "Parent": null, + "Properties": { + "SwivelClamp": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.4569432026716904, + "Density": 2700.0, + "Volume": 0.0001692382232117372, + "SurfaceArea": 0.03941934041106202, + "CenterOfMassX": 2.027565351504627E-17, + "CenterOfMassY": -9.979823597436024E-18, + "CenterOfMassZ": 0.020000000000000007 + }, + "Box": { + "MinX": -0.030000000000000453, + "MinY": 0.49218313989618645, + "MinZ": -0.3599999999999997, + "MaxX": 0.029999999999999565, + "MaxY": 0.5321831398961865, + "MaxZ": -0.2399999999999997 + }, + "Material": { + "Material": "6061 Alloy", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-2/Cover-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004478719588132997, + "Density": 1000.0, + "Volume": 4.478719588132997E-06, + "SurfaceArea": 0.009699478965475999, + "CenterOfMassX": -0.009999999999999997, + "CenterOfMassY": -7.102501476211082E-14, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.030000000000000658, + "MinY": 0.49118313989618645, + "MinZ": -0.3599999999999997, + "MaxX": 0.030000000000087755, + "MaxY": 0.49218313989618645, + "MaxZ": -0.2399999999999997 }, "Material": { "Material": "", @@ -5576,191 +17219,6 @@ { "Name": "610_Injector-1", "Children": [ - { - "Name": "610_Injector-1/Heat_band_35-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Heat_band_35.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM", - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06930433540670569, - "Density": 1000.0, - "Volume": 6.930433540670569E-05, - "SurfaceArea": 0.021046064353195636, - "CenterOfMassX": 2.950168757782986E-09, - "CenterOfMassY": -0.0007766475266671518, - "CenterOfMassZ": -0.00036261922713985375 - }, - "Box": { - "MinX": -0.03849880961791997, - "MinY": 0.782297170200912, - "MinZ": -0.04333288951004798, - "MaxX": 0.038098827815204385, - "MaxY": 0.8422971702009121, - "MaxZ": 0.04221610099654218 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/Motor-Assembly-1", - "Children": [ - { - "Name": "610_Injector-1/Motor-Assembly-1/Motor-Adapter-Plate-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\kfm-160-adapter\\Motor-Adapter-Plate.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", - "Properties": { - "Default": { - "UnitOfMeasure": "0.00" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": null, - "Material": {}, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/Motor-Assembly-1/622_Motor-Flange-Mod3_KM90_35-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\1500_MotorBrackets\\622_Motor-Flange-Mod3_KM90_35.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5164102013360582, - "Density": 1000.0, - "Volume": 0.0005164102013360582, - "SurfaceArea": 0.08128954778779592, - "CenterOfMassX": 0.00011899076389420944, - "CenterOfMassY": -7.073503923012283E-18, - "CenterOfMassZ": 0.012918499119337953 - }, - "Box": { - "MinX": 0.030000000000002067, - "MinY": 1.417999999999999, - "MinZ": -0.06300000000000225, - "MaxX": 0.060000000000004175, - "MaxY": 1.5780000000000023, - "MaxZ": 0.13700000000000076 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/Motor-Assembly-1/Cidepa-2kw-35d-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\Cidepa-2kw-35d.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", - "Properties": { - "Predeterminado": {} - }, - "Equations": {}, - "Mass": { - "Mass": 12.40328025973072, - "Density": 999.9999999976537, - "Volume": 0.01240328025975982, - "SurfaceArea": 0.9662869562268372, - "CenterOfMassX": -0.0008385361418046585, - "CenterOfMassY": -0.016585730317151392, - "CenterOfMassZ": 0.08911026631047646 - }, - "Box": { - "MinX": 0.025000000000000716, - "MinY": 1.0459999999999992, - "MinZ": -0.06600010307764345, - "MaxX": 0.22800000000000423, - "MaxY": 1.6010001030776453, - "MaxZ": 0.2615000000000086 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/Motor-Assembly-1/620_Motor-Flange-Mod3_KM90_35-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\620_Motor-Flange-Mod3_KM90_35.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM", - "Properties": { - "Default": {}, - "BF5": {} - }, - "Equations": {}, - "Mass": { - "Mass": 12.919690461066777, - "Density": 999.9999999977474, - "Volume": 0.01291969046109588, - "SurfaceArea": 1.0475765040146332, - "CenterOfMassX": -0.003979439139779472, - "CenterOfMassY": 0.1055190460906737, - "CenterOfMassZ": 0.290311555326734 - }, - "Box": { - "MinX": 0.025000000000000744, - "MinY": 1.0459999999999992, - "MinZ": -0.06600010307764345, - "MaxX": 0.22800000000000425, - "MaxY": 1.6010001030776453, - "MaxZ": 0.2615000000000086 - }, - "Material": { - "622_Motor-Flange-Mod3_KM90_35-1": "", - "Cidepa-2kw-35d-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "610_Injector-1/710_60-40-SupportBeamMiddle-1", "Children": null, @@ -5776,1147 +17234,12 @@ "IsSuppressed": true, "activeConfiguration": null }, - { - "Name": "610_Injector-1/GlobalValve-40-1", - "Children": [ - { - "Name": "610_Injector-1/GlobalValve-40-1/Pin-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Pin.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": { - "Description": "ASI 304 - 19.88D !!!" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.04190408962761022, - "Density": 999.9999999999999, - "Volume": 4.190408962761022E-05, - "SurfaceArea": 0.009052207691520727, - "CenterOfMassX": -0.08481586364959327, - "CenterOfMassY": 0.008499999999999936, - "CenterOfMassZ": -0.007777586020940339 - }, - "Box": { - "MinX": -0.1083000000000108, - "MinY": 0.7200599999999979, - "MinZ": -0.009939999999997003, - "MaxX": 0.026699999999989198, - "MaxY": 0.739939999999998, - "MaxZ": 0.009940000000003026 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Lever-Arm-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Lever-Arm.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.008391901633978464, - "Density": 1000.0000000000001, - "Volume": 8.391901633978463E-06, - "SurfaceArea": 0.003566482097778462, - "CenterOfMassX": -0.09400000177323806, - "CenterOfMassY": 0.008499999999999926, - "CenterOfMassZ": 0.06246139445120568 - }, - "Box": { - "MinX": -0.10442570855939179, - "MinY": 0.7263487941035496, - "MinZ": -0.004999999999997024, - "MaxX": -0.09442570855939175, - "MaxY": 0.8343487941036085, - "MaxZ": 0.005000000000003085 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Heat_band-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\components\\shared\\Heat_band.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0031415926535897994, - "Density": 1000.0, - "Volume": 3.1415926535897993E-06, - "SurfaceArea": 0.0014137166941154088, - "CenterOfMassX": -0.10281250221654742, - "CenterOfMassY": 0.008500000000057377, - "CenterOfMassZ": 0.09875000026077002 - }, - "Box": { - "MinX": -0.01500000000001081, - "MinY": 0.7290637602590375, - "MinZ": -0.02793623974095761, - "MaxX": 0.024999999999989198, - "MaxY": 0.7409362397409587, - "MaxZ": -0.0160637602590364 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Gate-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Gate.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02090264565957805, - "Density": 1000.0, - "Volume": 2.090264565957805E-05, - "SurfaceArea": 0.006611892613196522, - "CenterOfMassX": -0.0939978170028885, - "CenterOfMassY": 0.03294881532374283, - "CenterOfMassZ": 0.03900379359621909 - }, - "Box": { - "MinX": -0.02000000000001073, - "MinY": 0.744999999999998, - "MinZ": -0.019999999999996937, - "MaxX": 0.019999999999989096, - "MaxY": 0.7675442103508329, - "MaxZ": 0.020000000000002904 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Lever-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\injection\\components\\304_Valve-40mm\\cad\\Lever.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Block-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Block.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06702906721603379, - "Density": 1000.0, - "Volume": 6.702906721603379E-05, - "SurfaceArea": 0.01798595174909374, - "CenterOfMassX": -0.09724138114472938, - "CenterOfMassY": 0.00681911341383255, - "CenterOfMassZ": 0.04120689676753433 - }, - "Box": { - "MinX": -0.025000000000010823, - "MinY": 0.7114999999999981, - "MinZ": -0.029999999999997033, - "MaxX": 0.0249999999999892, - "MaxY": 0.744999999999998, - "MaxZ": 0.030000000000003 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0031415926535897994, - "Density": 1000.0, - "Volume": 3.1415926535897993E-06, - "SurfaceArea": 0.0014137166941154088, - "CenterOfMassX": -0.10281250221654742, - "CenterOfMassY": 0.008500000000057377, - "CenterOfMassZ": 0.09875000026077002 - }, - "Box": { - "MinX": -0.015000000000010782, - "MinY": 0.7289352196274153, - "MinZ": 0.015935219627420224, - "MaxX": 0.024999999999989225, - "MaxY": 0.7410647803725807, - "MaxZ": 0.02806478037258567 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/LeverBall-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\LeverBall.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.007238229473870883, - "Density": 1000.0, - "Volume": 7.238229473870883E-06, - "SurfaceArea": 0.0018095573684677208, - "CenterOfMassX": 0.09400000177323803, - "CenterOfMassY": 0.008499999999999919, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": -0.11142570855939177, - "MinY": 0.8223487941036082, - "MinZ": -0.011999999999996583, - "MaxX": -0.08742570855939177, - "MaxY": 0.8463487941036082, - "MaxZ": 0.012000000000003442 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {}, - "10 id ": {}, - "15": {}, - "20": {}, - "25": {}, - "30": {}, - "35": {}, - "40": {}, - "45": {}, - "50": {}, - "55": {}, - "60": {}, - "65": {}, - "70": {}, - "75": {}, - "80": {}, - "90": {}, - "95": {}, - "100": {} - }, - "Equations": {}, - "Mass": { - "Mass": 8.620924733869007E-05, - "Density": 1000.0000000000001, - "Volume": 8.620924733869007E-08, - "SurfaceArea": 0.0003196520090057431, - "CenterOfMassX": -4.122865938731669E-18, - "CenterOfMassY": 0.002675999320581854, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.02600000000001082, - "MinY": 0.7164519350599685, - "MinZ": -0.012214172190577046, - "MaxX": -0.025000000000010812, - "MaxY": 0.7428780353512601, - "MaxZ": 0.01228757608477208 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {}, - "10 id ": {}, - "15": {}, - "20": {}, - "25": {}, - "30": {}, - "35": {}, - "40": {}, - "45": {}, - "50": {}, - "55": {}, - "60": {}, - "65": {}, - "70": {}, - "75": {}, - "80": {}, - "90": {}, - "95": {}, - "100": {} - }, - "Equations": {}, - "Mass": { - "Mass": 8.620924733869007E-05, - "Density": 1000.0000000000001, - "Volume": 8.620924733869007E-08, - "SurfaceArea": 0.0003196520090057431, - "CenterOfMassX": -4.122865938731669E-18, - "CenterOfMassY": 0.002675999320581854, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.024999999999989194, - "MinY": 0.7168110117876679, - "MinZ": -0.011017908895767299, - "MaxX": 0.025999999999989202, - "MaxY": 0.7410149518109282, - "MaxZ": 0.011014951810933237 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.15192153741292833, - "Density": 999.9999999999997, - "Volume": 0.00015192153741292838, - "SurfaceArea": 0.04249282892629947, - "CenterOfMassX": -0.09139539175867084, - "CenterOfMassY": 0.02482922187619402, - "CenterOfMassZ": 0.022884855476705157 - }, - "Box": { - "MinX": -0.11142570855939177, - "MinY": 0.711499999999998, - "MinZ": -0.029999999999997088, - "MaxX": 0.02669999999998921, - "MaxY": 0.8463487941036083, - "MaxZ": 0.030000000000003028 - }, - "Material": { - "Pin-1": "", - "Lever-Arm-1": "", - "CartridgeHeater-1": "", - "Gate-1": "", - "Block-1": "", - "CartridgeHeater-2": "", - "LeverBall-1": "", - "M20-Circlip-1": "", - "M20-Circlip-2": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/710_60-40-SupportBeam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/360_ExtrusionShield-1", - "Children": [ - { - "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {}, - "ELZ-M-RC2": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 36.1, - "D2@Sketch1": 36.1 - }, - "Mass": { - "Mass": 0.008006433545567768, - "Density": 999.9999999999999, - "Volume": 8.006433545567769E-06, - "SurfaceArea": 0.016772589557871215, - "CenterOfMassX": 0.000988098249422438, - "CenterOfMassY": 9.04266030997633E-17, - "CenterOfMassZ": 2.107615631859357E-17 - }, - "Box": { - "MinX": -0.04985000000001087, - "MinY": 0.7667508768054074, - "MinZ": -0.05725242076144401, - "MaxX": 0.049849999999989195, - "MaxY": 0.7807508768054074, - "MaxZ": 0.057252420761450394 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "ELZ-M-RC2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 580.0, - "D1@Boss-Extrude1": 580.0, - "D2@Sketch11": 780.0, - "D1@Sketch44": 680.0, - "D1@LPattern1": 8.923076923076923, - "D3@LPattern2": 96.66666666666667 - }, - "Mass": { - "Mass": 0.20016529759448595, - "Density": 1000.0, - "Volume": 0.00020016529759448595, - "SurfaceArea": 0.40488023071212187, - "CenterOfMassX": 0.0001925959284355393, - "CenterOfMassY": 0.0001390527336950778, - "CenterOfMassZ": 0.289927320679887 - }, - "Box": { - "MinX": -0.05100000000001088, - "MinY": 0.7667508768054073, - "MinZ": -0.05888972745733878, - "MaxX": 0.05099999999998928, - "MaxY": 1.3467508768054075, - "MaxZ": 0.058580326380586537 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {}, - "ELZ-M-RC2": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 36.1, - "D2@Sketch1": 36.1 - }, - "Mass": { - "Mass": 0.008006433545567768, - "Density": 999.9999999999999, - "Volume": 8.006433545567769E-06, - "SurfaceArea": 0.016772589557871215, - "CenterOfMassX": 0.000988098249422438, - "CenterOfMassY": 9.04266030997633E-17, - "CenterOfMassZ": 2.107615631859357E-17 - }, - "Box": { - "MinX": -0.049850000000010816, - "MinY": 1.332750876805407, - "MinZ": -0.05725242076144417, - "MaxX": 0.04984999999998928, - "MaxY": 1.3467508768054073, - "MaxZ": 0.05725242076145025 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "ELZ-M-RC2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 580.0, - "D1@Boss-Extrude1": 580.0, - "D2@Sketch11": 780.0, - "D1@Sketch44": 680.0, - "D1@LPattern1": 8.923076923076923, - "D3@LPattern2": 96.66666666666667 - }, - "Mass": { - "Mass": 0.20016529759448595, - "Density": 1000.0, - "Volume": 0.00020016529759448595, - "SurfaceArea": 0.40488023071212187, - "CenterOfMassX": 0.0001925959284355393, - "CenterOfMassY": 0.0001390527336950778, - "CenterOfMassZ": 0.289927320679887 - }, - "Box": { - "MinX": -0.05100000000001088, - "MinY": 0.7667508768054069, - "MinZ": -0.05858032638058038, - "MaxX": 0.05099999999998928, - "MaxY": 1.346750876805407, - "MaxZ": 0.05888972745734491 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "ELZ-M-RC2": {}, - "40D-360": {} - }, - "Equations": { - "Diameter": 100.0 - }, - "Mass": { - "Mass": 0.41634346228010727, - "Density": 1000.0, - "Volume": 0.00041634346228010727, - "SurfaceArea": 0.8433056405399861, - "CenterOfMassX": -0.4970417569756663, - "CenterOfMassY": 0.10447527405168754, - "CenterOfMassZ": -0.11708122965544292 - }, - "Box": { - "MinX": -0.05100000000001089, - "MinY": 0.7667508768054071, - "MinZ": -0.05858032638058039, - "MaxX": 0.0509999999999893, - "MaxY": 1.3467508768054075, - "MaxZ": 0.058889727457344915 - }, - "Material": { - "361_Shield_x2_1mm_INOX-2": "", - "362_ShieldSeg_x2_1mm_INOX-1": "", - "361_Shield_x2_1mm_INOX-3": "", - "362_ShieldSeg_x2_1mm_INOX-5": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "610_Injector-1/601_Transmission-1", "Children": [ - { - "Name": "610_Injector-1/601_Transmission-1/Axle-25-ELZM-35-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\Axle-25-ELZM-35.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", - "Properties": { - "Handle_length-600mm": {}, - "Central Axis - 180mm": { - "Based On": "Axle-25-ELZM-35", - "Weight": "578.59" - }, - "Global": { - "Weight": "\"SW-Mass@Axle-25-ELZM-35.SLDPRT\"", - "Finish": "\"SW-Material@Axle-25-ELZM-35.SLDPRT\"" - } - }, - "Equations": { - "test": 0.01 - }, - "Mass": { - "Mass": 0.5785930118540522, - "Density": 7858.000032000001, - "Volume": 7.363107781851078E-05, - "SurfaceArea": 0.012762720155208535, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": -2.4363573953246105E-19 - }, - "Box": { - "MinX": -0.033499999999996505, - "MinY": 1.4832584362164007, - "MinZ": 0.022258436216400588, - "MaxX": 0.11650000000000349, - "MaxY": 1.5127415637835997, - "MaxZ": 0.051741563783599676 - }, - "Material": { - "Material": "1023 Carbon Steel Sheet (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/405_PlungerCleaner_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\405_PlungerCleaner_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00335933192843266, - "Density": 1000.0, - "Volume": 3.3593319284326597E-06, - "SurfaceArea": 0.007185716935270243, - "CenterOfMassX": -0.3705820409503734, - "CenterOfMassY": -0.005000000000000085, - "CenterOfMassZ": 0.0005000000000000104 - }, - "Box": { - "MinX": -0.03000000000001035, - "MinY": 1.538, - "MinZ": -0.03499999999999968, - "MaxX": 0.0299999999999897, - "MaxY": 1.5390000000000004, - "MaxZ": 0.03500000000000033 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/Copy of Copy of PlasticVolume^601_Transmission-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\601_Transmission\\Copy of Copy of PlasticVolume^601_Transmission.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3520060320567757, - "Density": 1020.0000000000001, - "Volume": 0.0003451039529968389, - "SurfaceArea": 0.05415477416258087, - "CenterOfMassX": -6.52225786028607E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.325 - }, - "Box": { - "MinX": -0.01675327513848685, - "MinY": 0.8401720665727959, - "MinZ": -0.016753275138476333, - "MaxX": 0.01675327513846586, - "MaxY": 1.4901720665727958, - "MaxZ": 0.016753275138476444 - }, - "Material": { - "Material": "ABS", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1", - "Children": [ - { - "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\401_BarrelMount_x1_10mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0292422134591049, - "Density": 1000.0, - "Volume": 2.92422134591049E-05, - "SurfaceArea": 0.010676053108549232, - "CenterOfMassX": 4.144283474056965E-19, - "CenterOfMassY": -3.2813162789588745E-18, - "CenterOfMassZ": 0.005000000000000002 - }, - "Box": { - "MinX": -0.0300000000000105, - "MinY": 1.448, - "MinZ": -0.03499999999999988, - "MaxX": 0.02999999999998951, - "MaxY": 1.4580000000000002, - "MaxZ": 0.03500000000000013 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/Barrel-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Barrel.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.623565403550843, - "Density": 7800.000000000001, - "Volume": 0.00033635453891677473, - "SurfaceArea": 0.13541519403237118, - "CenterOfMassX": 2.464747908325735E-18, - "CenterOfMassY": -0.005365119405295707, - "CenterOfMassZ": 2.8878083098036203E-18 - }, - "Box": { - "MinX": -0.018000000000010494, - "MinY": 0.768, - "MinZ": -0.01799999999999996, - "MaxX": 0.017999999999989517, - "MaxY": 1.458, - "MaxZ": 0.018000000000000127 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.652807617009948, - "Density": 7256.102795690392, - "Volume": 0.00036559675237587963, - "SurfaceArea": 0.14609124714092042, - "CenterOfMassX": 2.4408997391994257E-18, - "CenterOfMassY": -0.34161323426599505, - "CenterOfMassZ": 2.8915223683518597E-18 - }, - "Box": { - "MinX": -0.03000000000001051, - "MinY": 0.7679999999999999, - "MinZ": -0.03499999999999997, - "MaxX": 0.029999999999989528, - "MaxY": 1.4580000000000002, - "MaxZ": 0.03500000000000015 - }, - "Material": { - "401_BarrelMount_x1_10mm_FERRO-1": "", - "Barrel-1": "Plain Carbon Steel" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/601_Bracket_Mod3_80_155-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Bracket_Mod3_80_155.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", - "Properties": { - "Default": {}, - "cam": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.24867343759122074, - "Density": 1000.0, - "Volume": 0.00024867343759122073, - "SurfaceArea": 0.04756840175922085, - "CenterOfMassX": -0.1907190723890448, - "CenterOfMassY": 0.07315455432532612, - "CenterOfMassZ": 0.013571396097112129 - }, - "Box": { - "MinX": -0.029999999999998167, - "MinY": 1.4579999999999997, - "MinZ": -0.04989999999999989, - "MaxX": 0.0019999913142593265, - "MaxY": 1.5380000000000003, - "MaxZ": 0.10510000000000025 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2", "Children": [ - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0011921965331109087, - "Density": 1000.0000000000001, - "Volume": 1.1921965331109086E-06, - "SurfaceArea": 0.002689863400469901, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.333859904463994E-19, - "CenterOfMassZ": -2.931455250471562E-18 - }, - "Box": { - "MinX": 0.013499999999975516, - "MinY": 1.4746649921563195, - "MinZ": 0.013664992156319482, - "MaxX": 0.028499999999975517, - "MaxY": 1.521335007843681, - "MaxZ": 0.060335007843680774 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0023376952158220155, - "Density": 1000.0, - "Volume": 2.3376952158220156E-06, - "SurfaceArea": 0.0017802623329174704, - "CenterOfMassX": 0.007500000531867563, - "CenterOfMassY": -4.468716414119351E-09, - "CenterOfMassZ": 3.3661455561511E-09 - }, - "Box": { - "MinX": 0.017030999999975517, - "MinY": 1.4672603877204733, - "MinZ": 0.005346057304425993, - "MaxX": 0.024968999999975518, - "MaxY": 1.529770333275618, - "MaxZ": 0.06808524755078035 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.007606107459368889, - "Density": 1000.0, - "Volume": 7.60610745936889E-06, - "SurfaceArea": 0.005887289644012763, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.6786665466011996E-18, - "CenterOfMassZ": -1.9368748514620263E-19 - }, - "Box": { - "MinX": 0.013499999999975518, - "MinY": 1.4626748061755055, - "MinZ": 0.0016748061755054097, - "MaxX": 0.028499999999975517, - "MaxY": 1.533325193824495, - "MaxZ": 0.07232519382449484 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0003073504341588644, - "Density": 1000.0, - "Volume": 3.073504341588644E-07, - "SurfaceArea": 0.0019013212880089167, - "CenterOfMassX": 0.014263387380211743, - "CenterOfMassY": -3.0093532968315327E-18, - "CenterOfMassZ": 4.40161232313388E-34 - }, - "Box": { - "MinX": 0.013809222440739156, - "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, - "MaxX": 0.014826222440739157, - "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_04-1", "Children": null, @@ -6952,10 +17275,206 @@ "Box": { "MinX": 0.027173777559211888, "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, + "MinZ": 0.004994015733709924, "MaxX": 0.028190777559211885, "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0023376952155914777, + "Density": 1000.0, + "Volume": 2.337695215591478E-06, + "SurfaceArea": 0.001780262332975777, + "CenterOfMassX": 0.0075000005318670675, + "CenterOfMassY": -4.468633505430384E-09, + "CenterOfMassZ": 3.3661702251067553E-09 + }, + "Box": { + "MinX": 0.017030999999975517, + "MinY": 1.4672603877204733, + "MinZ": 0.0053460573044289555, + "MaxX": 0.024968999999975518, + "MaxY": 1.529770333275618, + "MaxZ": 0.06808524755078331 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003073504341588645, + "Density": 1000.0, + "Volume": 3.0735043415886447E-07, + "SurfaceArea": 0.0019013212880089167, + "CenterOfMassX": 0.014263387380211741, + "CenterOfMassY": -3.0093532968315327E-18, + "CenterOfMassZ": 4.401612323133879E-34 + }, + "Box": { + "MinX": 0.013809222440739156, + "MinY": 1.465994015733707, + "MinZ": 0.004994015733709924, + "MaxX": 0.014826222440739157, + "MaxY": 1.5300059842662934, + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.007606107459368894, + "Density": 1000.0, + "Volume": 7.606107459368894E-06, + "SurfaceArea": 0.005887289644012763, + "CenterOfMassX": 0.007499999999999991, + "CenterOfMassY": -2.6786665466011984E-18, + "CenterOfMassZ": -1.9368748514620253E-19 + }, + "Box": { + "MinX": 0.013499999999975518, + "MinY": 1.4626748061755055, + "MinZ": 0.0016748061755083726, + "MaxX": 0.028499999999975517, + "MaxY": 1.533325193824495, + "MaxZ": 0.07232519382449781 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0011921965331108595, + "Density": 1000.0, + "Volume": 1.1921965331108595E-06, + "SurfaceArea": 0.0026898634004698576, + "CenterOfMassX": 0.007499999999999996, + "CenterOfMassY": -2.333859904464253E-19, + "CenterOfMassZ": -2.9314552504716414E-18 + }, + "Box": { + "MinX": 0.013499999999975516, + "MinY": 1.4746649921563195, + "MinZ": 0.013664992156322445, + "MaxX": 0.028499999999975517, + "MaxY": 1.521335007843681, + "MaxZ": 0.060335007843683744 }, "Material": { "Material": "", @@ -6987,28 +17506,28 @@ }, "Equations": {}, "Mass": { - "Mass": 0.011750700076619552, + "Mass": 0.011750700076388966, "Density": 1000.0, - "Volume": 1.1750700076619552E-05, - "SurfaceArea": 0.014160057953417968, - "CenterOfMassX": 0.007500000105810216, - "CenterOfMassY": -8.890106064867379E-10, - "CenterOfMassZ": 6.696641308632027E-10 + "Volume": 1.1750700076388966E-05, + "SurfaceArea": 0.014160057953476229, + "CenterOfMassX": 0.007500000105810118, + "CenterOfMassY": -8.889941128894887E-10, + "CenterOfMassZ": 6.69669038897678E-10 }, "Box": { "MinX": 0.013499999999975516, "MinY": 1.4626748061755055, - "MinZ": 0.0016748061755054097, + "MinZ": 0.0016748061755083726, "MaxX": 0.028499999999975517, "MaxY": 1.533325193824495, - "MaxZ": 0.07232519382449484 + "MaxZ": 0.07232519382449781 }, "Material": { - "skf_bearing_6205-2z_2_02-1": "", + "skf_bearing_6205-2z_2_04-1": "", "skf_bearing_6205-2z_2_05-1": "", - "skf_bearing_6205-2z_2_01-1": "", "skf_bearing_6205-2z_2_03-1": "", - "skf_bearing_6205-2z_2_04-1": "" + "skf_bearing_6205-2z_2_01-1": "", + "skf_bearing_6205-2z_2_02-1": "" }, "States": {}, "LaserParts": null, @@ -7025,101 +17544,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.24867343334746858, - "Density": 1000.0, - "Volume": 0.00024867343334746857, - "SurfaceArea": 0.04756840212335676, - "CenterOfMassX": -0.19071907246186293, - "CenterOfMassY": 0.07315455442943411, - "CenterOfMassZ": -0.013571396116967189 + "Mass": 0.2501813978211917, + "Density": 999.9999999999999, + "Volume": 0.0002501813978211917, + "SurfaceArea": 0.046914950851410044, + "CenterOfMassX": -0.19112732835831514, + "CenterOfMassY": 0.0731581142442013, + "CenterOfMassZ": -0.013580007004592717 }, "Box": { "MinX": -0.0019999913142521343, "MinY": 1.458, - "MinZ": -0.04989999999999989, - "MaxX": 0.03000000000000536, + "MinZ": -0.04989999999999695, + "MaxX": 0.030000000000003694, "MaxY": 1.5380000000000005, - "MaxZ": 0.10510000000000025 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/AxleHub35-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\AxleHub35.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", - "Properties": { - "Handle_length-600mm": {}, - "Central Axis - 180mm": { - "Based On": "AxleHub35", - "Weight": "153.60" - }, - "Global": { - "Weight": "\"SW-Mass@AxleHub35.SLDPRT\"", - "Finish": "\"SW-Material@AxleHub35.SLDPRT\"" - } - }, - "Equations": { - "test": 0.01 - }, - "Mass": { - "Mass": 0.15360472718195803, - "Density": 7858.000032, - "Volume": 1.954756000972717E-05, - "SurfaceArea": 0.026641179879325124, - "CenterOfMassX": 0.0008226090617959363, - "CenterOfMassY": -7.591546045550897E-17, - "CenterOfMassZ": 1.4979762767789863E-16 - }, - "Box": { - "MinX": 0.0620000000000035, - "MinY": 1.4776653509154, - "MinZ": 0.0166653509154, - "MaxX": 0.1920000000000035, - "MaxY": 1.5183346490846004, - "MaxZ": 0.05733464908460026 - }, - "Material": { - "Material": "1023 Carbon Steel Sheet (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/PlungerBushing-25-12-45-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\PlungerBushing-25-12-45.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.008796459430051454, - "Density": 1000.0, - "Volume": 8.796459430051454E-06, - "SurfaceArea": 0.004618141200777011, - "CenterOfMassX": -0.4478331299419551, - "CenterOfMassY": -0.3494299074959599, - "CenterOfMassZ": 0.4024391089458762 - }, - "Box": { - "MinX": -0.03181943096900423, - "MinY": 1.526, - "MinZ": -0.03181943096899372, - "MaxX": 0.0318194309689838, - "MaxY": 1.538, - "MaxZ": 0.031819430968994304 + "MaxZ": 0.10510000000000319 }, "Material": { "Material": "", @@ -7202,16 +17641,16 @@ "Volume": 4.5278692655903224E-05, "SurfaceArea": 0.014289616429012268, "CenterOfMassX": 0.012500000000000004, - "CenterOfMassY": -2.241166961904212E-17, - "CenterOfMassZ": 1.5319141508497522E-19 + "CenterOfMassY": -2.286915716543274E-17, + "CenterOfMassZ": 1.644178547634514E-18 }, "Box": { "MinX": -0.012499999999996927, "MinY": 1.4682154919627253, - "MinZ": 0.007000000000000096, + "MinZ": 0.007000000000003059, "MaxX": 0.012500000000003075, "MaxY": 1.5277845080372752, - "MaxZ": 0.06700000000000017 + "MaxZ": 0.06700000000000313 }, "Material": { "Material": "", @@ -7222,6 +17661,198 @@ "IsSuppressed": false, "activeConfiguration": null }, + { + "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1", + "Children": [ + { + "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/Barrel-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Barrel.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.623565403550843, + "Density": 7800.000000000001, + "Volume": 0.00033635453891677473, + "SurfaceArea": 0.13541519403237118, + "CenterOfMassX": 2.464747908325735E-18, + "CenterOfMassY": -0.005365119405295713, + "CenterOfMassZ": 2.8878083098036215E-18 + }, + "Box": { + "MinX": -0.018000000000010494, + "MinY": 0.768, + "MinZ": -0.017999999999997, + "MaxX": 0.017999999999989517, + "MaxY": 1.458, + "MaxZ": 0.018000000000003086 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\401_BarrelMount_x1_10mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.029242213459104903, + "Density": 1000.0, + "Volume": 2.9242213459104903E-05, + "SurfaceArea": 0.010676053108549232, + "CenterOfMassX": 4.1442834740569686E-19, + "CenterOfMassY": -3.281316278958874E-18, + "CenterOfMassZ": 0.005000000000000002 + }, + "Box": { + "MinX": -0.0300000000000105, + "MinY": 1.448, + "MinZ": -0.034999999999996916, + "MaxX": 0.02999999999998951, + "MaxY": 1.4580000000000002, + "MaxZ": 0.03500000000000309 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.652807617009948, + "Density": 7256.102795690392, + "Volume": 0.00036559675237587963, + "SurfaceArea": 0.14609124714092042, + "CenterOfMassX": 2.4408997391994253E-18, + "CenterOfMassY": -0.34161323426599505, + "CenterOfMassZ": 2.894016874496216E-18 + }, + "Box": { + "MinX": -0.03000000000001051, + "MinY": 0.7679999999999999, + "MinZ": -0.034999999999997006, + "MaxX": 0.029999999999989528, + "MaxY": 1.4580000000000002, + "MaxZ": 0.03500000000000311 + }, + "Material": { + "Barrel-1": "Plain Carbon Steel", + "401_BarrelMount_x1_10mm_FERRO-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/Copy of Copy of PlasticVolume^601_Transmission-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\601_Transmission\\Copy of Copy of PlasticVolume^601_Transmission.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.3520060320567757, + "Density": 1020.0000000000001, + "Volume": 0.0003451039529968389, + "SurfaceArea": 0.05415477416258087, + "CenterOfMassX": -6.52225786028607E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.325 + }, + "Box": { + "MinX": -0.01675327513848685, + "MinY": 0.8401720665727959, + "MinZ": -0.016753275138473373, + "MaxX": 0.01675327513846586, + "MaxY": 1.4901720665727958, + "MaxZ": 0.016753275138479403 + }, + "Material": { + "Material": "ABS", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/601_Bracket_Mod3_80_155-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Bracket_Mod3_80_155.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", + "Properties": { + "Default": {}, + "cam": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.2501814020649438, + "Density": 1000.0, + "Volume": 0.0002501814020649438, + "SurfaceArea": 0.046914950487274135, + "CenterOfMassX": -0.1911273282790108, + "CenterOfMassY": 0.07315811414066041, + "CenterOfMassZ": 0.01358000698471127 + }, + "Box": { + "MinX": -0.0299999999999965, + "MinY": 1.4579999999999997, + "MinZ": -0.04989999999999695, + "MaxX": 0.0019999913142593265, + "MaxY": 1.5380000000000003, + "MaxZ": 0.10510000000000319 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/Axle-25-ELZM-35-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\Axle-25-ELZM-35.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, { "Name": "610_Injector-1/601_Transmission-1/M25R-1000-1", "Children": null, @@ -7277,10 +17908,80 @@ "Box": { "MinX": -0.01250000000001192, "MinY": 0.8591234965657182, - "MinZ": -0.012500000000001229, + "MinZ": -0.01249999999999827, "MaxX": 0.012499999999989271, "MaxY": 1.3591234965657182, - "MaxZ": 0.0124999999999999 + "MaxZ": 0.01250000000000286 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/405_PlungerCleaner_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\405_PlungerCleaner_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.00335933192843266, + "Density": 1000.0, + "Volume": 3.3593319284326597E-06, + "SurfaceArea": 0.007185716935270243, + "CenterOfMassX": -0.3705820409503734, + "CenterOfMassY": -0.005000000000000086, + "CenterOfMassZ": 0.0005000000000000104 + }, + "Box": { + "MinX": -0.03000000000001035, + "MinY": 1.538, + "MinZ": -0.03499999999999672, + "MaxX": 0.0299999999999897, + "MaxY": 1.5390000000000004, + "MaxZ": 0.035000000000003285 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/PlungerBushing-25-12-45-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\PlungerBushing-25-12-45.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.008796459430051454, + "Density": 1000.0, + "Volume": 8.796459430051454E-06, + "SurfaceArea": 0.004618141200777011, + "CenterOfMassX": -0.4478331299419551, + "CenterOfMassY": -0.3494299074959599, + "CenterOfMassZ": 0.4024391089458762 + }, + "Box": { + "MinX": -0.03181943096900423, + "MinY": 1.526, + "MinZ": -0.031819430968990765, + "MaxX": 0.0318194309689838, + "MaxY": 1.538, + "MaxZ": 0.03181943096899726 }, "Material": { "Material": "", @@ -7294,202 +17995,6 @@ { "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1", "Children": [ - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0011921965331109087, - "Density": 1000.0000000000001, - "Volume": 1.1921965331109086E-06, - "SurfaceArea": 0.002689863400469901, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.333859904463994E-19, - "CenterOfMassZ": -2.931455250471562E-18 - }, - "Box": { - "MinX": -0.0284999999999965, - "MinY": 1.4746649921563195, - "MinZ": 0.013664992156319482, - "MaxX": -0.0134999999999965, - "MaxY": 1.521335007843681, - "MaxZ": 0.060335007843680774 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0023376952158220155, - "Density": 1000.0, - "Volume": 2.3376952158220156E-06, - "SurfaceArea": 0.0017802623329174704, - "CenterOfMassX": 0.007500000531867563, - "CenterOfMassY": -4.468716414119351E-09, - "CenterOfMassZ": 3.3661455561511E-09 - }, - "Box": { - "MinX": -0.0249689999999965, - "MinY": 1.4672603877204733, - "MinZ": 0.005346057304425993, - "MaxX": -0.0170309999999965, - "MaxY": 1.529770333275618, - "MaxZ": 0.06808524755078035 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.007606107459368889, - "Density": 1000.0, - "Volume": 7.60610745936889E-06, - "SurfaceArea": 0.005887289644012763, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.6786665466011996E-18, - "CenterOfMassZ": -1.9368748514620263E-19 - }, - "Box": { - "MinX": -0.0284999999999965, - "MinY": 1.4626748061755055, - "MinZ": 0.0016748061755054097, - "MaxX": -0.013499999999996501, - "MaxY": 1.533325193824495, - "MaxZ": 0.07232519382449484 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0003073504341588644, - "Density": 1000.0, - "Volume": 3.073504341588644E-07, - "SurfaceArea": 0.0019013212880089167, - "CenterOfMassX": 0.014263387380211743, - "CenterOfMassY": -3.0093532968315327E-18, - "CenterOfMassZ": 4.40161232313388E-34 - }, - "Box": { - "MinX": -0.01482622244076014, - "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, - "MaxX": -0.01380922244076014, - "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_04-1", "Children": null, @@ -7525,10 +18030,206 @@ "Box": { "MinX": -0.02819077755923287, "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, + "MinZ": 0.004994015733709924, "MaxX": -0.02717377755923287, "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0023376952155914777, + "Density": 1000.0, + "Volume": 2.337695215591478E-06, + "SurfaceArea": 0.001780262332975777, + "CenterOfMassX": 0.0075000005318670675, + "CenterOfMassY": -4.468633505430384E-09, + "CenterOfMassZ": 3.3661702251067553E-09 + }, + "Box": { + "MinX": -0.0249689999999965, + "MinY": 1.4672603877204733, + "MinZ": 0.0053460573044289555, + "MaxX": -0.0170309999999965, + "MaxY": 1.529770333275618, + "MaxZ": 0.06808524755078331 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003073504341588645, + "Density": 1000.0, + "Volume": 3.0735043415886447E-07, + "SurfaceArea": 0.0019013212880089167, + "CenterOfMassX": 0.014263387380211741, + "CenterOfMassY": -3.0093532968315327E-18, + "CenterOfMassZ": 4.401612323133879E-34 + }, + "Box": { + "MinX": -0.01482622244076014, + "MinY": 1.465994015733707, + "MinZ": 0.004994015733709924, + "MaxX": -0.01380922244076014, + "MaxY": 1.5300059842662934, + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.007606107459368894, + "Density": 1000.0, + "Volume": 7.606107459368894E-06, + "SurfaceArea": 0.005887289644012763, + "CenterOfMassX": 0.007499999999999991, + "CenterOfMassY": -2.6786665466011984E-18, + "CenterOfMassZ": -1.9368748514620253E-19 + }, + "Box": { + "MinX": -0.0284999999999965, + "MinY": 1.4626748061755055, + "MinZ": 0.0016748061755083726, + "MaxX": -0.013499999999996501, + "MaxY": 1.533325193824495, + "MaxZ": 0.07232519382449781 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0011921965331108595, + "Density": 1000.0, + "Volume": 1.1921965331108595E-06, + "SurfaceArea": 0.0026898634004698576, + "CenterOfMassX": 0.007499999999999996, + "CenterOfMassY": -2.333859904464253E-19, + "CenterOfMassZ": -2.9314552504716414E-18 + }, + "Box": { + "MinX": -0.0284999999999965, + "MinY": 1.4746649921563195, + "MinZ": 0.013664992156322445, + "MaxX": -0.0134999999999965, + "MaxY": 1.521335007843681, + "MaxZ": 0.060335007843683744 }, "Material": { "Material": "", @@ -7560,28 +18261,28 @@ }, "Equations": {}, "Mass": { - "Mass": 0.011750700076619554, - "Density": 1000.0, - "Volume": 1.1750700076619554E-05, - "SurfaceArea": 0.014160057953417968, - "CenterOfMassX": 0.007500000105810216, - "CenterOfMassY": -8.890106065219348E-10, - "CenterOfMassZ": 6.696641311447792E-10 + "Mass": 0.011750700076388964, + "Density": 1000.0000000000001, + "Volume": 1.1750700076388962E-05, + "SurfaceArea": 0.014160057953476229, + "CenterOfMassX": 0.007500000105810117, + "CenterOfMassY": -8.889941128894889E-10, + "CenterOfMassZ": 6.696690390384664E-10 }, "Box": { "MinX": -0.0284999999999965, "MinY": 1.4626748061755055, - "MinZ": 0.0016748061755054097, + "MinZ": 0.0016748061755083726, "MaxX": -0.0134999999999965, "MaxY": 1.533325193824495, - "MaxZ": 0.07232519382449484 + "MaxZ": 0.07232519382449781 }, "Material": { - "skf_bearing_6205-2z_2_02-1": "", + "skf_bearing_6205-2z_2_04-1": "", "skf_bearing_6205-2z_2_05-1": "", - "skf_bearing_6205-2z_2_01-1": "", "skf_bearing_6205-2z_2_03-1": "", - "skf_bearing_6205-2z_2_04-1": "" + "skf_bearing_6205-2z_2_01-1": "", + "skf_bearing_6205-2z_2_02-1": "" }, "States": {}, "LaserParts": null, @@ -7596,44 +18297,237 @@ }, "Equations": {}, "Mass": { - "Mass": 4.5405302801523275, - "Density": 2824.7699795717294, - "Volume": 0.001607398235250549, - "SurfaceArea": 0.4357994938068175, - "CenterOfMassX": 0.009584661939882598, - "CenterOfMassY": -0.22801514662309405, - "CenterOfMassZ": 0.00945468833686725 + "Mass": 3.811348470063302, + "Density": 2512.0348184726176, + "Volume": 0.0015172355263692963, + "SurfaceArea": 0.395088691228507, + "CenterOfMassX": 9.817784628581682E-09, + "CenterOfMassY": -0.27929732534990515, + "CenterOfMassZ": 0.004263356527388104 }, "Box": { - "MinX": -0.033499999999996505, + "MinX": -0.03181943096900428, "MinY": 0.768, - "MinZ": -0.0498999999999999, - "MaxX": 0.1920000000000035, + "MinZ": -0.04989999999999694, + "MaxX": 0.03181943096898374, "MaxY": 1.5390000000000004, - "MaxZ": 0.10510000000000023 + "MaxZ": 0.10510000000000319 }, "Material": { - "Axle-25-ELZM-35-1": "1023 Carbon Steel Sheet (SS)", - "405_PlungerCleaner_x2_1mm_INOX-1": "", - "Copy of Copy of PlasticVolume^601_Transmission-1": "ABS", - "BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1": "", - "BarrelAssembly-1/Barrel-1": "Plain Carbon Steel", - "601_Bracket_Mod3_80_155-1": "", - "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1": "", - "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1": "", - "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1": "", - "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1": "", "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_04-1": "", + "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1": "", + "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1": "", + "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1": "", + "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1": "", "Mirror601_Bracket_Mod3_80_155-2": "", - "AxleHub35-1": "1023 Carbon Steel Sheet (SS)", - "PlungerBushing-25-12-45-1": "", "spur gear_amxxx-3": "", + "BarrelAssembly-1/Barrel-1": "Plain Carbon Steel", + "BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1": "", + "Copy of Copy of PlasticVolume^601_Transmission-1": "ABS", + "601_Bracket_Mod3_80_155-1": "", "M25R-1000-1": "", - "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1": "", + "405_PlungerCleaner_x2_1mm_INOX-1": "", + "PlungerBushing-25-12-45-1": "", + "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_04-1": "", "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1": "", - "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1": "", "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1": "", - "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_04-1": "" + "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1": "", + "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1", + "Children": [ + { + "Name": "610_Injector-1/Motor-Assembly-1/AxleHub35-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\AxleHub35.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", + "Properties": { + "Handle_length-600mm": {}, + "Central Axis - 180mm": { + "Based On": "AxleHub35", + "Weight": "455.74" + }, + "Global": { + "Weight": "\"SW-Mass@AxleHub35.SLDPRT\"", + "Finish": "\"SW-Material@AxleHub35.SLDPRT\"" + } + }, + "Equations": { + "test": 0.01 + }, + "Mass": { + "Mass": 0.45573720031986287, + "Density": 7858.000032, + "Volume": 5.799658926749453E-05, + "SurfaceArea": 0.025023659982510688, + "CenterOfMassX": 0.0008276348765720056, + "CenterOfMassY": -1.1752360498304523E-17, + "CenterOfMassZ": 3.4337965158506435E-19 + }, + "Box": { + "MinX": 0.06200000000000386, + "MinY": 1.4776653509154005, + "MinZ": 0.016665350915402957, + "MaxX": 0.19200000000000386, + "MaxY": 1.5183346490846008, + "MaxZ": 0.057334649084603215 + }, + "Material": { + "Material": "1023 Carbon Steel Sheet (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/620_Motor-Flange-Mod3_KM90_35-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\620_Motor-Flange-Mod3_KM90_35.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/Motor-Adapter-Plate-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\kfm-160-adapter\\Motor-Adapter-Plate.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", + "Properties": { + "Default": { + "UnitOfMeasure": "0.00" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": null, + "Material": {}, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/Cidepa-2kw-35d-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\Cidepa-2kw-35d.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", + "Properties": { + "Predeterminado": {} + }, + "Equations": {}, + "Mass": { + "Mass": 12.40328025973072, + "Density": 999.9999999976537, + "Volume": 0.01240328025975982, + "SurfaceArea": 0.9662869562268372, + "CenterOfMassX": -0.0008385361418046587, + "CenterOfMassY": -0.016585730317151392, + "CenterOfMassZ": 0.08911026631047644 + }, + "Box": { + "MinX": 0.025000000000001077, + "MinY": 1.0459999999999996, + "MinZ": -0.06600010307764048, + "MaxX": 0.2280000000000046, + "MaxY": 1.6010001030776457, + "MaxZ": 0.2615000000000116 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/622_Motor-Flange-Mod3_KM90_35-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\1500_MotorBrackets\\622_Motor-Flange-Mod3_KM90_35.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5229472273296482, + "Density": 1000.0000000000001, + "Volume": 0.0005229472273296481, + "SurfaceArea": 0.07937971078182558, + "CenterOfMassX": 7.963249492364876E-18, + "CenterOfMassY": -2.81403498086995E-18, + "CenterOfMassZ": 0.012882016844247208 + }, + "Box": { + "MinX": 0.030000000000002428, + "MinY": 1.4179999999999995, + "MinZ": -0.0629999999999993, + "MaxX": 0.060000000000004536, + "MaxY": 1.5780000000000027, + "MaxZ": 0.1370000000000037 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM", + "Properties": { + "Default": {}, + "BF5": {} + }, + "Equations": {}, + "Mass": { + "Mass": 13.381964687380231, + "Density": 1030.6326052819372, + "Volume": 0.012984224076356963, + "SurfaceArea": 1.0706903269911736, + "CenterOfMassX": -0.003862312970508405, + "CenterOfMassY": 0.10305185779957642, + "CenterOfMassZ": 0.2838359426776677 + }, + "Box": { + "MinX": 0.025000000000001105, + "MinY": 1.0459999999999996, + "MinZ": -0.0660001030776405, + "MaxX": 0.22800000000000462, + "MaxY": 1.6010001030776457, + "MaxZ": 0.2615000000000116 + }, + "Material": { + "AxleHub35-1": "1023 Carbon Steel Sheet (SS)", + "Cidepa-2kw-35d-1": "", + "622_Motor-Flange-Mod3_KM90_35-1": "" }, "States": {}, "LaserParts": null, @@ -7646,52 +18540,11 @@ { "Name": "610_Injector-1/Nozzle-1/nozzle.step-1", "Children": [ - { - "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-acme.step-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\m20-acme.step.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\nozzle.step.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "material property": "Steel", - "Nomenclature": "m20-acme", - "Part Number": "m20-acme", - "Definition": "m20-acme" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.003939853486589434, - "Density": 1000.0000000000001, - "Volume": 3.9398534865894335E-06, - "SurfaceArea": 0.00382851088587518, - "CenterOfMassX": 0.659998839516895, - "CenterOfMassY": 0.026867123662466304, - "CenterOfMassZ": 0.030011315488534807 - }, - "Box": { - "MinX": -0.013620564296651079, - "MinY": 0.7469922664757386, - "MinZ": -0.013620564296637345, - "MaxX": 0.01362056429662954, - "MaxY": 0.7730000249999979, - "MaxZ": 0.013620564296643229 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-nut.step-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\m20-nut.step.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\nozzle.step.SLDASM", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\m20-nut.step.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\nozzle.step.SLDASM", "Properties": { "Default": {}, "Global": { @@ -7712,12 +18565,53 @@ "CenterOfMassZ": 0.030000000000000006 }, "Box": { - "MinX": -0.017012155315270724, - "MinY": 0.7599999999999979, - "MinZ": -0.017012155315257044, - "MaxX": 0.017012155315249407, - "MaxY": 0.7779999999999979, - "MaxZ": 0.01701215531526304 + "MinX": -0.0170121553152705, + "MinY": 0.7600000000000199, + "MinZ": -0.01701215531525571, + "MaxX": 0.01701215531524963, + "MaxY": 0.7780000000000199, + "MaxZ": 0.01701215531526437 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-acme.step-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\m20-acme.step.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\nozzle.step.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "material property": "Steel", + "Nomenclature": "m20-acme", + "Part Number": "m20-acme", + "Definition": "m20-acme" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.003939853486589434, + "Density": 1000.0000000000001, + "Volume": 3.9398534865894335E-06, + "SurfaceArea": 0.00382851088587518, + "CenterOfMassX": 0.659998839516895, + "CenterOfMassY": 0.026867123662466304, + "CenterOfMassZ": 0.030011315488534807 + }, + "Box": { + "MinX": -0.013620564296650857, + "MinY": 0.7469922664757606, + "MinZ": -0.013620564296636013, + "MaxX": 0.013620564296629762, + "MaxY": 0.7730000250000199, + "MaxZ": 0.013620564296644561 }, "Material": { "Material": "", @@ -7729,7 +18623,7 @@ "activeConfiguration": null } ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\nozzle.step.SLDASM", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\nozzle.step.SLDASM", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Nozzle.SLDASM", "Properties": { "Default": {}, @@ -7750,16 +18644,16 @@ "CenterOfMassZ": 0.030004397585378026 }, "Box": { - "MinX": -0.017012155315270727, - "MinY": 0.7469922664757387, - "MinZ": -0.017012155315257044, - "MaxX": 0.01701215531524941, - "MaxY": 0.7779999999999978, - "MaxZ": 0.01701215531526304 + "MinX": -0.017012155315270505, + "MinY": 0.7469922664757607, + "MinZ": -0.01701215531525571, + "MaxX": 0.017012155315249633, + "MaxY": 0.7780000000000198, + "MaxZ": 0.01701215531526437 }, "Material": { - "m20-acme.step-1": "", - "m20-nut.step-1": "" + "m20-nut.step-1": "", + "m20-acme.step-1": "" }, "States": {}, "LaserParts": null, @@ -7788,16 +18682,82 @@ "CenterOfMassZ": 0.030004397585378026 }, "Box": { - "MinX": -0.017012155315270727, - "MinY": 0.7469922664757387, - "MinZ": -0.017012155315257044, - "MaxX": 0.01701215531524941, - "MaxY": 0.7779999999999978, - "MaxZ": 0.01701215531526304 + "MinX": -0.017012155315270505, + "MinY": 0.7469922664757607, + "MinZ": -0.01701215531525571, + "MaxX": 0.017012155315249633, + "MaxY": 0.7780000000000198, + "MaxZ": 0.01701215531526437 }, "Material": { - "nozzle.step-1/m20-acme.step-1": "", - "nozzle.step-1/m20-nut.step-1": "" + "nozzle.step-1/m20-nut.step-1": "", + "nozzle.step-1/m20-acme.step-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/710_60-40-SupportBeam-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/400_Drive-25-630-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\manual-drive\\400_Drive-25-630.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Heat_band_35-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Heat_band_35.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM", + "Properties": { + "V4_barrel": {}, + "V3-barrel": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0693043354067057, + "Density": 1000.0, + "Volume": 6.93043354067057E-05, + "SurfaceArea": 0.021046064353195636, + "CenterOfMassX": 2.9501687577829858E-09, + "CenterOfMassY": -0.0007766475266671523, + "CenterOfMassZ": -0.00036261922713985375 + }, + "Box": { + "MinX": -0.03849880961791977, + "MinY": 0.78229717020093, + "MinZ": -0.04333288951004666, + "MaxX": 0.03809882781520458, + "MaxY": 0.8422971702009301, + "MaxZ": 0.04221610099654351 + }, + "Material": { + "Material": "", + "Materials": "" }, "States": {}, "LaserParts": null, @@ -7816,21 +18776,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.04195993672876748, + "Mass": 0.04224872690794146, "Density": 1000.0, - "Volume": 4.195993672876748E-05, - "SurfaceArea": 0.08626174764913727, - "CenterOfMassX": 0.00026330853706074377, - "CenterOfMassY": 0.09472074602641939, - "CenterOfMassZ": 0.07058275393067981 + "Volume": 4.224872690794146E-05, + "SurfaceArea": 0.0867351902611697, + "CenterOfMassX": -1.1239422765367995E-05, + "CenterOfMassY": 0.09489346325995693, + "CenterOfMassZ": 0.07075576272000762 }, "Box": { "MinX": -0.13200252500001058, - "MinY": 1.348003353330464, - "MinZ": -0.06929037210524877, + "MinY": 1.3480033533302733, + "MinZ": -0.06929037210524581, "MaxX": -1.0103029524088925E-14, - "MaxY": 1.4930058783304643, - "MaxZ": 0.06929037210524913 + "MaxY": 1.4930058783302735, + "MaxZ": 0.06929037210525209 }, "Material": { "Material": "", @@ -7840,375 +18800,768 @@ "LaserParts": null, "IsSuppressed": false, "activeConfiguration": null + }, + { + "Name": "610_Injector-1/360_ExtrusionShield-1", + "Children": [ + { + "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "ELZ-M-RC2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 580.0, + "D1@Boss-Extrude1": 580.0, + "D2@Sketch11": 780.0, + "D1@Sketch44": 680.0, + "D1@LPattern1": 8.923076923076923, + "D3@LPattern2": 96.66666666666667 + }, + "Mass": { + "Mass": 0.20016529759448615, + "Density": 1000.0, + "Volume": 0.00020016529759448614, + "SurfaceArea": 0.40488023071212187, + "CenterOfMassX": 0.00019259592843552613, + "CenterOfMassY": 0.00013905273369508353, + "CenterOfMassZ": 0.28992732067988697 + }, + "Box": { + "MinX": -0.0510000000000106, + "MinY": 0.7667508768054251, + "MinZ": -0.05888972745733877, + "MaxX": 0.05099999999998956, + "MaxY": 1.3467508768054253, + "MaxZ": 0.05858032638058655 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "Katbot": {}, + "ELZ-M-RC2": {} + }, + "Equations": { + "DiameterInner": 99.7, + "D1@Sketch1": 99.7, + "BarrelDiameter": 36.1, + "D2@Sketch1": 36.1 + }, + "Mass": { + "Mass": 0.008006433545567768, + "Density": 999.9999999999999, + "Volume": 8.006433545567769E-06, + "SurfaceArea": 0.016772589557871215, + "CenterOfMassX": 0.000988098249422438, + "CenterOfMassY": 9.04266030997633E-17, + "CenterOfMassZ": 2.107615631859357E-17 + }, + "Box": { + "MinX": -0.049850000000010594, + "MinY": 0.7667508768054254, + "MinZ": -0.057252420761443996, + "MaxX": 0.04984999999998947, + "MaxY": 0.7807508768054254, + "MaxZ": 0.05725242076145041 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "ELZ-M-RC2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 580.0, + "D1@Boss-Extrude1": 580.0, + "D2@Sketch11": 780.0, + "D1@Sketch44": 680.0, + "D1@LPattern1": 8.923076923076923, + "D3@LPattern2": 96.66666666666667 + }, + "Mass": { + "Mass": 0.20016529759448615, + "Density": 1000.0, + "Volume": 0.00020016529759448614, + "SurfaceArea": 0.40488023071212187, + "CenterOfMassX": 0.00019259592843552613, + "CenterOfMassY": 0.00013905273369508353, + "CenterOfMassZ": 0.28992732067988697 + }, + "Box": { + "MinX": -0.0510000000000106, + "MinY": 0.7667508768054251, + "MinZ": -0.05858032638058037, + "MaxX": 0.05099999999998956, + "MaxY": 1.3467508768054253, + "MaxZ": 0.05888972745734492 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "Katbot": {}, + "ELZ-M-RC2": {} + }, + "Equations": { + "DiameterInner": 99.7, + "D1@Sketch1": 99.7, + "BarrelDiameter": 36.1, + "D2@Sketch1": 36.1 + }, + "Mass": { + "Mass": 0.008006433545567768, + "Density": 999.9999999999999, + "Volume": 8.006433545567769E-06, + "SurfaceArea": 0.016772589557871215, + "CenterOfMassX": 0.000988098249422438, + "CenterOfMassY": 9.04266030997633E-17, + "CenterOfMassZ": 2.107615631859357E-17 + }, + "Box": { + "MinX": -0.04985000000001054, + "MinY": 1.332750876805425, + "MinZ": -0.057252420761444156, + "MaxX": 0.049849999999989555, + "MaxY": 1.3467508768054253, + "MaxZ": 0.05725242076145026 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM", + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "ELZ-M-RC2": {}, + "40D-360": {} + }, + "Equations": { + "Diameter": 100.0 + }, + "Mass": { + "Mass": 0.4163434622801075, + "Density": 1000.0, + "Volume": 0.0004163434622801075, + "SurfaceArea": 0.8433056405399861, + "CenterOfMassX": -0.49704175697566627, + "CenterOfMassY": 0.10447527405168751, + "CenterOfMassZ": -0.1170812296554429 + }, + "Box": { + "MinX": -0.05100000000001061, + "MinY": 0.7667508768054251, + "MinZ": -0.058580326380580375, + "MaxX": 0.050999999999989575, + "MaxY": 1.3467508768054253, + "MaxZ": 0.05888972745734493 + }, + "Material": { + "362_ShieldSeg_x2_1mm_INOX-1": "", + "361_Shield_x2_1mm_INOX-2": "", + "362_ShieldSeg_x2_1mm_INOX-5": "", + "361_Shield_x2_1mm_INOX-3": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1", + "Children": [ + { + "Name": "610_Injector-1/GlobalValve-40-1/Pin-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Pin.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": { + "Description": "ASI 304 - 19.88D !!!" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.04190408962761022, + "Density": 999.9999999999999, + "Volume": 4.190408962761022E-05, + "SurfaceArea": 0.009052207691520727, + "CenterOfMassX": -0.08481586364959327, + "CenterOfMassY": 0.008499999999999936, + "CenterOfMassZ": -0.007777586020940339 + }, + "Box": { + "MinX": -0.10830000000001058, + "MinY": 0.7200600000000199, + "MinZ": -0.009939999999997017, + "MaxX": 0.02669999999998942, + "MaxY": 0.73994000000002, + "MaxZ": 0.009940000000003012 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Lever-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\injection\\components\\304_Valve-40mm\\cad\\Lever.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {}, + "10 id ": {}, + "15": {}, + "20": {}, + "25": {}, + "30": {}, + "35": {}, + "40": {}, + "45": {}, + "50": {}, + "55": {}, + "60": {}, + "65": {}, + "70": {}, + "75": {}, + "80": {}, + "90": {}, + "95": {}, + "100": {} + }, + "Equations": {}, + "Mass": { + "Mass": 8.62092473386901E-05, + "Density": 1000.0000000000001, + "Volume": 8.620924733869009E-08, + "SurfaceArea": 0.0003196520090057431, + "CenterOfMassX": -4.1228659387316674E-18, + "CenterOfMassY": 0.002675999320581853, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.026000000000010598, + "MinY": 0.7164519350599905, + "MinZ": -0.01221417219057706, + "MaxX": -0.02500000000001059, + "MaxY": 0.742878035351282, + "MaxZ": 0.012287576084772066 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Block-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Block.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.06702906721603379, + "Density": 1000.0, + "Volume": 6.702906721603379E-05, + "SurfaceArea": 0.01798595174909374, + "CenterOfMassX": -0.09724138114472938, + "CenterOfMassY": 0.00681911341383255, + "CenterOfMassZ": 0.04120689676753433 + }, + "Box": { + "MinX": -0.0250000000000106, + "MinY": 0.7115000000000201, + "MinZ": -0.029999999999997046, + "MaxX": 0.024999999999989423, + "MaxY": 0.74500000000002, + "MaxZ": 0.030000000000002986 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Lever-Arm-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Lever-Arm.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.008391901633978465, + "Density": 1000.0000000000001, + "Volume": 8.391901633978465E-06, + "SurfaceArea": 0.003566482097778462, + "CenterOfMassX": -0.09400000177323806, + "CenterOfMassY": 0.008499999999999926, + "CenterOfMassZ": 0.062461394451205694 + }, + "Box": { + "MinX": -0.10442570855939157, + "MinY": 0.7263487941035716, + "MinZ": -0.004999999999997038, + "MaxX": -0.09442570855939153, + "MaxY": 0.8343487941036305, + "MaxZ": 0.005000000000003071 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Gate-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Gate.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.02090264565957805, + "Density": 1000.0, + "Volume": 2.090264565957805E-05, + "SurfaceArea": 0.006611892613196522, + "CenterOfMassX": -0.0939978170028885, + "CenterOfMassY": 0.03294881532374283, + "CenterOfMassZ": 0.03900379359621909 + }, + "Box": { + "MinX": -0.02000000000001051, + "MinY": 0.74500000000002, + "MinZ": -0.01999999999999695, + "MaxX": 0.019999999999989318, + "MaxY": 0.7675442103508548, + "MaxZ": 0.02000000000000289 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Heat_band-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\components\\shared\\Heat_band.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0031415926535897994, + "Density": 1000.0, + "Volume": 3.1415926535897993E-06, + "SurfaceArea": 0.0014137166941154088, + "CenterOfMassX": -0.10281250221654742, + "CenterOfMassY": 0.008500000000057377, + "CenterOfMassZ": 0.09875000026077002 + }, + "Box": { + "MinX": -0.015000000000010588, + "MinY": 0.7290637602590595, + "MinZ": -0.027936239740957623, + "MaxX": 0.02499999999998942, + "MaxY": 0.7409362397409807, + "MaxZ": -0.016063760259036414 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0031415926535897994, + "Density": 1000.0, + "Volume": 3.1415926535897993E-06, + "SurfaceArea": 0.0014137166941154088, + "CenterOfMassX": -0.10281250221654742, + "CenterOfMassY": 0.008500000000057377, + "CenterOfMassZ": 0.09875000026077002 + }, + "Box": { + "MinX": -0.01500000000001056, + "MinY": 0.7289352196274372, + "MinZ": 0.01593521962742021, + "MaxX": 0.024999999999989447, + "MaxY": 0.7410647803726027, + "MaxZ": 0.028064780372585658 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/LeverBall-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\LeverBall.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.007238229473870883, + "Density": 1000.0, + "Volume": 7.238229473870883E-06, + "SurfaceArea": 0.0018095573684677208, + "CenterOfMassX": 0.09400000177323803, + "CenterOfMassY": 0.008499999999999919, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": -0.11142570855939155, + "MinY": 0.8223487941036302, + "MinZ": -0.011999999999996597, + "MaxX": -0.08742570855939155, + "MaxY": 0.8463487941036302, + "MaxZ": 0.012000000000003428 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {}, + "10 id ": {}, + "15": {}, + "20": {}, + "25": {}, + "30": {}, + "35": {}, + "40": {}, + "45": {}, + "50": {}, + "55": {}, + "60": {}, + "65": {}, + "70": {}, + "75": {}, + "80": {}, + "90": {}, + "95": {}, + "100": {} + }, + "Equations": {}, + "Mass": { + "Mass": 8.62092473386901E-05, + "Density": 1000.0000000000001, + "Volume": 8.620924733869009E-08, + "SurfaceArea": 0.0003196520090057431, + "CenterOfMassX": -4.1228659387316674E-18, + "CenterOfMassY": 0.002675999320581853, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.024999999999989416, + "MinY": 0.7168110117876899, + "MinZ": -0.011017908895767313, + "MaxX": 0.025999999999989424, + "MaxY": 0.7410149518109502, + "MaxZ": 0.011014951810933224 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.15192153741292835, + "Density": 999.9999999999999, + "Volume": 0.00015192153741292838, + "SurfaceArea": 0.04249282892629947, + "CenterOfMassX": -0.09139539175867088, + "CenterOfMassY": 0.024829221876194026, + "CenterOfMassZ": 0.022884855476705164 + }, + "Box": { + "MinX": -0.11142570855939155, + "MinY": 0.71150000000002, + "MinZ": -0.029999999999997102, + "MaxX": 0.026699999999989434, + "MaxY": 0.8463487941036303, + "MaxZ": 0.030000000000003014 + }, + "Material": { + "Pin-1": "", + "M20-Circlip-1": "", + "Block-1": "", + "Lever-Arm-1": "", + "Gate-1": "", + "CartridgeHeater-1": "", + "CartridgeHeater-2": "", + "LeverBall-1": "", + "M20-Circlip-2": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null } ], "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\610_Injector.SLDASM", "Parent": null, "Properties": { - "Default": {} + "Motor": {}, + "Manual": {} }, "Equations": {}, "Mass": { - "Mass": 18.156647694563468, - "Density": 1192.6711353912692, - "Volume": 0.015223515649690789, - "SurfaceArea": 2.4850138067810654, - "CenterOfMassX": -0.037266175751782475, - "CenterOfMassY": -0.22016743651240167, - "CenterOfMassZ": 0.07688041982771147 + "Mass": 6.524790941617369, + "Density": 1916.3057818316054, + "Volume": 0.003404879849280094, + "SurfaceArea": 1.667976218433655, + "CenterOfMassX": 0.02510631333527018, + "CenterOfMassY": -0.2060454314018159, + "CenterOfMassZ": 0.013921977375831571 }, "Box": { "MinX": -0.13200252500001058, - "MinY": 0.7469922664757387, - "MinZ": -0.06929037210524878, - "MaxX": 0.22800000000000425, - "MaxY": 1.6010001030776453, - "MaxZ": 0.2615000000000086 + "MinY": 0.7115000000000201, + "MinZ": -0.0692903721052458, + "MaxX": 0.2280000000000046, + "MaxY": 1.601000103077646, + "MaxZ": 0.2615000000000116 }, "Material": { + "701_Hopper_x1_1mm_INOX-1": "", "Heat_band_35-1": "", - "Motor-Assembly-1/622_Motor-Flange-Mod3_KM90_35-1": "", - "Motor-Assembly-1/Cidepa-2kw-35d-1": "", + "601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_04-1": "", + "601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1": "", + "601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1": "", + "601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1": "", + "601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1": "", + "601_Transmission-1/Mirror601_Bracket_Mod3_80_155-2": "", + "601_Transmission-1/spur gear_amxxx-3": "", + "601_Transmission-1/BarrelAssembly-1/Barrel-1": "Plain Carbon Steel", + "601_Transmission-1/BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1": "", + "601_Transmission-1/Copy of Copy of PlasticVolume^601_Transmission-1": "ABS", + "601_Transmission-1/601_Bracket_Mod3_80_155-1": "", + "601_Transmission-1/M25R-1000-1": "", + "601_Transmission-1/405_PlungerCleaner_x2_1mm_INOX-1": "", + "601_Transmission-1/PlungerBushing-25-12-45-1": "", + "601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_04-1": "", + "601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1": "", + "601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1": "", + "601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1": "", + "601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1": "", + "Nozzle-1/nozzle.step-1/m20-nut.step-1": "", + "Nozzle-1/nozzle.step-1/m20-acme.step-1": "", "GlobalValve-40-1/Pin-1": "", - "GlobalValve-40-1/Lever-Arm-1": "", - "GlobalValve-40-1/CartridgeHeater-1": "", - "GlobalValve-40-1/Gate-1": "", + "GlobalValve-40-1/M20-Circlip-1": "", "GlobalValve-40-1/Block-1": "", + "GlobalValve-40-1/Lever-Arm-1": "", + "GlobalValve-40-1/Gate-1": "", + "GlobalValve-40-1/CartridgeHeater-1": "", "GlobalValve-40-1/CartridgeHeater-2": "", "GlobalValve-40-1/LeverBall-1": "", - "GlobalValve-40-1/M20-Circlip-1": "", "GlobalValve-40-1/M20-Circlip-2": "", - "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2": "", + "400_Drive-25-630-1/HubAxle-2": "1023 Carbon Steel Sheet (SS)", + "400_Drive-25-630-1/Round_Bar_Handle-1": "", + "400_Drive-25-630-1/socket head cap screw_am-1": "", + "400_Drive-25-630-1/socket head cap screw_am-4": "", + "400_Drive-25-630-1/Hub-1": "Plain Carbon Steel", + "400_Drive-25-630-1/socket head cap screw_am-5": "", + "400_Drive-25-630-1/ODI Ruffian Assembly-1/ODI Ruffian Grip-1": "Rubber", + "400_Drive-25-630-1/ODI Ruffian Assembly-1/McMaster - M2.5x10-2": "AISI Type 316L stainless steel", + "400_Drive-25-630-1/ODI Ruffian Assembly-1/ODI End Cap-1": "ABS", + "400_Drive-25-630-1/ODI Ruffian Assembly-1/ODI Clamp-2": "Alloy Steel", + "400_Drive-25-630-1/ODI Ruffian Assembly-1/ODI Clamp-1": "Alloy Steel", + "400_Drive-25-630-1/ODI Ruffian Assembly-1/McMaster - M2.5x10-3": "AISI Type 316L stainless steel", + "400_Drive-25-630-1/ODI Ruffian Assembly-3/ODI Ruffian Grip-1": "Rubber", + "400_Drive-25-630-1/ODI Ruffian Assembly-3/McMaster - M2.5x10-2": "AISI Type 316L stainless steel", + "400_Drive-25-630-1/ODI Ruffian Assembly-3/ODI End Cap-1": "ABS", + "400_Drive-25-630-1/ODI Ruffian Assembly-3/ODI Clamp-2": "Alloy Steel", + "400_Drive-25-630-1/ODI Ruffian Assembly-3/ODI Clamp-1": "Alloy Steel", + "400_Drive-25-630-1/ODI Ruffian Assembly-3/McMaster - M2.5x10-3": "AISI Type 316L stainless steel", + "400_Drive-25-630-1/Round_Bar_Handle-8": "", + "400_Drive-25-630-1/Round_Bar_Handle-9": "", + "400_Drive-25-630-1/ODI Ruffian Assembly-2/ODI Ruffian Grip-1": "Rubber", + "400_Drive-25-630-1/ODI Ruffian Assembly-2/McMaster - M2.5x10-2": "AISI Type 316L stainless steel", + "400_Drive-25-630-1/ODI Ruffian Assembly-2/ODI End Cap-1": "ABS", + "400_Drive-25-630-1/ODI Ruffian Assembly-2/ODI Clamp-2": "Alloy Steel", + "400_Drive-25-630-1/ODI Ruffian Assembly-2/ODI Clamp-1": "Alloy Steel", + "400_Drive-25-630-1/ODI Ruffian Assembly-2/McMaster - M2.5x10-3": "AISI Type 316L stainless steel", "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1": "", - "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3": "", + "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2": "", "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5": "", - "601_Transmission-1/Axle-25-ELZM-35-1": "1023 Carbon Steel Sheet (SS)", - "601_Transmission-1/405_PlungerCleaner_x2_1mm_INOX-1": "", - "601_Transmission-1/Copy of Copy of PlasticVolume^601_Transmission-1": "ABS", - "601_Transmission-1/BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1": "", - "601_Transmission-1/BarrelAssembly-1/Barrel-1": "Plain Carbon Steel", - "601_Transmission-1/601_Bracket_Mod3_80_155-1": "", - "601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1": "", - "601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1": "", - "601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1": "", - "601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1": "", - "601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_04-1": "", - "601_Transmission-1/Mirror601_Bracket_Mod3_80_155-2": "", - "601_Transmission-1/AxleHub35-1": "1023 Carbon Steel Sheet (SS)", - "601_Transmission-1/PlungerBushing-25-12-45-1": "", - "601_Transmission-1/spur gear_amxxx-3": "", - "601_Transmission-1/M25R-1000-1": "", - "601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1": "", - "601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1": "", - "601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1": "", - "601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1": "", - "601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_04-1": "", - "Nozzle-1/nozzle.step-1/m20-acme.step-1": "", - "Nozzle-1/nozzle.step-1/m20-nut.step-1": "", - "701_Hopper_x1_1mm_INOX-1": "" + "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3": "" }, "States": {}, "LaserParts": null, "IsSuppressed": false, "activeConfiguration": null }, - { - "Name": "610_Injector-1/Heat_band_35-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Heat_band_35.SLDPRT", - "Parent": null, - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06930433540670569, - "Density": 1000.0, - "Volume": 6.930433540670569E-05, - "SurfaceArea": 0.021046064353195636, - "CenterOfMassX": 2.950168757782986E-09, - "CenterOfMassY": -0.0007766475266671518, - "CenterOfMassZ": -0.00036261922713985375 - }, - "Box": { - "MinX": -0.03849880961791997, - "MinY": 0.782297170200912, - "MinZ": -0.04333288951004798, - "MaxX": 0.038098827815204385, - "MaxY": 0.8422971702009121, - "MaxZ": 0.04221610099654218 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/Motor-Assembly-1", - "Children": [ - { - "Name": "610_Injector-1/Motor-Assembly-1/Motor-Adapter-Plate-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\kfm-160-adapter\\Motor-Adapter-Plate.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", - "Properties": { - "Default": { - "UnitOfMeasure": "0.00" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": null, - "Material": {}, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/Motor-Assembly-1/622_Motor-Flange-Mod3_KM90_35-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\1500_MotorBrackets\\622_Motor-Flange-Mod3_KM90_35.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5164102013360582, - "Density": 1000.0, - "Volume": 0.0005164102013360582, - "SurfaceArea": 0.08128954778779592, - "CenterOfMassX": 0.00011899076389420944, - "CenterOfMassY": -7.073503923012283E-18, - "CenterOfMassZ": 0.012918499119337953 - }, - "Box": { - "MinX": 0.030000000000002067, - "MinY": 1.417999999999999, - "MinZ": -0.06300000000000225, - "MaxX": 0.060000000000004175, - "MaxY": 1.5780000000000023, - "MaxZ": 0.13700000000000076 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/Motor-Assembly-1/Cidepa-2kw-35d-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\Cidepa-2kw-35d.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", - "Properties": { - "Predeterminado": {} - }, - "Equations": {}, - "Mass": { - "Mass": 12.40328025973072, - "Density": 999.9999999976537, - "Volume": 0.01240328025975982, - "SurfaceArea": 0.9662869562268372, - "CenterOfMassX": -0.0008385361418046585, - "CenterOfMassY": -0.016585730317151392, - "CenterOfMassZ": 0.08911026631047646 - }, - "Box": { - "MinX": 0.025000000000000716, - "MinY": 1.0459999999999992, - "MinZ": -0.06600010307764345, - "MaxX": 0.22800000000000423, - "MaxY": 1.6010001030776453, - "MaxZ": 0.2615000000000086 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/Motor-Assembly-1/620_Motor-Flange-Mod3_KM90_35-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\620_Motor-Flange-Mod3_KM90_35.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "BF5": {} - }, - "Equations": {}, - "Mass": { - "Mass": 12.919690461066777, - "Density": 999.9999999977474, - "Volume": 0.01291969046109588, - "SurfaceArea": 1.0475765040146332, - "CenterOfMassX": -0.003979439139779472, - "CenterOfMassY": 0.1055190460906737, - "CenterOfMassZ": 0.290311555326734 - }, - "Box": { - "MinX": 0.025000000000000744, - "MinY": 1.0459999999999992, - "MinZ": -0.06600010307764345, - "MaxX": 0.22800000000000425, - "MaxY": 1.6010001030776453, - "MaxZ": 0.2615000000000086 - }, - "Material": { - "622_Motor-Flange-Mod3_KM90_35-1": "", - "Cidepa-2kw-35d-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/Motor-Assembly-1/Motor-Adapter-Plate-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\kfm-160-adapter\\Motor-Adapter-Plate.SLDASM", - "Parent": null, - "Properties": { - "Default": { - "UnitOfMeasure": "0.00" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": null, - "Material": {}, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/Motor-Assembly-1/622_Motor-Flange-Mod3_KM90_35-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\1500_MotorBrackets\\622_Motor-Flange-Mod3_KM90_35.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5164102013360582, - "Density": 1000.0, - "Volume": 0.0005164102013360582, - "SurfaceArea": 0.08128954778779592, - "CenterOfMassX": 0.00011899076389420944, - "CenterOfMassY": -7.073503923012283E-18, - "CenterOfMassZ": 0.012918499119337953 - }, - "Box": { - "MinX": 0.030000000000002067, - "MinY": 1.417999999999999, - "MinZ": -0.06300000000000225, - "MaxX": 0.060000000000004175, - "MaxY": 1.5780000000000023, - "MaxZ": 0.13700000000000076 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/Motor-Assembly-1/Cidepa-2kw-35d-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\Cidepa-2kw-35d.sldprt", - "Parent": null, - "Properties": { - "Predeterminado": {} - }, - "Equations": {}, - "Mass": { - "Mass": 12.40328025973072, - "Density": 999.9999999976537, - "Volume": 0.01240328025975982, - "SurfaceArea": 0.9662869562268372, - "CenterOfMassX": -0.0008385361418046585, - "CenterOfMassY": -0.016585730317151392, - "CenterOfMassZ": 0.08911026631047646 - }, - "Box": { - "MinX": 0.025000000000000716, - "MinY": 1.0459999999999992, - "MinZ": -0.06600010307764345, - "MaxX": 0.22800000000000423, - "MaxY": 1.6010001030776453, - "MaxZ": 0.2615000000000086 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/Motor-Assembly-1/620_Motor-Flange-Mod3_KM90_35-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\620_Motor-Flange-Mod3_KM90_35.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, { "Name": "610_Injector-1/710_60-40-SupportBeamMiddle-1", "Children": null, @@ -8224,1724 +19577,12 @@ "IsSuppressed": true, "activeConfiguration": null }, - { - "Name": "610_Injector-1/GlobalValve-40-1", - "Children": [ - { - "Name": "610_Injector-1/GlobalValve-40-1/Pin-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Pin.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": { - "Description": "ASI 304 - 19.88D !!!" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.04190408962761022, - "Density": 999.9999999999999, - "Volume": 4.190408962761022E-05, - "SurfaceArea": 0.009052207691520727, - "CenterOfMassX": -0.08481586364959327, - "CenterOfMassY": 0.008499999999999936, - "CenterOfMassZ": -0.007777586020940339 - }, - "Box": { - "MinX": -0.1083000000000108, - "MinY": 0.7200599999999979, - "MinZ": -0.009939999999997003, - "MaxX": 0.026699999999989198, - "MaxY": 0.739939999999998, - "MaxZ": 0.009940000000003026 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Lever-Arm-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Lever-Arm.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.008391901633978464, - "Density": 1000.0000000000001, - "Volume": 8.391901633978463E-06, - "SurfaceArea": 0.003566482097778462, - "CenterOfMassX": -0.09400000177323806, - "CenterOfMassY": 0.008499999999999926, - "CenterOfMassZ": 0.06246139445120568 - }, - "Box": { - "MinX": -0.10442570855939179, - "MinY": 0.7263487941035496, - "MinZ": -0.004999999999997024, - "MaxX": -0.09442570855939175, - "MaxY": 0.8343487941036085, - "MaxZ": 0.005000000000003085 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Heat_band-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\components\\shared\\Heat_band.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0031415926535897994, - "Density": 1000.0, - "Volume": 3.1415926535897993E-06, - "SurfaceArea": 0.0014137166941154088, - "CenterOfMassX": -0.10281250221654742, - "CenterOfMassY": 0.008500000000057377, - "CenterOfMassZ": 0.09875000026077002 - }, - "Box": { - "MinX": -0.01500000000001081, - "MinY": 0.7290637602590375, - "MinZ": -0.02793623974095761, - "MaxX": 0.024999999999989198, - "MaxY": 0.7409362397409587, - "MaxZ": -0.0160637602590364 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Gate-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Gate.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02090264565957805, - "Density": 1000.0, - "Volume": 2.090264565957805E-05, - "SurfaceArea": 0.006611892613196522, - "CenterOfMassX": -0.0939978170028885, - "CenterOfMassY": 0.03294881532374283, - "CenterOfMassZ": 0.03900379359621909 - }, - "Box": { - "MinX": -0.02000000000001073, - "MinY": 0.744999999999998, - "MinZ": -0.019999999999996937, - "MaxX": 0.019999999999989096, - "MaxY": 0.7675442103508329, - "MaxZ": 0.020000000000002904 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Lever-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\injection\\components\\304_Valve-40mm\\cad\\Lever.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Block-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Block.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06702906721603379, - "Density": 1000.0, - "Volume": 6.702906721603379E-05, - "SurfaceArea": 0.01798595174909374, - "CenterOfMassX": -0.09724138114472938, - "CenterOfMassY": 0.00681911341383255, - "CenterOfMassZ": 0.04120689676753433 - }, - "Box": { - "MinX": -0.025000000000010823, - "MinY": 0.7114999999999981, - "MinZ": -0.029999999999997033, - "MaxX": 0.0249999999999892, - "MaxY": 0.744999999999998, - "MaxZ": 0.030000000000003 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0031415926535897994, - "Density": 1000.0, - "Volume": 3.1415926535897993E-06, - "SurfaceArea": 0.0014137166941154088, - "CenterOfMassX": -0.10281250221654742, - "CenterOfMassY": 0.008500000000057377, - "CenterOfMassZ": 0.09875000026077002 - }, - "Box": { - "MinX": -0.015000000000010782, - "MinY": 0.7289352196274153, - "MinZ": 0.015935219627420224, - "MaxX": 0.024999999999989225, - "MaxY": 0.7410647803725807, - "MaxZ": 0.02806478037258567 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/LeverBall-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\LeverBall.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.007238229473870883, - "Density": 1000.0, - "Volume": 7.238229473870883E-06, - "SurfaceArea": 0.0018095573684677208, - "CenterOfMassX": 0.09400000177323803, - "CenterOfMassY": 0.008499999999999919, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": -0.11142570855939177, - "MinY": 0.8223487941036082, - "MinZ": -0.011999999999996583, - "MaxX": -0.08742570855939177, - "MaxY": 0.8463487941036082, - "MaxZ": 0.012000000000003442 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {}, - "10 id ": {}, - "15": {}, - "20": {}, - "25": {}, - "30": {}, - "35": {}, - "40": {}, - "45": {}, - "50": {}, - "55": {}, - "60": {}, - "65": {}, - "70": {}, - "75": {}, - "80": {}, - "90": {}, - "95": {}, - "100": {} - }, - "Equations": {}, - "Mass": { - "Mass": 8.620924733869007E-05, - "Density": 1000.0000000000001, - "Volume": 8.620924733869007E-08, - "SurfaceArea": 0.0003196520090057431, - "CenterOfMassX": -4.122865938731669E-18, - "CenterOfMassY": 0.002675999320581854, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.02600000000001082, - "MinY": 0.7164519350599685, - "MinZ": -0.012214172190577046, - "MaxX": -0.025000000000010812, - "MaxY": 0.7428780353512601, - "MaxZ": 0.01228757608477208 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Properties": { - "Default": {}, - "10 id ": {}, - "15": {}, - "20": {}, - "25": {}, - "30": {}, - "35": {}, - "40": {}, - "45": {}, - "50": {}, - "55": {}, - "60": {}, - "65": {}, - "70": {}, - "75": {}, - "80": {}, - "90": {}, - "95": {}, - "100": {} - }, - "Equations": {}, - "Mass": { - "Mass": 8.620924733869007E-05, - "Density": 1000.0000000000001, - "Volume": 8.620924733869007E-08, - "SurfaceArea": 0.0003196520090057431, - "CenterOfMassX": -4.122865938731669E-18, - "CenterOfMassY": 0.002675999320581854, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.024999999999989194, - "MinY": 0.7168110117876679, - "MinZ": -0.011017908895767299, - "MaxX": 0.025999999999989202, - "MaxY": 0.7410149518109282, - "MaxZ": 0.011014951810933237 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.15192153741292833, - "Density": 999.9999999999997, - "Volume": 0.00015192153741292838, - "SurfaceArea": 0.04249282892629947, - "CenterOfMassX": -0.09139539175867084, - "CenterOfMassY": 0.02482922187619402, - "CenterOfMassZ": 0.022884855476705157 - }, - "Box": { - "MinX": -0.11142570855939177, - "MinY": 0.711499999999998, - "MinZ": -0.029999999999997088, - "MaxX": 0.02669999999998921, - "MaxY": 0.8463487941036083, - "MaxZ": 0.030000000000003028 - }, - "Material": { - "Pin-1": "", - "Lever-Arm-1": "", - "CartridgeHeater-1": "", - "Gate-1": "", - "Block-1": "", - "CartridgeHeater-2": "", - "LeverBall-1": "", - "M20-Circlip-1": "", - "M20-Circlip-2": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Pin-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Pin.SLDPRT", - "Parent": null, - "Properties": { - "Default": { - "Description": "ASI 304 - 19.88D !!!" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.04190408962761022, - "Density": 999.9999999999999, - "Volume": 4.190408962761022E-05, - "SurfaceArea": 0.009052207691520727, - "CenterOfMassX": -0.08481586364959327, - "CenterOfMassY": 0.008499999999999936, - "CenterOfMassZ": -0.007777586020940339 - }, - "Box": { - "MinX": -0.1083000000000108, - "MinY": 0.7200599999999979, - "MinZ": -0.009939999999997003, - "MaxX": 0.026699999999989198, - "MaxY": 0.739939999999998, - "MaxZ": 0.009940000000003026 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Lever-Arm-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Lever-Arm.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.008391901633978464, - "Density": 1000.0000000000001, - "Volume": 8.391901633978463E-06, - "SurfaceArea": 0.003566482097778462, - "CenterOfMassX": -0.09400000177323806, - "CenterOfMassY": 0.008499999999999926, - "CenterOfMassZ": 0.06246139445120568 - }, - "Box": { - "MinX": -0.10442570855939179, - "MinY": 0.7263487941035496, - "MinZ": -0.004999999999997024, - "MaxX": -0.09442570855939175, - "MaxY": 0.8343487941036085, - "MaxZ": 0.005000000000003085 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Heat_band-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\components\\shared\\Heat_band.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0031415926535897994, - "Density": 1000.0, - "Volume": 3.1415926535897993E-06, - "SurfaceArea": 0.0014137166941154088, - "CenterOfMassX": -0.10281250221654742, - "CenterOfMassY": 0.008500000000057377, - "CenterOfMassZ": 0.09875000026077002 - }, - "Box": { - "MinX": -0.01500000000001081, - "MinY": 0.7290637602590375, - "MinZ": -0.02793623974095761, - "MaxX": 0.024999999999989198, - "MaxY": 0.7409362397409587, - "MaxZ": -0.0160637602590364 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Gate-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Gate.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02090264565957805, - "Density": 1000.0, - "Volume": 2.090264565957805E-05, - "SurfaceArea": 0.006611892613196522, - "CenterOfMassX": -0.0939978170028885, - "CenterOfMassY": 0.03294881532374283, - "CenterOfMassZ": 0.03900379359621909 - }, - "Box": { - "MinX": -0.02000000000001073, - "MinY": 0.744999999999998, - "MinZ": -0.019999999999996937, - "MaxX": 0.019999999999989096, - "MaxY": 0.7675442103508329, - "MaxZ": 0.020000000000002904 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Lever-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\injection\\components\\304_Valve-40mm\\cad\\Lever.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/Block-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Block.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06702906721603379, - "Density": 1000.0, - "Volume": 6.702906721603379E-05, - "SurfaceArea": 0.01798595174909374, - "CenterOfMassX": -0.09724138114472938, - "CenterOfMassY": 0.00681911341383255, - "CenterOfMassZ": 0.04120689676753433 - }, - "Box": { - "MinX": -0.025000000000010823, - "MinY": 0.7114999999999981, - "MinZ": -0.029999999999997033, - "MaxX": 0.0249999999999892, - "MaxY": 0.744999999999998, - "MaxZ": 0.030000000000003 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0031415926535897994, - "Density": 1000.0, - "Volume": 3.1415926535897993E-06, - "SurfaceArea": 0.0014137166941154088, - "CenterOfMassX": -0.10281250221654742, - "CenterOfMassY": 0.008500000000057377, - "CenterOfMassZ": 0.09875000026077002 - }, - "Box": { - "MinX": -0.015000000000010782, - "MinY": 0.7289352196274153, - "MinZ": 0.015935219627420224, - "MaxX": 0.024999999999989225, - "MaxY": 0.7410647803725807, - "MaxZ": 0.02806478037258567 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/LeverBall-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\LeverBall.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.007238229473870883, - "Density": 1000.0, - "Volume": 7.238229473870883E-06, - "SurfaceArea": 0.0018095573684677208, - "CenterOfMassX": 0.09400000177323803, - "CenterOfMassY": 0.008499999999999919, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": -0.11142570855939177, - "MinY": 0.8223487941036082, - "MinZ": -0.011999999999996583, - "MaxX": -0.08742570855939177, - "MaxY": 0.8463487941036082, - "MaxZ": 0.012000000000003442 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "10 id ": {}, - "15": {}, - "20": {}, - "25": {}, - "30": {}, - "35": {}, - "40": {}, - "45": {}, - "50": {}, - "55": {}, - "60": {}, - "65": {}, - "70": {}, - "75": {}, - "80": {}, - "90": {}, - "95": {}, - "100": {} - }, - "Equations": {}, - "Mass": { - "Mass": 8.620924733869007E-05, - "Density": 1000.0000000000001, - "Volume": 8.620924733869007E-08, - "SurfaceArea": 0.0003196520090057431, - "CenterOfMassX": -4.122865938731669E-18, - "CenterOfMassY": 0.002675999320581854, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.02600000000001082, - "MinY": 0.7164519350599685, - "MinZ": -0.012214172190577046, - "MaxX": -0.025000000000010812, - "MaxY": 0.7428780353512601, - "MaxZ": 0.01228757608477208 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "10 id ": {}, - "15": {}, - "20": {}, - "25": {}, - "30": {}, - "35": {}, - "40": {}, - "45": {}, - "50": {}, - "55": {}, - "60": {}, - "65": {}, - "70": {}, - "75": {}, - "80": {}, - "90": {}, - "95": {}, - "100": {} - }, - "Equations": {}, - "Mass": { - "Mass": 8.620924733869007E-05, - "Density": 1000.0000000000001, - "Volume": 8.620924733869007E-08, - "SurfaceArea": 0.0003196520090057431, - "CenterOfMassX": -4.122865938731669E-18, - "CenterOfMassY": 0.002675999320581854, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.024999999999989194, - "MinY": 0.7168110117876679, - "MinZ": -0.011017908895767299, - "MaxX": 0.025999999999989202, - "MaxY": 0.7410149518109282, - "MaxZ": 0.011014951810933237 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/710_60-40-SupportBeam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/360_ExtrusionShield-1", - "Children": [ - { - "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {}, - "ELZ-M-RC2": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 36.1, - "D2@Sketch1": 36.1 - }, - "Mass": { - "Mass": 0.008006433545567768, - "Density": 999.9999999999999, - "Volume": 8.006433545567769E-06, - "SurfaceArea": 0.016772589557871215, - "CenterOfMassX": 0.000988098249422438, - "CenterOfMassY": 9.04266030997633E-17, - "CenterOfMassZ": 2.107615631859357E-17 - }, - "Box": { - "MinX": -0.04985000000001087, - "MinY": 0.7667508768054074, - "MinZ": -0.05725242076144401, - "MaxX": 0.049849999999989195, - "MaxY": 0.7807508768054074, - "MaxZ": 0.057252420761450394 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "ELZ-M-RC2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 580.0, - "D1@Boss-Extrude1": 580.0, - "D2@Sketch11": 780.0, - "D1@Sketch44": 680.0, - "D1@LPattern1": 8.923076923076923, - "D3@LPattern2": 96.66666666666667 - }, - "Mass": { - "Mass": 0.20016529759448595, - "Density": 1000.0, - "Volume": 0.00020016529759448595, - "SurfaceArea": 0.40488023071212187, - "CenterOfMassX": 0.0001925959284355393, - "CenterOfMassY": 0.0001390527336950778, - "CenterOfMassZ": 0.289927320679887 - }, - "Box": { - "MinX": -0.05100000000001088, - "MinY": 0.7667508768054073, - "MinZ": -0.05888972745733878, - "MaxX": 0.05099999999998928, - "MaxY": 1.3467508768054075, - "MaxZ": 0.058580326380586537 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {}, - "ELZ-M-RC2": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 36.1, - "D2@Sketch1": 36.1 - }, - "Mass": { - "Mass": 0.008006433545567768, - "Density": 999.9999999999999, - "Volume": 8.006433545567769E-06, - "SurfaceArea": 0.016772589557871215, - "CenterOfMassX": 0.000988098249422438, - "CenterOfMassY": 9.04266030997633E-17, - "CenterOfMassZ": 2.107615631859357E-17 - }, - "Box": { - "MinX": -0.049850000000010816, - "MinY": 1.332750876805407, - "MinZ": -0.05725242076144417, - "MaxX": 0.04984999999998928, - "MaxY": 1.3467508768054073, - "MaxZ": 0.05725242076145025 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "ELZ-M-RC2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 580.0, - "D1@Boss-Extrude1": 580.0, - "D2@Sketch11": 780.0, - "D1@Sketch44": 680.0, - "D1@LPattern1": 8.923076923076923, - "D3@LPattern2": 96.66666666666667 - }, - "Mass": { - "Mass": 0.20016529759448595, - "Density": 1000.0, - "Volume": 0.00020016529759448595, - "SurfaceArea": 0.40488023071212187, - "CenterOfMassX": 0.0001925959284355393, - "CenterOfMassY": 0.0001390527336950778, - "CenterOfMassZ": 0.289927320679887 - }, - "Box": { - "MinX": -0.05100000000001088, - "MinY": 0.7667508768054069, - "MinZ": -0.05858032638058038, - "MaxX": 0.05099999999998928, - "MaxY": 1.346750876805407, - "MaxZ": 0.05888972745734491 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "ELZ-M-RC2": {}, - "40D-360": {} - }, - "Equations": { - "Diameter": 100.0 - }, - "Mass": { - "Mass": 0.4163434622801076, - "Density": 1000.0, - "Volume": 0.0004163434622801076, - "SurfaceArea": 0.8433056405399861, - "CenterOfMassX": -0.4970417569756664, - "CenterOfMassY": 0.10447527405168751, - "CenterOfMassZ": -0.11708122965544293 - }, - "Box": { - "MinX": -0.05100000000001089, - "MinY": 0.7667508768054071, - "MinZ": -0.05858032638058039, - "MaxX": 0.0509999999999893, - "MaxY": 1.3467508768054075, - "MaxZ": 0.058889727457344915 - }, - "Material": { - "361_Shield_x2_1mm_INOX-2": "", - "362_ShieldSeg_x2_1mm_INOX-1": "", - "361_Shield_x2_1mm_INOX-3": "", - "362_ShieldSeg_x2_1mm_INOX-5": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {}, - "ELZ-M-RC2": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 36.1, - "D2@Sketch1": 36.1 - }, - "Mass": { - "Mass": 0.008006433545567768, - "Density": 999.9999999999999, - "Volume": 8.006433545567769E-06, - "SurfaceArea": 0.016772589557871215, - "CenterOfMassX": 0.000988098249422438, - "CenterOfMassY": 9.04266030997633E-17, - "CenterOfMassZ": 2.107615631859357E-17 - }, - "Box": { - "MinX": -0.04985000000001087, - "MinY": 0.7667508768054074, - "MinZ": -0.05725242076144401, - "MaxX": 0.049849999999989195, - "MaxY": 0.7807508768054074, - "MaxZ": 0.057252420761450394 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "ELZ-M-RC2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 580.0, - "D1@Boss-Extrude1": 580.0, - "D2@Sketch11": 780.0, - "D1@Sketch44": 680.0, - "D1@LPattern1": 8.923076923076923, - "D3@LPattern2": 96.66666666666667 - }, - "Mass": { - "Mass": 0.20016529759448595, - "Density": 1000.0, - "Volume": 0.00020016529759448595, - "SurfaceArea": 0.40488023071212187, - "CenterOfMassX": 0.0001925959284355393, - "CenterOfMassY": 0.0001390527336950778, - "CenterOfMassZ": 0.289927320679887 - }, - "Box": { - "MinX": -0.05100000000001088, - "MinY": 0.7667508768054073, - "MinZ": -0.05888972745733878, - "MaxX": 0.05099999999998928, - "MaxY": 1.3467508768054075, - "MaxZ": 0.058580326380586537 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {}, - "ELZ-M-RC2": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 36.1, - "D2@Sketch1": 36.1 - }, - "Mass": { - "Mass": 0.008006433545567768, - "Density": 999.9999999999999, - "Volume": 8.006433545567769E-06, - "SurfaceArea": 0.016772589557871215, - "CenterOfMassX": 0.000988098249422438, - "CenterOfMassY": 9.04266030997633E-17, - "CenterOfMassZ": 2.107615631859357E-17 - }, - "Box": { - "MinX": -0.049850000000010816, - "MinY": 1.332750876805407, - "MinZ": -0.05725242076144417, - "MaxX": 0.04984999999998928, - "MaxY": 1.3467508768054073, - "MaxZ": 0.05725242076145025 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "ELZ-M-RC2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 580.0, - "D1@Boss-Extrude1": 580.0, - "D2@Sketch11": 780.0, - "D1@Sketch44": 680.0, - "D1@LPattern1": 8.923076923076923, - "D3@LPattern2": 96.66666666666667 - }, - "Mass": { - "Mass": 0.20016529759448595, - "Density": 1000.0, - "Volume": 0.00020016529759448595, - "SurfaceArea": 0.40488023071212187, - "CenterOfMassX": 0.0001925959284355393, - "CenterOfMassY": 0.0001390527336950778, - "CenterOfMassZ": 0.289927320679887 - }, - "Box": { - "MinX": -0.05100000000001088, - "MinY": 0.7667508768054069, - "MinZ": -0.05858032638058038, - "MaxX": 0.05099999999998928, - "MaxY": 1.346750876805407, - "MaxZ": 0.05888972745734491 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "610_Injector-1/601_Transmission-1", "Children": [ - { - "Name": "610_Injector-1/601_Transmission-1/Axle-25-ELZM-35-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\Axle-25-ELZM-35.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", - "Properties": { - "Handle_length-600mm": {}, - "Central Axis - 180mm": { - "Based On": "Axle-25-ELZM-35", - "Weight": "578.59" - }, - "Global": { - "Weight": "\"SW-Mass@Axle-25-ELZM-35.SLDPRT\"", - "Finish": "\"SW-Material@Axle-25-ELZM-35.SLDPRT\"" - } - }, - "Equations": { - "test": 0.01 - }, - "Mass": { - "Mass": 0.5785930118540522, - "Density": 7858.000032000001, - "Volume": 7.363107781851078E-05, - "SurfaceArea": 0.012762720155208535, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": -2.4363573953246105E-19 - }, - "Box": { - "MinX": -0.033499999999996505, - "MinY": 1.4832584362164007, - "MinZ": 0.022258436216400588, - "MaxX": 0.11650000000000349, - "MaxY": 1.5127415637835997, - "MaxZ": 0.051741563783599676 - }, - "Material": { - "Material": "1023 Carbon Steel Sheet (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/405_PlungerCleaner_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\405_PlungerCleaner_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00335933192843266, - "Density": 1000.0, - "Volume": 3.3593319284326597E-06, - "SurfaceArea": 0.007185716935270243, - "CenterOfMassX": -0.3705820409503734, - "CenterOfMassY": -0.005000000000000085, - "CenterOfMassZ": 0.0005000000000000104 - }, - "Box": { - "MinX": -0.03000000000001035, - "MinY": 1.538, - "MinZ": -0.03499999999999968, - "MaxX": 0.0299999999999897, - "MaxY": 1.5390000000000004, - "MaxZ": 0.03500000000000033 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/Copy of Copy of PlasticVolume^601_Transmission-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\601_Transmission\\Copy of Copy of PlasticVolume^601_Transmission.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3520060320567757, - "Density": 1020.0000000000001, - "Volume": 0.0003451039529968389, - "SurfaceArea": 0.05415477416258087, - "CenterOfMassX": -6.52225786028607E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.325 - }, - "Box": { - "MinX": -0.01675327513848685, - "MinY": 0.8401720665727959, - "MinZ": -0.016753275138476333, - "MaxX": 0.01675327513846586, - "MaxY": 1.4901720665727958, - "MaxZ": 0.016753275138476444 - }, - "Material": { - "Material": "ABS", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1", - "Children": [ - { - "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\401_BarrelMount_x1_10mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0292422134591049, - "Density": 1000.0, - "Volume": 2.92422134591049E-05, - "SurfaceArea": 0.010676053108549232, - "CenterOfMassX": 4.144283474056965E-19, - "CenterOfMassY": -3.2813162789588745E-18, - "CenterOfMassZ": 0.005000000000000002 - }, - "Box": { - "MinX": -0.0300000000000105, - "MinY": 1.448, - "MinZ": -0.03499999999999988, - "MaxX": 0.02999999999998951, - "MaxY": 1.4580000000000002, - "MaxZ": 0.03500000000000013 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/Barrel-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Barrel.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.623565403550843, - "Density": 7800.000000000001, - "Volume": 0.00033635453891677473, - "SurfaceArea": 0.13541519403237118, - "CenterOfMassX": 2.464747908325735E-18, - "CenterOfMassY": -0.005365119405295707, - "CenterOfMassZ": 2.8878083098036203E-18 - }, - "Box": { - "MinX": -0.018000000000010494, - "MinY": 0.768, - "MinZ": -0.01799999999999996, - "MaxX": 0.017999999999989517, - "MaxY": 1.458, - "MaxZ": 0.018000000000000127 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.652807617009948, - "Density": 7256.102795690392, - "Volume": 0.00036559675237587963, - "SurfaceArea": 0.14609124714092042, - "CenterOfMassX": 2.4408997391994257E-18, - "CenterOfMassY": -0.34161323426599505, - "CenterOfMassZ": 2.8915223683518597E-18 - }, - "Box": { - "MinX": -0.03000000000001051, - "MinY": 0.7679999999999999, - "MinZ": -0.03499999999999997, - "MaxX": 0.029999999999989528, - "MaxY": 1.4580000000000002, - "MaxZ": 0.03500000000000015 - }, - "Material": { - "401_BarrelMount_x1_10mm_FERRO-1": "", - "Barrel-1": "Plain Carbon Steel" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/601_Bracket_Mod3_80_155-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Bracket_Mod3_80_155.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", - "Properties": { - "Default": {}, - "cam": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.24867343759122074, - "Density": 1000.0, - "Volume": 0.00024867343759122073, - "SurfaceArea": 0.04756840175922085, - "CenterOfMassX": -0.1907190723890448, - "CenterOfMassY": 0.07315455432532612, - "CenterOfMassZ": 0.013571396097112129 - }, - "Box": { - "MinX": -0.029999999999998167, - "MinY": 1.4579999999999997, - "MinZ": -0.04989999999999989, - "MaxX": 0.0019999913142593265, - "MaxY": 1.5380000000000003, - "MaxZ": 0.10510000000000025 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2", "Children": [ - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0011921965331109087, - "Density": 1000.0000000000001, - "Volume": 1.1921965331109086E-06, - "SurfaceArea": 0.002689863400469901, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.333859904463994E-19, - "CenterOfMassZ": -2.931455250471562E-18 - }, - "Box": { - "MinX": 0.013499999999975516, - "MinY": 1.4746649921563195, - "MinZ": 0.013664992156319482, - "MaxX": 0.028499999999975517, - "MaxY": 1.521335007843681, - "MaxZ": 0.060335007843680774 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0023376952158220155, - "Density": 1000.0, - "Volume": 2.3376952158220156E-06, - "SurfaceArea": 0.0017802623329174704, - "CenterOfMassX": 0.007500000531867563, - "CenterOfMassY": -4.468716414119351E-09, - "CenterOfMassZ": 3.3661455561511E-09 - }, - "Box": { - "MinX": 0.017030999999975517, - "MinY": 1.4672603877204733, - "MinZ": 0.005346057304425993, - "MaxX": 0.024968999999975518, - "MaxY": 1.529770333275618, - "MaxZ": 0.06808524755078035 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.007606107459368889, - "Density": 1000.0, - "Volume": 7.60610745936889E-06, - "SurfaceArea": 0.005887289644012763, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.6786665466011996E-18, - "CenterOfMassZ": -1.9368748514620263E-19 - }, - "Box": { - "MinX": 0.013499999999975518, - "MinY": 1.4626748061755055, - "MinZ": 0.0016748061755054097, - "MaxX": 0.028499999999975517, - "MaxY": 1.533325193824495, - "MaxZ": 0.07232519382449484 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0003073504341588644, - "Density": 1000.0, - "Volume": 3.073504341588644E-07, - "SurfaceArea": 0.0019013212880089167, - "CenterOfMassX": 0.014263387380211743, - "CenterOfMassY": -3.0093532968315327E-18, - "CenterOfMassZ": 4.40161232313388E-34 - }, - "Box": { - "MinX": 0.013809222440739156, - "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, - "MaxX": 0.014826222440739157, - "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_04-1", "Children": null, @@ -9977,10 +19618,206 @@ "Box": { "MinX": 0.027173777559211888, "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, + "MinZ": 0.004994015733709924, "MaxX": 0.028190777559211885, "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0023376952155914777, + "Density": 1000.0, + "Volume": 2.337695215591478E-06, + "SurfaceArea": 0.001780262332975777, + "CenterOfMassX": 0.0075000005318670675, + "CenterOfMassY": -4.468633505430384E-09, + "CenterOfMassZ": 3.3661702251067553E-09 + }, + "Box": { + "MinX": 0.017030999999975517, + "MinY": 1.4672603877204733, + "MinZ": 0.0053460573044289555, + "MaxX": 0.024968999999975518, + "MaxY": 1.529770333275618, + "MaxZ": 0.06808524755078331 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003073504341588645, + "Density": 1000.0, + "Volume": 3.0735043415886447E-07, + "SurfaceArea": 0.0019013212880089167, + "CenterOfMassX": 0.014263387380211741, + "CenterOfMassY": -3.0093532968315327E-18, + "CenterOfMassZ": 4.401612323133879E-34 + }, + "Box": { + "MinX": 0.013809222440739156, + "MinY": 1.465994015733707, + "MinZ": 0.004994015733709924, + "MaxX": 0.014826222440739157, + "MaxY": 1.5300059842662934, + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.007606107459368894, + "Density": 1000.0, + "Volume": 7.606107459368894E-06, + "SurfaceArea": 0.005887289644012763, + "CenterOfMassX": 0.007499999999999991, + "CenterOfMassY": -2.6786665466011984E-18, + "CenterOfMassZ": -1.9368748514620253E-19 + }, + "Box": { + "MinX": 0.013499999999975518, + "MinY": 1.4626748061755055, + "MinZ": 0.0016748061755083726, + "MaxX": 0.028499999999975517, + "MaxY": 1.533325193824495, + "MaxZ": 0.07232519382449781 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0011921965331108595, + "Density": 1000.0, + "Volume": 1.1921965331108595E-06, + "SurfaceArea": 0.0026898634004698576, + "CenterOfMassX": 0.007499999999999996, + "CenterOfMassY": -2.333859904464253E-19, + "CenterOfMassZ": -2.9314552504716414E-18 + }, + "Box": { + "MinX": 0.013499999999975516, + "MinY": 1.4746649921563195, + "MinZ": 0.013664992156322445, + "MaxX": 0.028499999999975517, + "MaxY": 1.521335007843681, + "MaxZ": 0.060335007843683744 }, "Material": { "Material": "", @@ -10012,28 +19849,28 @@ }, "Equations": {}, "Mass": { - "Mass": 0.011750700076619554, - "Density": 1000.0, - "Volume": 1.1750700076619554E-05, - "SurfaceArea": 0.014160057953417968, - "CenterOfMassX": 0.007500000105810216, - "CenterOfMassY": -8.890106063987451E-10, - "CenterOfMassZ": 6.696641307224143E-10 + "Mass": 0.011750700076388962, + "Density": 1000.0000000000001, + "Volume": 1.175070007638896E-05, + "SurfaceArea": 0.014160057953476229, + "CenterOfMassX": 0.007500000105810119, + "CenterOfMassY": -8.88994112889489E-10, + "CenterOfMassZ": 6.696690388976782E-10 }, "Box": { "MinX": 0.013499999999975516, "MinY": 1.4626748061755055, - "MinZ": 0.0016748061755054097, + "MinZ": 0.0016748061755083726, "MaxX": 0.028499999999975517, "MaxY": 1.533325193824495, - "MaxZ": 0.07232519382449484 + "MaxZ": 0.07232519382449781 }, "Material": { - "skf_bearing_6205-2z_2_02-1": "", + "skf_bearing_6205-2z_2_04-1": "", "skf_bearing_6205-2z_2_05-1": "", - "skf_bearing_6205-2z_2_01-1": "", "skf_bearing_6205-2z_2_03-1": "", - "skf_bearing_6205-2z_2_04-1": "" + "skf_bearing_6205-2z_2_01-1": "", + "skf_bearing_6205-2z_2_02-1": "" }, "States": {}, "LaserParts": null, @@ -10050,101 +19887,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.24867343334746858, - "Density": 1000.0, - "Volume": 0.00024867343334746857, - "SurfaceArea": 0.04756840212335676, - "CenterOfMassX": -0.19071907246186293, - "CenterOfMassY": 0.07315455442943411, - "CenterOfMassZ": -0.013571396116967189 + "Mass": 0.2501813978211917, + "Density": 999.9999999999999, + "Volume": 0.0002501813978211917, + "SurfaceArea": 0.046914950851410044, + "CenterOfMassX": -0.19112732835831514, + "CenterOfMassY": 0.0731581142442013, + "CenterOfMassZ": -0.013580007004592717 }, "Box": { "MinX": -0.0019999913142521343, "MinY": 1.458, - "MinZ": -0.04989999999999989, - "MaxX": 0.03000000000000536, + "MinZ": -0.04989999999999695, + "MaxX": 0.030000000000003694, "MaxY": 1.5380000000000005, - "MaxZ": 0.10510000000000025 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/AxleHub35-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\AxleHub35.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", - "Properties": { - "Handle_length-600mm": {}, - "Central Axis - 180mm": { - "Based On": "AxleHub35", - "Weight": "153.60" - }, - "Global": { - "Weight": "\"SW-Mass@AxleHub35.SLDPRT\"", - "Finish": "\"SW-Material@AxleHub35.SLDPRT\"" - } - }, - "Equations": { - "test": 0.01 - }, - "Mass": { - "Mass": 0.15360472718195803, - "Density": 7858.000032, - "Volume": 1.954756000972717E-05, - "SurfaceArea": 0.026641179879325124, - "CenterOfMassX": 0.0008226090617959363, - "CenterOfMassY": -7.591546045550897E-17, - "CenterOfMassZ": 1.4979762767789863E-16 - }, - "Box": { - "MinX": 0.0620000000000035, - "MinY": 1.4776653509154, - "MinZ": 0.0166653509154, - "MaxX": 0.1920000000000035, - "MaxY": 1.5183346490846004, - "MaxZ": 0.05733464908460026 - }, - "Material": { - "Material": "1023 Carbon Steel Sheet (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/PlungerBushing-25-12-45-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\PlungerBushing-25-12-45.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.008796459430051454, - "Density": 1000.0, - "Volume": 8.796459430051454E-06, - "SurfaceArea": 0.004618141200777011, - "CenterOfMassX": -0.4478331299419551, - "CenterOfMassY": -0.3494299074959599, - "CenterOfMassZ": 0.4024391089458762 - }, - "Box": { - "MinX": -0.03181943096900423, - "MinY": 1.526, - "MinZ": -0.03181943096899372, - "MaxX": 0.0318194309689838, - "MaxY": 1.538, - "MaxZ": 0.031819430968994304 + "MaxZ": 0.10510000000000319 }, "Material": { "Material": "", @@ -10227,16 +19984,16 @@ "Volume": 4.5278692655903224E-05, "SurfaceArea": 0.014289616429012268, "CenterOfMassX": 0.012500000000000004, - "CenterOfMassY": -2.241166961904212E-17, - "CenterOfMassZ": 1.5319141508497522E-19 + "CenterOfMassY": -2.286915716543274E-17, + "CenterOfMassZ": 1.644178547634514E-18 }, "Box": { "MinX": -0.012499999999996927, "MinY": 1.4682154919627253, - "MinZ": 0.007000000000000096, + "MinZ": 0.007000000000003059, "MaxX": 0.012500000000003075, "MaxY": 1.5277845080372752, - "MaxZ": 0.06700000000000017 + "MaxZ": 0.06700000000000313 }, "Material": { "Material": "", @@ -10247,6 +20004,198 @@ "IsSuppressed": false, "activeConfiguration": null }, + { + "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1", + "Children": [ + { + "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/Barrel-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Barrel.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.623565403550843, + "Density": 7800.000000000001, + "Volume": 0.00033635453891677473, + "SurfaceArea": 0.13541519403237118, + "CenterOfMassX": 2.464747908325735E-18, + "CenterOfMassY": -0.005365119405295713, + "CenterOfMassZ": 2.8878083098036215E-18 + }, + "Box": { + "MinX": -0.018000000000010494, + "MinY": 0.768, + "MinZ": -0.017999999999997, + "MaxX": 0.017999999999989517, + "MaxY": 1.458, + "MaxZ": 0.018000000000003086 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\401_BarrelMount_x1_10mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.029242213459104903, + "Density": 1000.0, + "Volume": 2.9242213459104903E-05, + "SurfaceArea": 0.010676053108549232, + "CenterOfMassX": 4.1442834740569686E-19, + "CenterOfMassY": -3.281316278958874E-18, + "CenterOfMassZ": 0.005000000000000002 + }, + "Box": { + "MinX": -0.0300000000000105, + "MinY": 1.448, + "MinZ": -0.034999999999996916, + "MaxX": 0.02999999999998951, + "MaxY": 1.4580000000000002, + "MaxZ": 0.03500000000000309 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.652807617009948, + "Density": 7256.102795690392, + "Volume": 0.00036559675237587963, + "SurfaceArea": 0.14609124714092042, + "CenterOfMassX": 2.441523365735514E-18, + "CenterOfMassY": -0.34161323426599505, + "CenterOfMassZ": 2.8915223683518597E-18 + }, + "Box": { + "MinX": -0.03000000000001051, + "MinY": 0.7679999999999999, + "MinZ": -0.034999999999997006, + "MaxX": 0.029999999999989528, + "MaxY": 1.4580000000000002, + "MaxZ": 0.03500000000000311 + }, + "Material": { + "Barrel-1": "Plain Carbon Steel", + "401_BarrelMount_x1_10mm_FERRO-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/Copy of Copy of PlasticVolume^601_Transmission-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\601_Transmission\\Copy of Copy of PlasticVolume^601_Transmission.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.3520060320567757, + "Density": 1020.0000000000001, + "Volume": 0.0003451039529968389, + "SurfaceArea": 0.05415477416258087, + "CenterOfMassX": -6.52225786028607E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.325 + }, + "Box": { + "MinX": -0.01675327513848685, + "MinY": 0.8401720665727959, + "MinZ": -0.016753275138473373, + "MaxX": 0.01675327513846586, + "MaxY": 1.4901720665727958, + "MaxZ": 0.016753275138479403 + }, + "Material": { + "Material": "ABS", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/601_Bracket_Mod3_80_155-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Bracket_Mod3_80_155.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", + "Properties": { + "Default": {}, + "cam": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.2501814020649438, + "Density": 1000.0, + "Volume": 0.0002501814020649438, + "SurfaceArea": 0.046914950487274135, + "CenterOfMassX": -0.1911273282790108, + "CenterOfMassY": 0.07315811414066041, + "CenterOfMassZ": 0.01358000698471127 + }, + "Box": { + "MinX": -0.0299999999999965, + "MinY": 1.4579999999999997, + "MinZ": -0.04989999999999695, + "MaxX": 0.0019999913142593265, + "MaxY": 1.5380000000000003, + "MaxZ": 0.10510000000000319 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/Axle-25-ELZM-35-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\Axle-25-ELZM-35.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, { "Name": "610_Injector-1/601_Transmission-1/M25R-1000-1", "Children": null, @@ -10302,10 +20251,80 @@ "Box": { "MinX": -0.01250000000001192, "MinY": 0.8591234965657182, - "MinZ": -0.012500000000001229, + "MinZ": -0.01249999999999827, "MaxX": 0.012499999999989271, "MaxY": 1.3591234965657182, - "MaxZ": 0.0124999999999999 + "MaxZ": 0.01250000000000286 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/405_PlungerCleaner_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\405_PlungerCleaner_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.00335933192843266, + "Density": 1000.0, + "Volume": 3.3593319284326597E-06, + "SurfaceArea": 0.007185716935270243, + "CenterOfMassX": -0.3705820409503734, + "CenterOfMassY": -0.005000000000000086, + "CenterOfMassZ": 0.0005000000000000104 + }, + "Box": { + "MinX": -0.03000000000001035, + "MinY": 1.538, + "MinZ": -0.03499999999999672, + "MaxX": 0.0299999999999897, + "MaxY": 1.5390000000000004, + "MaxZ": 0.035000000000003285 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/PlungerBushing-25-12-45-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\PlungerBushing-25-12-45.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Transmission.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.008796459430051454, + "Density": 1000.0, + "Volume": 8.796459430051454E-06, + "SurfaceArea": 0.004618141200777011, + "CenterOfMassX": -0.4478331299419551, + "CenterOfMassY": -0.3494299074959599, + "CenterOfMassZ": 0.4024391089458762 + }, + "Box": { + "MinX": -0.03181943096900423, + "MinY": 1.526, + "MinZ": -0.031819430968990765, + "MaxX": 0.0318194309689838, + "MaxY": 1.538, + "MaxZ": 0.03181943096899726 }, "Material": { "Material": "", @@ -10319,202 +20338,6 @@ { "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1", "Children": [ - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0011921965331109087, - "Density": 1000.0000000000001, - "Volume": 1.1921965331109086E-06, - "SurfaceArea": 0.002689863400469901, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.333859904463994E-19, - "CenterOfMassZ": -2.931455250471562E-18 - }, - "Box": { - "MinX": -0.0284999999999965, - "MinY": 1.4746649921563195, - "MinZ": 0.013664992156319482, - "MaxX": -0.0134999999999965, - "MaxY": 1.521335007843681, - "MaxZ": 0.060335007843680774 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0023376952158220155, - "Density": 1000.0, - "Volume": 2.3376952158220156E-06, - "SurfaceArea": 0.0017802623329174704, - "CenterOfMassX": 0.007500000531867563, - "CenterOfMassY": -4.468716414119351E-09, - "CenterOfMassZ": 3.3661455561511E-09 - }, - "Box": { - "MinX": -0.0249689999999965, - "MinY": 1.4672603877204733, - "MinZ": 0.005346057304425993, - "MaxX": -0.0170309999999965, - "MaxY": 1.529770333275618, - "MaxZ": 0.06808524755078035 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.007606107459368889, - "Density": 1000.0, - "Volume": 7.60610745936889E-06, - "SurfaceArea": 0.005887289644012763, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.6786665466011996E-18, - "CenterOfMassZ": -1.9368748514620263E-19 - }, - "Box": { - "MinX": -0.0284999999999965, - "MinY": 1.4626748061755055, - "MinZ": 0.0016748061755054097, - "MaxX": -0.013499999999996501, - "MaxY": 1.533325193824495, - "MaxZ": 0.07232519382449484 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0003073504341588644, - "Density": 1000.0, - "Volume": 3.073504341588644E-07, - "SurfaceArea": 0.0019013212880089167, - "CenterOfMassX": 0.014263387380211743, - "CenterOfMassY": -3.0093532968315327E-18, - "CenterOfMassZ": 4.40161232313388E-34 - }, - "Box": { - "MinX": -0.01482622244076014, - "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, - "MaxX": -0.01380922244076014, - "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_04-1", "Children": null, @@ -10550,10 +20373,206 @@ "Box": { "MinX": -0.02819077755923287, "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, + "MinZ": 0.004994015733709924, "MaxX": -0.02717377755923287, "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0023376952155914777, + "Density": 1000.0, + "Volume": 2.337695215591478E-06, + "SurfaceArea": 0.001780262332975777, + "CenterOfMassX": 0.0075000005318670675, + "CenterOfMassY": -4.468633505430384E-09, + "CenterOfMassZ": 3.3661702251067553E-09 + }, + "Box": { + "MinX": -0.0249689999999965, + "MinY": 1.4672603877204733, + "MinZ": 0.0053460573044289555, + "MaxX": -0.0170309999999965, + "MaxY": 1.529770333275618, + "MaxZ": 0.06808524755078331 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003073504341588645, + "Density": 1000.0, + "Volume": 3.0735043415886447E-07, + "SurfaceArea": 0.0019013212880089167, + "CenterOfMassX": 0.014263387380211741, + "CenterOfMassY": -3.0093532968315327E-18, + "CenterOfMassZ": 4.401612323133879E-34 + }, + "Box": { + "MinX": -0.01482622244076014, + "MinY": 1.465994015733707, + "MinZ": 0.004994015733709924, + "MaxX": -0.01380922244076014, + "MaxY": 1.5300059842662934, + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.007606107459368894, + "Density": 1000.0, + "Volume": 7.606107459368894E-06, + "SurfaceArea": 0.005887289644012763, + "CenterOfMassX": 0.007499999999999991, + "CenterOfMassY": -2.6786665466011984E-18, + "CenterOfMassZ": -1.9368748514620253E-19 + }, + "Box": { + "MinX": -0.0284999999999965, + "MinY": 1.4626748061755055, + "MinZ": 0.0016748061755083726, + "MaxX": -0.013499999999996501, + "MaxY": 1.533325193824495, + "MaxZ": 0.07232519382449781 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0011921965331108595, + "Density": 1000.0, + "Volume": 1.1921965331108595E-06, + "SurfaceArea": 0.0026898634004698576, + "CenterOfMassX": 0.007499999999999996, + "CenterOfMassY": -2.333859904464253E-19, + "CenterOfMassZ": -2.9314552504716414E-18 + }, + "Box": { + "MinX": -0.0284999999999965, + "MinY": 1.4746649921563195, + "MinZ": 0.013664992156322445, + "MaxX": -0.0134999999999965, + "MaxY": 1.521335007843681, + "MaxZ": 0.060335007843683744 }, "Material": { "Material": "", @@ -10585,28 +20604,28 @@ }, "Equations": {}, "Mass": { - "Mass": 0.01175070007661955, - "Density": 1000.0, - "Volume": 1.175070007661955E-05, - "SurfaceArea": 0.014160057953417968, - "CenterOfMassX": 0.007500000105810216, - "CenterOfMassY": -8.890106065395337E-10, - "CenterOfMassZ": 6.696641312855677E-10 + "Mass": 0.011750700076388967, + "Density": 1000.0000000000001, + "Volume": 1.1750700076388966E-05, + "SurfaceArea": 0.014160057953476229, + "CenterOfMassX": 0.007500000105810117, + "CenterOfMassY": -8.889941127487003E-10, + "CenterOfMassZ": 6.696690390384662E-10 }, "Box": { "MinX": -0.0284999999999965, "MinY": 1.4626748061755055, - "MinZ": 0.0016748061755054097, + "MinZ": 0.0016748061755083726, "MaxX": -0.0134999999999965, "MaxY": 1.533325193824495, - "MaxZ": 0.07232519382449484 + "MaxZ": 0.07232519382449781 }, "Material": { - "skf_bearing_6205-2z_2_02-1": "", + "skf_bearing_6205-2z_2_04-1": "", "skf_bearing_6205-2z_2_05-1": "", - "skf_bearing_6205-2z_2_01-1": "", "skf_bearing_6205-2z_2_03-1": "", - "skf_bearing_6205-2z_2_04-1": "" + "skf_bearing_6205-2z_2_01-1": "", + "skf_bearing_6205-2z_2_02-1": "" }, "States": {}, "LaserParts": null, @@ -10621,371 +20640,42 @@ }, "Equations": {}, "Mass": { - "Mass": 4.5405302801523275, - "Density": 2824.7699795717294, - "Volume": 0.001607398235250549, - "SurfaceArea": 0.4357994938068175, - "CenterOfMassX": 0.009584661939882598, - "CenterOfMassY": -0.22801514662309405, - "CenterOfMassZ": 0.00945468833686725 + "Mass": 3.811348470063302, + "Density": 2512.0348184726176, + "Volume": 0.0015172355263692963, + "SurfaceArea": 0.395088691228507, + "CenterOfMassX": 9.81778462905461E-09, + "CenterOfMassY": -0.27929732534990515, + "CenterOfMassZ": 0.004263356527388104 }, "Box": { - "MinX": -0.033499999999996505, + "MinX": -0.03181943096900428, "MinY": 0.768, - "MinZ": -0.0498999999999999, - "MaxX": 0.1920000000000035, + "MinZ": -0.04989999999999694, + "MaxX": 0.03181943096898374, "MaxY": 1.5390000000000004, - "MaxZ": 0.10510000000000023 + "MaxZ": 0.10510000000000319 }, "Material": { - "Axle-25-ELZM-35-1": "1023 Carbon Steel Sheet (SS)", - "405_PlungerCleaner_x2_1mm_INOX-1": "", - "Copy of Copy of PlasticVolume^601_Transmission-1": "ABS", - "BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1": "", - "BarrelAssembly-1/Barrel-1": "Plain Carbon Steel", - "601_Bracket_Mod3_80_155-1": "", - "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1": "", - "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1": "", - "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1": "", - "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1": "", "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_04-1": "", + "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1": "", + "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1": "", + "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1": "", + "skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1": "", "Mirror601_Bracket_Mod3_80_155-2": "", - "AxleHub35-1": "1023 Carbon Steel Sheet (SS)", - "PlungerBushing-25-12-45-1": "", "spur gear_amxxx-3": "", + "BarrelAssembly-1/Barrel-1": "Plain Carbon Steel", + "BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1": "", + "Copy of Copy of PlasticVolume^601_Transmission-1": "ABS", + "601_Bracket_Mod3_80_155-1": "", "M25R-1000-1": "", - "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1": "", + "405_PlungerCleaner_x2_1mm_INOX-1": "", + "PlungerBushing-25-12-45-1": "", + "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_04-1": "", "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1": "", - "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1": "", "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1": "", - "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/Axle-25-ELZM-35-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\Axle-25-ELZM-35.SLDPRT", - "Parent": null, - "Properties": { - "Handle_length-600mm": {}, - "Central Axis - 180mm": { - "Based On": "Axle-25-ELZM-35", - "Weight": "578.59" - }, - "Global": { - "Weight": "\"SW-Mass@Axle-25-ELZM-35.SLDPRT\"", - "Finish": "\"SW-Material@Axle-25-ELZM-35.SLDPRT\"" - } - }, - "Equations": { - "test": 0.01 - }, - "Mass": { - "Mass": 0.5785930118540522, - "Density": 7858.000032000001, - "Volume": 7.363107781851078E-05, - "SurfaceArea": 0.012762720155208535, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": -2.4363573953246105E-19 - }, - "Box": { - "MinX": -0.033499999999996505, - "MinY": 1.4832584362164007, - "MinZ": 0.022258436216400588, - "MaxX": 0.11650000000000349, - "MaxY": 1.5127415637835997, - "MaxZ": 0.051741563783599676 - }, - "Material": { - "Material": "1023 Carbon Steel Sheet (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/405_PlungerCleaner_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\405_PlungerCleaner_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00335933192843266, - "Density": 1000.0, - "Volume": 3.3593319284326597E-06, - "SurfaceArea": 0.007185716935270243, - "CenterOfMassX": -0.3705820409503734, - "CenterOfMassY": -0.005000000000000085, - "CenterOfMassZ": 0.0005000000000000104 - }, - "Box": { - "MinX": -0.03000000000001035, - "MinY": 1.538, - "MinZ": -0.03499999999999968, - "MaxX": 0.0299999999999897, - "MaxY": 1.5390000000000004, - "MaxZ": 0.03500000000000033 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/Copy of Copy of PlasticVolume^601_Transmission-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\601_Transmission\\Copy of Copy of PlasticVolume^601_Transmission.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3520060320567757, - "Density": 1020.0000000000001, - "Volume": 0.0003451039529968389, - "SurfaceArea": 0.05415477416258087, - "CenterOfMassX": -6.52225786028607E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.325 - }, - "Box": { - "MinX": -0.01675327513848685, - "MinY": 0.8401720665727959, - "MinZ": -0.016753275138476333, - "MaxX": 0.01675327513846586, - "MaxY": 1.4901720665727958, - "MaxZ": 0.016753275138476444 - }, - "Material": { - "Material": "ABS", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1", - "Children": [ - { - "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\401_BarrelMount_x1_10mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0292422134591049, - "Density": 1000.0, - "Volume": 2.92422134591049E-05, - "SurfaceArea": 0.010676053108549232, - "CenterOfMassX": 4.144283474056965E-19, - "CenterOfMassY": -3.2813162789588745E-18, - "CenterOfMassZ": 0.005000000000000002 - }, - "Box": { - "MinX": -0.0300000000000105, - "MinY": 1.448, - "MinZ": -0.03499999999999988, - "MaxX": 0.02999999999998951, - "MaxY": 1.4580000000000002, - "MaxZ": 0.03500000000000013 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/Barrel-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Barrel.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.623565403550843, - "Density": 7800.000000000001, - "Volume": 0.00033635453891677473, - "SurfaceArea": 0.13541519403237118, - "CenterOfMassX": 2.464747908325735E-18, - "CenterOfMassY": -0.005365119405295707, - "CenterOfMassZ": 2.8878083098036203E-18 - }, - "Box": { - "MinX": -0.018000000000010494, - "MinY": 0.768, - "MinZ": -0.01799999999999996, - "MaxX": 0.017999999999989517, - "MaxY": 1.458, - "MaxZ": 0.018000000000000127 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.652807617009948, - "Density": 7256.102795690392, - "Volume": 0.00036559675237587963, - "SurfaceArea": 0.14609124714092042, - "CenterOfMassX": 2.4396524861272472E-18, - "CenterOfMassY": -0.34161323426599505, - "CenterOfMassZ": 2.894016874496215E-18 - }, - "Box": { - "MinX": -0.03000000000001051, - "MinY": 0.7679999999999999, - "MinZ": -0.03499999999999997, - "MaxX": 0.029999999999989528, - "MaxY": 1.4580000000000002, - "MaxZ": 0.03500000000000015 - }, - "Material": { - "401_BarrelMount_x1_10mm_FERRO-1": "", - "Barrel-1": "Plain Carbon Steel" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\401_BarrelMount_x1_10mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0292422134591049, - "Density": 1000.0, - "Volume": 2.92422134591049E-05, - "SurfaceArea": 0.010676053108549232, - "CenterOfMassX": 4.144283474056965E-19, - "CenterOfMassY": -3.2813162789588745E-18, - "CenterOfMassZ": 0.005000000000000002 - }, - "Box": { - "MinX": -0.0300000000000105, - "MinY": 1.448, - "MinZ": -0.03499999999999988, - "MaxX": 0.02999999999998951, - "MaxY": 1.4580000000000002, - "MaxZ": 0.03500000000000013 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/Barrel-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Barrel.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.623565403550843, - "Density": 7800.000000000001, - "Volume": 0.00033635453891677473, - "SurfaceArea": 0.13541519403237118, - "CenterOfMassX": 2.464747908325735E-18, - "CenterOfMassY": -0.005365119405295707, - "CenterOfMassZ": 2.8878083098036203E-18 - }, - "Box": { - "MinX": -0.018000000000010494, - "MinY": 0.768, - "MinZ": -0.01799999999999996, - "MaxX": 0.017999999999989517, - "MaxY": 1.458, - "MaxZ": 0.018000000000000127 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/601_Bracket_Mod3_80_155-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Bracket_Mod3_80_155.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "cam": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.24867343759122074, - "Density": 1000.0, - "Volume": 0.00024867343759122073, - "SurfaceArea": 0.04756840175922085, - "CenterOfMassX": -0.1907190723890448, - "CenterOfMassY": 0.07315455432532612, - "CenterOfMassZ": 0.013571396097112129 - }, - "Box": { - "MinX": -0.029999999999998167, - "MinY": 1.4579999999999997, - "MinZ": -0.04989999999999989, - "MaxX": 0.0019999913142593265, - "MaxY": 1.5380000000000003, - "MaxZ": 0.10510000000000025 - }, - "Material": { - "Material": "", - "Materials": "" + "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1": "", + "skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1": "" }, "States": {}, "LaserParts": null, @@ -10995,202 +20685,6 @@ { "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2", "Children": [ - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0011921965331109087, - "Density": 1000.0000000000001, - "Volume": 1.1921965331109086E-06, - "SurfaceArea": 0.002689863400469901, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.333859904463994E-19, - "CenterOfMassZ": -2.931455250471562E-18 - }, - "Box": { - "MinX": 0.013499999999975516, - "MinY": 1.4746649921563195, - "MinZ": 0.013664992156319482, - "MaxX": 0.028499999999975517, - "MaxY": 1.521335007843681, - "MaxZ": 0.060335007843680774 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0023376952158220155, - "Density": 1000.0, - "Volume": 2.3376952158220156E-06, - "SurfaceArea": 0.0017802623329174704, - "CenterOfMassX": 0.007500000531867563, - "CenterOfMassY": -4.468716414119351E-09, - "CenterOfMassZ": 3.3661455561511E-09 - }, - "Box": { - "MinX": 0.017030999999975517, - "MinY": 1.4672603877204733, - "MinZ": 0.005346057304425993, - "MaxX": 0.024968999999975518, - "MaxY": 1.529770333275618, - "MaxZ": 0.06808524755078035 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.007606107459368889, - "Density": 1000.0, - "Volume": 7.60610745936889E-06, - "SurfaceArea": 0.005887289644012763, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.6786665466011996E-18, - "CenterOfMassZ": -1.9368748514620263E-19 - }, - "Box": { - "MinX": 0.013499999999975518, - "MinY": 1.4626748061755055, - "MinZ": 0.0016748061755054097, - "MaxX": 0.028499999999975517, - "MaxY": 1.533325193824495, - "MaxZ": 0.07232519382449484 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0003073504341588644, - "Density": 1000.0, - "Volume": 3.073504341588644E-07, - "SurfaceArea": 0.0019013212880089167, - "CenterOfMassX": 0.014263387380211743, - "CenterOfMassY": -3.0093532968315327E-18, - "CenterOfMassZ": 4.40161232313388E-34 - }, - "Box": { - "MinX": 0.013809222440739156, - "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, - "MaxX": 0.014826222440739157, - "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_04-1", "Children": null, @@ -11226,10 +20720,206 @@ "Box": { "MinX": 0.027173777559211888, "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, + "MinZ": 0.004994015733709924, "MaxX": 0.028190777559211885, "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0023376952155914777, + "Density": 1000.0, + "Volume": 2.337695215591478E-06, + "SurfaceArea": 0.001780262332975777, + "CenterOfMassX": 0.0075000005318670675, + "CenterOfMassY": -4.468633505430384E-09, + "CenterOfMassZ": 3.3661702251067553E-09 + }, + "Box": { + "MinX": 0.017030999999975517, + "MinY": 1.4672603877204733, + "MinZ": 0.0053460573044289555, + "MaxX": 0.024968999999975518, + "MaxY": 1.529770333275618, + "MaxZ": 0.06808524755078331 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003073504341588645, + "Density": 1000.0, + "Volume": 3.0735043415886447E-07, + "SurfaceArea": 0.0019013212880089167, + "CenterOfMassX": 0.014263387380211741, + "CenterOfMassY": -3.0093532968315327E-18, + "CenterOfMassZ": 4.401612323133879E-34 + }, + "Box": { + "MinX": 0.013809222440739156, + "MinY": 1.465994015733707, + "MinZ": 0.004994015733709924, + "MaxX": 0.014826222440739157, + "MaxY": 1.5300059842662934, + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.007606107459368894, + "Density": 1000.0, + "Volume": 7.606107459368894E-06, + "SurfaceArea": 0.005887289644012763, + "CenterOfMassX": 0.007499999999999991, + "CenterOfMassY": -2.6786665466011984E-18, + "CenterOfMassZ": -1.9368748514620253E-19 + }, + "Box": { + "MinX": 0.013499999999975518, + "MinY": 1.4626748061755055, + "MinZ": 0.0016748061755083726, + "MaxX": 0.028499999999975517, + "MaxY": 1.533325193824495, + "MaxZ": 0.07232519382449781 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0011921965331108595, + "Density": 1000.0, + "Volume": 1.1921965331108595E-06, + "SurfaceArea": 0.0026898634004698576, + "CenterOfMassX": 0.007499999999999996, + "CenterOfMassY": -2.333859904464253E-19, + "CenterOfMassZ": -2.9314552504716414E-18 + }, + "Box": { + "MinX": 0.013499999999975516, + "MinY": 1.4746649921563195, + "MinZ": 0.013664992156322445, + "MaxX": 0.028499999999975517, + "MaxY": 1.521335007843681, + "MaxZ": 0.060335007843683744 }, "Material": { "Material": "", @@ -11261,224 +20951,28 @@ }, "Equations": {}, "Mass": { - "Mass": 0.011750700076619552, + "Mass": 0.011750700076388967, "Density": 1000.0000000000001, - "Volume": 1.175070007661955E-05, - "SurfaceArea": 0.014160057953417968, - "CenterOfMassX": 0.007500000105810216, - "CenterOfMassY": -8.890106066979204E-10, - "CenterOfMassZ": 6.69664131426356E-10 + "Volume": 1.1750700076388966E-05, + "SurfaceArea": 0.014160057953476229, + "CenterOfMassX": 0.007500000105810117, + "CenterOfMassY": -8.889941127487003E-10, + "CenterOfMassZ": 6.696690387720218E-10 }, "Box": { "MinX": 0.013499999999975516, "MinY": 1.4626748061755055, - "MinZ": 0.0016748061755054097, + "MinZ": 0.0016748061755083726, "MaxX": 0.028499999999975517, "MaxY": 1.533325193824495, - "MaxZ": 0.07232519382449484 + "MaxZ": 0.07232519382449781 }, "Material": { - "skf_bearing_6205-2z_2_02-1": "", + "skf_bearing_6205-2z_2_04-1": "", "skf_bearing_6205-2z_2_05-1": "", - "skf_bearing_6205-2z_2_01-1": "", "skf_bearing_6205-2z_2_03-1": "", - "skf_bearing_6205-2z_2_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0011921965331109087, - "Density": 1000.0000000000001, - "Volume": 1.1921965331109086E-06, - "SurfaceArea": 0.002689863400469901, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.333859904463994E-19, - "CenterOfMassZ": -2.931455250471562E-18 - }, - "Box": { - "MinX": 0.013499999999975516, - "MinY": 1.4746649921563195, - "MinZ": 0.013664992156319482, - "MaxX": 0.028499999999975517, - "MaxY": 1.521335007843681, - "MaxZ": 0.060335007843680774 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0023376952158220155, - "Density": 1000.0, - "Volume": 2.3376952158220156E-06, - "SurfaceArea": 0.0017802623329174704, - "CenterOfMassX": 0.007500000531867563, - "CenterOfMassY": -4.468716414119351E-09, - "CenterOfMassZ": 3.3661455561511E-09 - }, - "Box": { - "MinX": 0.017030999999975517, - "MinY": 1.4672603877204733, - "MinZ": 0.005346057304425993, - "MaxX": 0.024968999999975518, - "MaxY": 1.529770333275618, - "MaxZ": 0.06808524755078035 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.007606107459368889, - "Density": 1000.0, - "Volume": 7.60610745936889E-06, - "SurfaceArea": 0.005887289644012763, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.6786665466011996E-18, - "CenterOfMassZ": -1.9368748514620263E-19 - }, - "Box": { - "MinX": 0.013499999999975518, - "MinY": 1.4626748061755055, - "MinZ": 0.0016748061755054097, - "MaxX": 0.028499999999975517, - "MaxY": 1.533325193824495, - "MaxZ": 0.07232519382449484 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0003073504341588644, - "Density": 1000.0, - "Volume": 3.073504341588644E-07, - "SurfaceArea": 0.0019013212880089167, - "CenterOfMassX": 0.014263387380211743, - "CenterOfMassY": -3.0093532968315327E-18, - "CenterOfMassZ": 4.40161232313388E-34 - }, - "Box": { - "MinX": 0.013809222440739156, - "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, - "MaxX": 0.014826222440739157, - "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 - }, - "Material": { - "Material": "", - "Materials": "" + "skf_bearing_6205-2z_2_01-1": "", + "skf_bearing_6205-2z_2_02-1": "" }, "States": {}, "LaserParts": null, @@ -11520,10 +21014,206 @@ "Box": { "MinX": 0.027173777559211888, "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, + "MinZ": 0.004994015733709924, "MaxX": 0.028190777559211885, "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0023376952155914777, + "Density": 1000.0, + "Volume": 2.337695215591478E-06, + "SurfaceArea": 0.001780262332975777, + "CenterOfMassX": 0.0075000005318670675, + "CenterOfMassY": -4.468633505430384E-09, + "CenterOfMassZ": 3.3661702251067553E-09 + }, + "Box": { + "MinX": 0.017030999999975517, + "MinY": 1.4672603877204733, + "MinZ": 0.0053460573044289555, + "MaxX": 0.024968999999975518, + "MaxY": 1.529770333275618, + "MaxZ": 0.06808524755078331 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003073504341588645, + "Density": 1000.0, + "Volume": 3.0735043415886447E-07, + "SurfaceArea": 0.0019013212880089167, + "CenterOfMassX": 0.014263387380211741, + "CenterOfMassY": -3.0093532968315327E-18, + "CenterOfMassZ": 4.401612323133879E-34 + }, + "Box": { + "MinX": 0.013809222440739156, + "MinY": 1.465994015733707, + "MinZ": 0.004994015733709924, + "MaxX": 0.014826222440739157, + "MaxY": 1.5300059842662934, + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.007606107459368894, + "Density": 1000.0, + "Volume": 7.606107459368894E-06, + "SurfaceArea": 0.005887289644012763, + "CenterOfMassX": 0.007499999999999991, + "CenterOfMassY": -2.6786665466011984E-18, + "CenterOfMassZ": -1.9368748514620253E-19 + }, + "Box": { + "MinX": 0.013499999999975518, + "MinY": 1.4626748061755055, + "MinZ": 0.0016748061755083726, + "MaxX": 0.028499999999975517, + "MaxY": 1.533325193824495, + "MaxZ": 0.07232519382449781 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0011921965331108595, + "Density": 1000.0, + "Volume": 1.1921965331108595E-06, + "SurfaceArea": 0.0026898634004698576, + "CenterOfMassX": 0.007499999999999996, + "CenterOfMassY": -2.333859904464253E-19, + "CenterOfMassZ": -2.9314552504716414E-18 + }, + "Box": { + "MinX": 0.013499999999975516, + "MinY": 1.4746649921563195, + "MinZ": 0.013664992156322445, + "MaxX": 0.028499999999975517, + "MaxY": 1.521335007843681, + "MaxZ": 0.060335007843683744 }, "Material": { "Material": "", @@ -11544,101 +21234,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.24867343334746858, - "Density": 1000.0, - "Volume": 0.00024867343334746857, - "SurfaceArea": 0.04756840212335676, - "CenterOfMassX": -0.19071907246186293, - "CenterOfMassY": 0.07315455442943411, - "CenterOfMassZ": -0.013571396116967189 + "Mass": 0.2501813978211917, + "Density": 999.9999999999999, + "Volume": 0.0002501813978211917, + "SurfaceArea": 0.046914950851410044, + "CenterOfMassX": -0.19112732835831514, + "CenterOfMassY": 0.0731581142442013, + "CenterOfMassZ": -0.013580007004592717 }, "Box": { "MinX": -0.0019999913142521343, "MinY": 1.458, - "MinZ": -0.04989999999999989, - "MaxX": 0.03000000000000536, + "MinZ": -0.04989999999999695, + "MaxX": 0.030000000000003694, "MaxY": 1.5380000000000005, - "MaxZ": 0.10510000000000025 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/AxleHub35-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\AxleHub35.SLDPRT", - "Parent": null, - "Properties": { - "Handle_length-600mm": {}, - "Central Axis - 180mm": { - "Based On": "AxleHub35", - "Weight": "153.60" - }, - "Global": { - "Weight": "\"SW-Mass@AxleHub35.SLDPRT\"", - "Finish": "\"SW-Material@AxleHub35.SLDPRT\"" - } - }, - "Equations": { - "test": 0.01 - }, - "Mass": { - "Mass": 0.15360472718195803, - "Density": 7858.000032, - "Volume": 1.954756000972717E-05, - "SurfaceArea": 0.026641179879325124, - "CenterOfMassX": 0.0008226090617959363, - "CenterOfMassY": -7.591546045550897E-17, - "CenterOfMassZ": 1.4979762767789863E-16 - }, - "Box": { - "MinX": 0.0620000000000035, - "MinY": 1.4776653509154, - "MinZ": 0.0166653509154, - "MaxX": 0.1920000000000035, - "MaxY": 1.5183346490846004, - "MaxZ": 0.05733464908460026 - }, - "Material": { - "Material": "1023 Carbon Steel Sheet (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/PlungerBushing-25-12-45-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\PlungerBushing-25-12-45.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.008796459430051454, - "Density": 1000.0, - "Volume": 8.796459430051454E-06, - "SurfaceArea": 0.004618141200777011, - "CenterOfMassX": -0.4478331299419551, - "CenterOfMassY": -0.3494299074959599, - "CenterOfMassZ": 0.4024391089458762 - }, - "Box": { - "MinX": -0.03181943096900423, - "MinY": 1.526, - "MinZ": -0.03181943096899372, - "MaxX": 0.0318194309689838, - "MaxY": 1.538, - "MaxZ": 0.031819430968994304 + "MaxZ": 0.10510000000000319 }, "Material": { "Material": "", @@ -11721,16 +21331,16 @@ "Volume": 4.5278692655903224E-05, "SurfaceArea": 0.014289616429012268, "CenterOfMassX": 0.012500000000000004, - "CenterOfMassY": -2.241166961904212E-17, - "CenterOfMassZ": 1.5319141508497522E-19 + "CenterOfMassY": -2.286915716543274E-17, + "CenterOfMassZ": 1.644178547634514E-18 }, "Box": { "MinX": -0.012499999999996927, "MinY": 1.4682154919627253, - "MinZ": 0.007000000000000096, + "MinZ": 0.007000000000003059, "MaxX": 0.012500000000003075, "MaxY": 1.5277845080372752, - "MaxZ": 0.06700000000000017 + "MaxZ": 0.06700000000000313 }, "Material": { "Material": "", @@ -11741,6 +21351,268 @@ "IsSuppressed": false, "activeConfiguration": null }, + { + "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1", + "Children": [ + { + "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/Barrel-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Barrel.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.623565403550843, + "Density": 7800.000000000001, + "Volume": 0.00033635453891677473, + "SurfaceArea": 0.13541519403237118, + "CenterOfMassX": 2.464747908325735E-18, + "CenterOfMassY": -0.005365119405295713, + "CenterOfMassZ": 2.8878083098036215E-18 + }, + "Box": { + "MinX": -0.018000000000010494, + "MinY": 0.768, + "MinZ": -0.017999999999997, + "MaxX": 0.017999999999989517, + "MaxY": 1.458, + "MaxZ": 0.018000000000003086 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\401_BarrelMount_x1_10mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.029242213459104903, + "Density": 1000.0, + "Volume": 2.9242213459104903E-05, + "SurfaceArea": 0.010676053108549232, + "CenterOfMassX": 4.1442834740569686E-19, + "CenterOfMassY": -3.281316278958874E-18, + "CenterOfMassZ": 0.005000000000000002 + }, + "Box": { + "MinX": -0.0300000000000105, + "MinY": 1.448, + "MinZ": -0.034999999999996916, + "MaxX": 0.02999999999998951, + "MaxY": 1.4580000000000002, + "MaxZ": 0.03500000000000309 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\BarrelAssembly.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.652807617009948, + "Density": 7256.102795690392, + "Volume": 0.00036559675237587963, + "SurfaceArea": 0.14609124714092042, + "CenterOfMassX": 2.4408997391994257E-18, + "CenterOfMassY": -0.34161323426599505, + "CenterOfMassZ": 2.8921459948879488E-18 + }, + "Box": { + "MinX": -0.03000000000001051, + "MinY": 0.7679999999999999, + "MinZ": -0.034999999999997006, + "MaxX": 0.029999999999989528, + "MaxY": 1.4580000000000002, + "MaxZ": 0.03500000000000311 + }, + "Material": { + "Barrel-1": "Plain Carbon Steel", + "401_BarrelMount_x1_10mm_FERRO-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/Barrel-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Barrel.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.623565403550843, + "Density": 7800.000000000001, + "Volume": 0.00033635453891677473, + "SurfaceArea": 0.13541519403237118, + "CenterOfMassX": 2.464747908325735E-18, + "CenterOfMassY": -0.005365119405295713, + "CenterOfMassZ": 2.8878083098036215E-18 + }, + "Box": { + "MinX": -0.018000000000010494, + "MinY": 0.768, + "MinZ": -0.017999999999997, + "MaxX": 0.017999999999989517, + "MaxY": 1.458, + "MaxZ": 0.018000000000003086 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\401_BarrelMount_x1_10mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.029242213459104903, + "Density": 1000.0, + "Volume": 2.9242213459104903E-05, + "SurfaceArea": 0.010676053108549232, + "CenterOfMassX": 4.1442834740569686E-19, + "CenterOfMassY": -3.281316278958874E-18, + "CenterOfMassZ": 0.005000000000000002 + }, + "Box": { + "MinX": -0.0300000000000105, + "MinY": 1.448, + "MinZ": -0.034999999999996916, + "MaxX": 0.02999999999998951, + "MaxY": 1.4580000000000002, + "MaxZ": 0.03500000000000309 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/Copy of Copy of PlasticVolume^601_Transmission-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\601_Transmission\\Copy of Copy of PlasticVolume^601_Transmission.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.3520060320567757, + "Density": 1020.0000000000001, + "Volume": 0.0003451039529968389, + "SurfaceArea": 0.05415477416258087, + "CenterOfMassX": -6.52225786028607E-19, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.325 + }, + "Box": { + "MinX": -0.01675327513848685, + "MinY": 0.8401720665727959, + "MinZ": -0.016753275138473373, + "MaxX": 0.01675327513846586, + "MaxY": 1.4901720665727958, + "MaxZ": 0.016753275138479403 + }, + "Material": { + "Material": "ABS", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/601_Bracket_Mod3_80_155-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\601_Bracket_Mod3_80_155.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "cam": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.2501814020649438, + "Density": 1000.0, + "Volume": 0.0002501814020649438, + "SurfaceArea": 0.046914950487274135, + "CenterOfMassX": -0.1911273282790108, + "CenterOfMassY": 0.07315811414066041, + "CenterOfMassZ": 0.01358000698471127 + }, + "Box": { + "MinX": -0.0299999999999965, + "MinY": 1.4579999999999997, + "MinZ": -0.04989999999999695, + "MaxX": 0.0019999913142593265, + "MaxY": 1.5380000000000003, + "MaxZ": 0.10510000000000319 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/Axle-25-ELZM-35-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\Axle-25-ELZM-35.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, { "Name": "610_Injector-1/601_Transmission-1/M25R-1000-1", "Children": null, @@ -11796,10 +21668,80 @@ "Box": { "MinX": -0.01250000000001192, "MinY": 0.8591234965657182, - "MinZ": -0.012500000000001229, + "MinZ": -0.01249999999999827, "MaxX": 0.012499999999989271, "MaxY": 1.3591234965657182, - "MaxZ": 0.0124999999999999 + "MaxZ": 0.01250000000000286 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/405_PlungerCleaner_x2_1mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\405_PlungerCleaner_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.00335933192843266, + "Density": 1000.0, + "Volume": 3.3593319284326597E-06, + "SurfaceArea": 0.007185716935270243, + "CenterOfMassX": -0.3705820409503734, + "CenterOfMassY": -0.005000000000000086, + "CenterOfMassZ": 0.0005000000000000104 + }, + "Box": { + "MinX": -0.03000000000001035, + "MinY": 1.538, + "MinZ": -0.03499999999999672, + "MaxX": 0.0299999999999897, + "MaxY": 1.5390000000000004, + "MaxZ": 0.035000000000003285 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/PlungerBushing-25-12-45-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\PlungerBushing-25-12-45.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.008796459430051454, + "Density": 1000.0, + "Volume": 8.796459430051454E-06, + "SurfaceArea": 0.004618141200777011, + "CenterOfMassX": -0.4478331299419551, + "CenterOfMassY": -0.3494299074959599, + "CenterOfMassZ": 0.4024391089458762 + }, + "Box": { + "MinX": -0.03181943096900423, + "MinY": 1.526, + "MinZ": -0.031819430968990765, + "MaxX": 0.0318194309689838, + "MaxY": 1.538, + "MaxZ": 0.03181943096899726 }, "Material": { "Material": "", @@ -11813,202 +21755,6 @@ { "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1", "Children": [ - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0011921965331109087, - "Density": 1000.0000000000001, - "Volume": 1.1921965331109086E-06, - "SurfaceArea": 0.002689863400469901, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.333859904463994E-19, - "CenterOfMassZ": -2.931455250471562E-18 - }, - "Box": { - "MinX": -0.0284999999999965, - "MinY": 1.4746649921563195, - "MinZ": 0.013664992156319482, - "MaxX": -0.0134999999999965, - "MaxY": 1.521335007843681, - "MaxZ": 0.060335007843680774 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0023376952158220155, - "Density": 1000.0, - "Volume": 2.3376952158220156E-06, - "SurfaceArea": 0.0017802623329174704, - "CenterOfMassX": 0.007500000531867563, - "CenterOfMassY": -4.468716414119351E-09, - "CenterOfMassZ": 3.3661455561511E-09 - }, - "Box": { - "MinX": -0.0249689999999965, - "MinY": 1.4672603877204733, - "MinZ": 0.005346057304425993, - "MaxX": -0.0170309999999965, - "MaxY": 1.529770333275618, - "MaxZ": 0.06808524755078035 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.007606107459368889, - "Density": 1000.0, - "Volume": 7.60610745936889E-06, - "SurfaceArea": 0.005887289644012763, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.6786665466011996E-18, - "CenterOfMassZ": -1.9368748514620263E-19 - }, - "Box": { - "MinX": -0.0284999999999965, - "MinY": 1.4626748061755055, - "MinZ": 0.0016748061755054097, - "MaxX": -0.013499999999996501, - "MaxY": 1.533325193824495, - "MaxZ": 0.07232519382449484 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0003073504341588644, - "Density": 1000.0, - "Volume": 3.073504341588644E-07, - "SurfaceArea": 0.0019013212880089167, - "CenterOfMassX": 0.014263387380211743, - "CenterOfMassY": -3.0093532968315327E-18, - "CenterOfMassZ": 4.40161232313388E-34 - }, - "Box": { - "MinX": -0.01482622244076014, - "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, - "MaxX": -0.01380922244076014, - "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_04-1", "Children": null, @@ -12044,10 +21790,206 @@ "Box": { "MinX": -0.02819077755923287, "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, + "MinZ": 0.004994015733709924, "MaxX": -0.02717377755923287, "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0023376952155914777, + "Density": 1000.0, + "Volume": 2.337695215591478E-06, + "SurfaceArea": 0.001780262332975777, + "CenterOfMassX": 0.0075000005318670675, + "CenterOfMassY": -4.468633505430384E-09, + "CenterOfMassZ": 3.3661702251067553E-09 + }, + "Box": { + "MinX": -0.0249689999999965, + "MinY": 1.4672603877204733, + "MinZ": 0.0053460573044289555, + "MaxX": -0.0170309999999965, + "MaxY": 1.529770333275618, + "MaxZ": 0.06808524755078331 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003073504341588645, + "Density": 1000.0, + "Volume": 3.0735043415886447E-07, + "SurfaceArea": 0.0019013212880089167, + "CenterOfMassX": 0.014263387380211741, + "CenterOfMassY": -3.0093532968315327E-18, + "CenterOfMassZ": 4.401612323133879E-34 + }, + "Box": { + "MinX": -0.01482622244076014, + "MinY": 1.465994015733707, + "MinZ": 0.004994015733709924, + "MaxX": -0.01380922244076014, + "MaxY": 1.5300059842662934, + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.007606107459368894, + "Density": 1000.0, + "Volume": 7.606107459368894E-06, + "SurfaceArea": 0.005887289644012763, + "CenterOfMassX": 0.007499999999999991, + "CenterOfMassY": -2.6786665466011984E-18, + "CenterOfMassZ": -1.9368748514620253E-19 + }, + "Box": { + "MinX": -0.0284999999999965, + "MinY": 1.4626748061755055, + "MinZ": 0.0016748061755083726, + "MaxX": -0.013499999999996501, + "MaxY": 1.533325193824495, + "MaxZ": 0.07232519382449781 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0011921965331108595, + "Density": 1000.0, + "Volume": 1.1921965331108595E-06, + "SurfaceArea": 0.0026898634004698576, + "CenterOfMassX": 0.007499999999999996, + "CenterOfMassY": -2.333859904464253E-19, + "CenterOfMassZ": -2.9314552504716414E-18 + }, + "Box": { + "MinX": -0.0284999999999965, + "MinY": 1.4746649921563195, + "MinZ": 0.013664992156322445, + "MaxX": -0.0134999999999965, + "MaxY": 1.521335007843681, + "MaxZ": 0.060335007843683744 }, "Material": { "Material": "", @@ -12079,224 +22021,28 @@ }, "Equations": {}, "Mass": { - "Mass": 0.01175070007661955, - "Density": 1000.0, - "Volume": 1.175070007661955E-05, - "SurfaceArea": 0.014160057953417968, - "CenterOfMassX": 0.007500000105810215, - "CenterOfMassY": -8.890106065571322E-10, - "CenterOfMassZ": 6.696641311447794E-10 - }, - "Box": { - "MinX": -0.0284999999999965, - "MinY": 1.4626748061755055, - "MinZ": 0.0016748061755054097, - "MaxX": -0.0134999999999965, - "MaxY": 1.533325193824495, - "MaxZ": 0.07232519382449484 - }, - "Material": { - "skf_bearing_6205-2z_2_02-1": "", - "skf_bearing_6205-2z_2_05-1": "", - "skf_bearing_6205-2z_2_01-1": "", - "skf_bearing_6205-2z_2_03-1": "", - "skf_bearing_6205-2z_2_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0011921965331109087, + "Mass": 0.011750700076388971, "Density": 1000.0000000000001, - "Volume": 1.1921965331109086E-06, - "SurfaceArea": 0.002689863400469901, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.333859904463994E-19, - "CenterOfMassZ": -2.931455250471562E-18 - }, - "Box": { - "MinX": -0.0284999999999965, - "MinY": 1.4746649921563195, - "MinZ": 0.013664992156319482, - "MaxX": -0.0134999999999965, - "MaxY": 1.521335007843681, - "MaxZ": 0.060335007843680774 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0023376952158220155, - "Density": 1000.0, - "Volume": 2.3376952158220156E-06, - "SurfaceArea": 0.0017802623329174704, - "CenterOfMassX": 0.007500000531867563, - "CenterOfMassY": -4.468716414119351E-09, - "CenterOfMassZ": 3.3661455561511E-09 - }, - "Box": { - "MinX": -0.0249689999999965, - "MinY": 1.4672603877204733, - "MinZ": 0.005346057304425993, - "MaxX": -0.0170309999999965, - "MaxY": 1.529770333275618, - "MaxZ": 0.06808524755078035 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.007606107459368889, - "Density": 1000.0, - "Volume": 7.60610745936889E-06, - "SurfaceArea": 0.005887289644012763, - "CenterOfMassX": 0.007499999999999992, - "CenterOfMassY": -2.6786665466011996E-18, - "CenterOfMassZ": -1.9368748514620263E-19 + "Volume": 1.175070007638897E-05, + "SurfaceArea": 0.014160057953476229, + "CenterOfMassX": 0.007500000105810117, + "CenterOfMassY": -8.889941127487E-10, + "CenterOfMassZ": 6.696690388976777E-10 }, "Box": { "MinX": -0.0284999999999965, "MinY": 1.4626748061755055, - "MinZ": 0.0016748061755054097, - "MaxX": -0.013499999999996501, + "MinZ": 0.0016748061755083726, + "MaxX": -0.0134999999999965, "MaxY": 1.533325193824495, - "MaxZ": 0.07232519382449484 + "MaxZ": 0.07232519382449781 }, "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6205-2Z", - "SUPPLIER": "SKF", - "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", - "MASS": "0.132", - "TraceParts.PartNumber": "10-26092016-086570", - "TraceParts.PartVersion": "1.2.1", - "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", - "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0003073504341588644, - "Density": 1000.0, - "Volume": 3.073504341588644E-07, - "SurfaceArea": 0.0019013212880089167, - "CenterOfMassX": 0.014263387380211743, - "CenterOfMassY": -3.0093532968315327E-18, - "CenterOfMassZ": 4.40161232313388E-34 - }, - "Box": { - "MinX": -0.01482622244076014, - "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, - "MaxX": -0.01380922244076014, - "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 - }, - "Material": { - "Material": "", - "Materials": "" + "skf_bearing_6205-2z_2_04-1": "", + "skf_bearing_6205-2z_2_05-1": "", + "skf_bearing_6205-2z_2_03-1": "", + "skf_bearing_6205-2z_2_01-1": "", + "skf_bearing_6205-2z_2_02-1": "" }, "States": {}, "LaserParts": null, @@ -12338,10 +22084,558 @@ "Box": { "MinX": -0.02819077755923287, "MinY": 1.465994015733707, - "MinZ": 0.004994015733706961, + "MinZ": 0.004994015733709924, "MaxX": -0.02717377755923287, "MaxY": 1.5300059842662934, - "MaxZ": 0.0690059842662933 + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_05.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0023376952155914777, + "Density": 1000.0, + "Volume": 2.337695215591478E-06, + "SurfaceArea": 0.001780262332975777, + "CenterOfMassX": 0.0075000005318670675, + "CenterOfMassY": -4.468633505430384E-09, + "CenterOfMassZ": 3.3661702251067553E-09 + }, + "Box": { + "MinX": -0.0249689999999965, + "MinY": 1.4672603877204733, + "MinZ": 0.0053460573044289555, + "MaxX": -0.0170309999999965, + "MaxY": 1.529770333275618, + "MaxZ": 0.06808524755078331 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_03.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003073504341588645, + "Density": 1000.0, + "Volume": 3.0735043415886447E-07, + "SurfaceArea": 0.0019013212880089167, + "CenterOfMassX": 0.014263387380211741, + "CenterOfMassY": -3.0093532968315327E-18, + "CenterOfMassZ": 4.401612323133879E-34 + }, + "Box": { + "MinX": -0.01482622244076014, + "MinY": 1.465994015733707, + "MinZ": 0.004994015733709924, + "MaxX": -0.01380922244076014, + "MaxY": 1.5300059842662934, + "MaxZ": 0.06900598426629626 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_01.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.007606107459368894, + "Density": 1000.0, + "Volume": 7.606107459368894E-06, + "SurfaceArea": 0.005887289644012763, + "CenterOfMassX": 0.007499999999999991, + "CenterOfMassY": -2.6786665466011984E-18, + "CenterOfMassZ": -1.9368748514620253E-19 + }, + "Box": { + "MinX": -0.0284999999999965, + "MinY": 1.4626748061755055, + "MinZ": 0.0016748061755083726, + "MaxX": -0.013499999999996501, + "MaxY": 1.533325193824495, + "MaxZ": 0.07232519382449781 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\mechanics\\bearings\\skf\\6205-2z\\skf_bearing_6205-2z_2_02.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6205-2Z", + "SUPPLIER": "SKF", + "DESIGN": "Single row deep groove ball bearing, shield on both sides, Bore Ø 25 mm, Outside Ø 52 mm", + "MASS": "0.132", + "TraceParts.PartNumber": "10-26092016-086570", + "TraceParts.PartVersion": "1.2.1", + "TraceParts.InstanceId": "10-26092016-086570986Q544PMI8V5OGVVE9VIIN9X", + "TraceParts.PartTitle": "Deep groove ball bearings, single row, shield on both sides", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0011921965331108595, + "Density": 1000.0, + "Volume": 1.1921965331108595E-06, + "SurfaceArea": 0.0026898634004698576, + "CenterOfMassX": 0.007499999999999996, + "CenterOfMassY": -2.333859904464253E-19, + "CenterOfMassZ": -2.9314552504716414E-18 + }, + "Box": { + "MinX": -0.0284999999999965, + "MinY": 1.4746649921563195, + "MinZ": 0.013664992156322445, + "MaxX": -0.0134999999999965, + "MaxY": 1.521335007843681, + "MaxZ": 0.060335007843683744 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1", + "Children": [ + { + "Name": "610_Injector-1/Motor-Assembly-1/AxleHub35-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\AxleHub35.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", + "Properties": { + "Handle_length-600mm": {}, + "Central Axis - 180mm": { + "Based On": "AxleHub35", + "Weight": "455.74" + }, + "Global": { + "Weight": "\"SW-Mass@AxleHub35.SLDPRT\"", + "Finish": "\"SW-Material@AxleHub35.SLDPRT\"" + } + }, + "Equations": { + "test": 0.01 + }, + "Mass": { + "Mass": 0.45573720031986287, + "Density": 7858.000032, + "Volume": 5.799658926749453E-05, + "SurfaceArea": 0.025023659982510688, + "CenterOfMassX": 0.0008276348765720056, + "CenterOfMassY": -1.1752360498304523E-17, + "CenterOfMassZ": 3.4337965158506435E-19 + }, + "Box": { + "MinX": 0.06200000000000386, + "MinY": 1.4776653509154005, + "MinZ": 0.016665350915402957, + "MaxX": 0.19200000000000386, + "MaxY": 1.5183346490846008, + "MaxZ": 0.057334649084603215 + }, + "Material": { + "Material": "1023 Carbon Steel Sheet (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/620_Motor-Flange-Mod3_KM90_35-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\620_Motor-Flange-Mod3_KM90_35.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/Motor-Adapter-Plate-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\kfm-160-adapter\\Motor-Adapter-Plate.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", + "Properties": { + "Default": { + "UnitOfMeasure": "0.00" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": null, + "Material": {}, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/Cidepa-2kw-35d-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\Cidepa-2kw-35d.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", + "Properties": { + "Predeterminado": {} + }, + "Equations": {}, + "Mass": { + "Mass": 12.40328025973072, + "Density": 999.9999999976537, + "Volume": 0.01240328025975982, + "SurfaceArea": 0.9662869562268372, + "CenterOfMassX": -0.0008385361418046587, + "CenterOfMassY": -0.016585730317151392, + "CenterOfMassZ": 0.08911026631047644 + }, + "Box": { + "MinX": 0.025000000000001077, + "MinY": 1.0459999999999996, + "MinZ": -0.06600010307764048, + "MaxX": 0.2280000000000046, + "MaxY": 1.6010001030776457, + "MaxZ": 0.2615000000000116 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/622_Motor-Flange-Mod3_KM90_35-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\1500_MotorBrackets\\622_Motor-Flange-Mod3_KM90_35.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5229472273296482, + "Density": 1000.0000000000001, + "Volume": 0.0005229472273296481, + "SurfaceArea": 0.07937971078182558, + "CenterOfMassX": 7.963249492364876E-18, + "CenterOfMassY": -2.81403498086995E-18, + "CenterOfMassZ": 0.012882016844247208 + }, + "Box": { + "MinX": 0.030000000000002428, + "MinY": 1.4179999999999995, + "MinZ": -0.0629999999999993, + "MaxX": 0.060000000000004536, + "MaxY": 1.5780000000000027, + "MaxZ": 0.1370000000000037 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\Motor-Assembly.SLDASM", + "Parent": null, + "Properties": { + "Default": {}, + "BF5": {} + }, + "Equations": {}, + "Mass": { + "Mass": 13.381964687380231, + "Density": 1030.6326052819372, + "Volume": 0.012984224076356963, + "SurfaceArea": 1.0706903269911736, + "CenterOfMassX": -0.003862312970508405, + "CenterOfMassY": 0.10305185779957642, + "CenterOfMassZ": 0.2838359426776677 + }, + "Box": { + "MinX": 0.025000000000001105, + "MinY": 1.0459999999999996, + "MinZ": -0.0660001030776405, + "MaxX": 0.22800000000000462, + "MaxY": 1.6010001030776457, + "MaxZ": 0.2615000000000116 + }, + "Material": { + "AxleHub35-1": "1023 Carbon Steel Sheet (SS)", + "Cidepa-2kw-35d-1": "", + "622_Motor-Flange-Mod3_KM90_35-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/AxleHub35-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\AxleHub35.SLDPRT", + "Parent": null, + "Properties": { + "Handle_length-600mm": {}, + "Central Axis - 180mm": { + "Based On": "AxleHub35", + "Weight": "455.74" + }, + "Global": { + "Weight": "\"SW-Mass@AxleHub35.SLDPRT\"", + "Finish": "\"SW-Material@AxleHub35.SLDPRT\"" + } + }, + "Equations": { + "test": 0.01 + }, + "Mass": { + "Mass": 0.45573720031986287, + "Density": 7858.000032, + "Volume": 5.799658926749453E-05, + "SurfaceArea": 0.025023659982510688, + "CenterOfMassX": 0.0008276348765720056, + "CenterOfMassY": -1.1752360498304523E-17, + "CenterOfMassZ": 3.4337965158506435E-19 + }, + "Box": { + "MinX": 0.06200000000000386, + "MinY": 1.4776653509154005, + "MinZ": 0.016665350915402957, + "MaxX": 0.19200000000000386, + "MaxY": 1.5183346490846008, + "MaxZ": 0.057334649084603215 + }, + "Material": { + "Material": "1023 Carbon Steel Sheet (SS)", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/620_Motor-Flange-Mod3_KM90_35-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\620_Motor-Flange-Mod3_KM90_35.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/Motor-Adapter-Plate-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\kfm-160-adapter\\Motor-Adapter-Plate.SLDASM", + "Parent": null, + "Properties": { + "Default": { + "UnitOfMeasure": "0.00" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0, + "Density": 0.0, + "Volume": 0.0, + "SurfaceArea": 0.0, + "CenterOfMassX": 0.0, + "CenterOfMassY": 0.0, + "CenterOfMassZ": 0.0 + }, + "Box": null, + "Material": {}, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/Cidepa-2kw-35d-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\motor\\Cidepa-2kw-35d.sldprt", + "Parent": null, + "Properties": { + "Predeterminado": {} + }, + "Equations": {}, + "Mass": { + "Mass": 12.40328025973072, + "Density": 999.9999999976537, + "Volume": 0.01240328025975982, + "SurfaceArea": 0.9662869562268372, + "CenterOfMassX": -0.0008385361418046587, + "CenterOfMassY": -0.016585730317151392, + "CenterOfMassZ": 0.08911026631047644 + }, + "Box": { + "MinX": 0.025000000000001077, + "MinY": 1.0459999999999996, + "MinZ": -0.06600010307764048, + "MaxX": 0.2280000000000046, + "MaxY": 1.6010001030776457, + "MaxZ": 0.2615000000000116 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Motor-Assembly-1/622_Motor-Flange-Mod3_KM90_35-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\1500_MotorBrackets\\622_Motor-Flange-Mod3_KM90_35.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5229472273296482, + "Density": 1000.0000000000001, + "Volume": 0.0005229472273296481, + "SurfaceArea": 0.07937971078182558, + "CenterOfMassX": 7.963249492364876E-18, + "CenterOfMassY": -2.81403498086995E-18, + "CenterOfMassZ": 0.012882016844247208 + }, + "Box": { + "MinX": 0.030000000000002428, + "MinY": 1.4179999999999995, + "MinZ": -0.0629999999999993, + "MaxX": 0.060000000000004536, + "MaxY": 1.5780000000000027, + "MaxZ": 0.1370000000000037 }, "Material": { "Material": "", @@ -12358,52 +22652,11 @@ { "Name": "610_Injector-1/Nozzle-1/nozzle.step-1", "Children": [ - { - "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-acme.step-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\m20-acme.step.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\nozzle.step.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "material property": "Steel", - "Nomenclature": "m20-acme", - "Part Number": "m20-acme", - "Definition": "m20-acme" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.003939853486589434, - "Density": 1000.0000000000001, - "Volume": 3.9398534865894335E-06, - "SurfaceArea": 0.00382851088587518, - "CenterOfMassX": 0.659998839516895, - "CenterOfMassY": 0.026867123662466304, - "CenterOfMassZ": 0.030011315488534807 - }, - "Box": { - "MinX": -0.013620564296651079, - "MinY": 0.7469922664757386, - "MinZ": -0.013620564296637345, - "MaxX": 0.01362056429662954, - "MaxY": 0.7730000249999979, - "MaxZ": 0.013620564296643229 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-nut.step-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\m20-nut.step.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\nozzle.step.SLDASM", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\m20-nut.step.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\nozzle.step.SLDASM", "Properties": { "Default": {}, "Global": { @@ -12424,12 +22677,53 @@ "CenterOfMassZ": 0.030000000000000006 }, "Box": { - "MinX": -0.017012155315270724, - "MinY": 0.7599999999999979, - "MinZ": -0.017012155315257044, - "MaxX": 0.017012155315249407, - "MaxY": 0.7779999999999979, - "MaxZ": 0.01701215531526304 + "MinX": -0.0170121553152705, + "MinY": 0.7600000000000199, + "MinZ": -0.01701215531525571, + "MaxX": 0.01701215531524963, + "MaxY": 0.7780000000000199, + "MaxZ": 0.01701215531526437 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-acme.step-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\m20-acme.step.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\nozzle.step.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "material property": "Steel", + "Nomenclature": "m20-acme", + "Part Number": "m20-acme", + "Definition": "m20-acme" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.003939853486589434, + "Density": 1000.0000000000001, + "Volume": 3.9398534865894335E-06, + "SurfaceArea": 0.00382851088587518, + "CenterOfMassX": 0.659998839516895, + "CenterOfMassY": 0.026867123662466304, + "CenterOfMassZ": 0.030011315488534807 + }, + "Box": { + "MinX": -0.013620564296650857, + "MinY": 0.7469922664757606, + "MinZ": -0.013620564296636013, + "MaxX": 0.013620564296629762, + "MaxY": 0.7730000250000199, + "MaxZ": 0.013620564296644561 }, "Material": { "Material": "", @@ -12441,7 +22735,7 @@ "activeConfiguration": null } ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\nozzle.step.SLDASM", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\nozzle.step.SLDASM", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Nozzle.SLDASM", "Properties": { "Default": {}, @@ -12454,24 +22748,24 @@ "Equations": {}, "Mass": { "Mass": 0.010137692193346495, - "Density": 999.9999999999999, - "Volume": 1.0137692193346496E-05, + "Density": 1000.0000000000001, + "Volume": 1.0137692193346494E-05, "SurfaceArea": 0.0065984787413272674, - "CenterOfMassX": 0.6599995489966237, - "CenterOfMassY": 0.03200970137422021, - "CenterOfMassZ": 0.030004397585378026 + "CenterOfMassX": 0.6599995489966236, + "CenterOfMassY": 0.032009701374220205, + "CenterOfMassZ": 0.030004397585378022 }, "Box": { - "MinX": -0.017012155315270727, - "MinY": 0.7469922664757387, - "MinZ": -0.017012155315257044, - "MaxX": 0.01701215531524941, - "MaxY": 0.7779999999999978, - "MaxZ": 0.01701215531526304 + "MinX": -0.017012155315270505, + "MinY": 0.7469922664757607, + "MinZ": -0.01701215531525571, + "MaxX": 0.017012155315249633, + "MaxY": 0.7780000000000198, + "MaxZ": 0.01701215531526437 }, "Material": { - "m20-acme.step-1": "", - "m20-nut.step-1": "" + "m20-nut.step-1": "", + "m20-acme.step-1": "" }, "States": {}, "LaserParts": null, @@ -12500,16 +22794,16 @@ "CenterOfMassZ": 0.030004397585378026 }, "Box": { - "MinX": -0.017012155315270727, - "MinY": 0.7469922664757387, - "MinZ": -0.017012155315257044, - "MaxX": 0.01701215531524941, - "MaxY": 0.7779999999999978, - "MaxZ": 0.01701215531526304 + "MinX": -0.017012155315270505, + "MinY": 0.7469922664757607, + "MinZ": -0.01701215531525571, + "MaxX": 0.017012155315249633, + "MaxY": 0.7780000000000198, + "MaxZ": 0.01701215531526437 }, "Material": { - "nozzle.step-1/m20-acme.step-1": "", - "nozzle.step-1/m20-nut.step-1": "" + "nozzle.step-1/m20-nut.step-1": "", + "nozzle.step-1/m20-acme.step-1": "" }, "States": {}, "LaserParts": null, @@ -12519,52 +22813,11 @@ { "Name": "610_Injector-1/Nozzle-1/nozzle.step-1", "Children": [ - { - "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-acme.step-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\m20-acme.step.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\nozzle.step.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "material property": "Steel", - "Nomenclature": "m20-acme", - "Part Number": "m20-acme", - "Definition": "m20-acme" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.003939853486589434, - "Density": 1000.0000000000001, - "Volume": 3.9398534865894335E-06, - "SurfaceArea": 0.00382851088587518, - "CenterOfMassX": 0.659998839516895, - "CenterOfMassY": 0.026867123662466304, - "CenterOfMassZ": 0.030011315488534807 - }, - "Box": { - "MinX": -0.013620564296651079, - "MinY": 0.7469922664757386, - "MinZ": -0.013620564296637345, - "MaxX": 0.01362056429662954, - "MaxY": 0.7730000249999979, - "MaxZ": 0.013620564296643229 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-nut.step-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\m20-nut.step.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\nozzle.step.SLDASM", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\m20-nut.step.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\nozzle.step.SLDASM", "Properties": { "Default": {}, "Global": { @@ -12585,12 +22838,53 @@ "CenterOfMassZ": 0.030000000000000006 }, "Box": { - "MinX": -0.017012155315270724, - "MinY": 0.7599999999999979, - "MinZ": -0.017012155315257044, - "MaxX": 0.017012155315249407, - "MaxY": 0.7779999999999979, - "MaxZ": 0.01701215531526304 + "MinX": -0.0170121553152705, + "MinY": 0.7600000000000199, + "MinZ": -0.01701215531525571, + "MaxX": 0.01701215531524963, + "MaxY": 0.7780000000000199, + "MaxZ": 0.01701215531526437 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-acme.step-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\m20-acme.step.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\nozzle.step.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "material property": "Steel", + "Nomenclature": "m20-acme", + "Part Number": "m20-acme", + "Definition": "m20-acme" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.003939853486589434, + "Density": 1000.0000000000001, + "Volume": 3.9398534865894335E-06, + "SurfaceArea": 0.00382851088587518, + "CenterOfMassX": 0.659998839516895, + "CenterOfMassY": 0.026867123662466304, + "CenterOfMassZ": 0.030011315488534807 + }, + "Box": { + "MinX": -0.013620564296650857, + "MinY": 0.7469922664757606, + "MinZ": -0.013620564296636013, + "MaxX": 0.013620564296629762, + "MaxY": 0.7730000250000199, + "MaxZ": 0.013620564296644561 }, "Material": { "Material": "", @@ -12602,7 +22896,7 @@ "activeConfiguration": null } ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\nozzle.step.SLDASM", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\nozzle.step.SLDASM", "Parent": null, "Properties": { "Default": {}, @@ -12615,65 +22909,24 @@ "Equations": {}, "Mass": { "Mass": 0.010137692193346495, - "Density": 1000.0000000000001, - "Volume": 1.0137692193346494E-05, + "Density": 999.9999999999999, + "Volume": 1.0137692193346496E-05, "SurfaceArea": 0.0065984787413272674, - "CenterOfMassX": 0.6599995489966236, - "CenterOfMassY": 0.032009701374220205, - "CenterOfMassZ": 0.030004397585378022 + "CenterOfMassX": 0.6599995489966237, + "CenterOfMassY": 0.03200970137422021, + "CenterOfMassZ": 0.030004397585378026 }, "Box": { - "MinX": -0.017012155315270727, - "MinY": 0.7469922664757387, - "MinZ": -0.017012155315257044, - "MaxX": 0.01701215531524941, - "MaxY": 0.7779999999999978, - "MaxZ": 0.01701215531526304 + "MinX": -0.017012155315270505, + "MinY": 0.7469922664757607, + "MinZ": -0.01701215531525571, + "MaxX": 0.017012155315249633, + "MaxY": 0.7780000000000198, + "MaxZ": 0.01701215531526437 }, "Material": { - "m20-acme.step-1": "", - "m20-nut.step-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-acme.step-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\m20-acme.step.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "material property": "Steel", - "Nomenclature": "m20-acme", - "Part Number": "m20-acme", - "Definition": "m20-acme" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.003939853486589434, - "Density": 1000.0000000000001, - "Volume": 3.9398534865894335E-06, - "SurfaceArea": 0.00382851088587518, - "CenterOfMassX": 0.659998839516895, - "CenterOfMassY": 0.026867123662466304, - "CenterOfMassZ": 0.030011315488534807 - }, - "Box": { - "MinX": -0.013620564296651079, - "MinY": 0.7469922664757386, - "MinZ": -0.013620564296637345, - "MaxX": 0.01362056429662954, - "MaxY": 0.7730000249999979, - "MaxZ": 0.013620564296643229 - }, - "Material": { - "Material": "", - "Materials": "" + "m20-nut.step-1": "", + "m20-acme.step-1": "" }, "States": {}, "LaserParts": null, @@ -12683,7 +22936,7 @@ { "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-nut.step-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\m20-nut.step.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\m20-nut.step.SLDPRT", "Parent": null, "Properties": { "Default": {}, @@ -12705,12 +22958,119 @@ "CenterOfMassZ": 0.030000000000000006 }, "Box": { - "MinX": -0.017012155315270724, - "MinY": 0.7599999999999979, - "MinZ": -0.017012155315257044, - "MaxX": 0.017012155315249407, - "MaxY": 0.7779999999999979, - "MaxZ": 0.01701215531526304 + "MinX": -0.0170121553152705, + "MinY": 0.7600000000000199, + "MinZ": -0.01701215531525571, + "MaxX": 0.01701215531524963, + "MaxY": 0.7780000000000199, + "MaxZ": 0.01701215531526437 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Nozzle-1/nozzle.step-1/m20-acme.step-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\IC~~\\m20-acme.step.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "material property": "Steel", + "Nomenclature": "m20-acme", + "Part Number": "m20-acme", + "Definition": "m20-acme" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.003939853486589434, + "Density": 1000.0000000000001, + "Volume": 3.9398534865894335E-06, + "SurfaceArea": 0.00382851088587518, + "CenterOfMassX": 0.659998839516895, + "CenterOfMassY": 0.026867123662466304, + "CenterOfMassZ": 0.030011315488534807 + }, + "Box": { + "MinX": -0.013620564296650857, + "MinY": 0.7469922664757606, + "MinZ": -0.013620564296636013, + "MaxX": 0.013620564296629762, + "MaxY": 0.7730000250000199, + "MaxZ": 0.013620564296644561 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/710_60-40-SupportBeam-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/400_Drive-25-630-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\manual-drive\\400_Drive-25-630.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/Heat_band_35-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Heat_band_35.SLDPRT", + "Parent": null, + "Properties": { + "V4_barrel": {}, + "V3-barrel": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0693043354067057, + "Density": 1000.0, + "Volume": 6.93043354067057E-05, + "SurfaceArea": 0.021046064353195636, + "CenterOfMassX": 2.9501687577829858E-09, + "CenterOfMassY": -0.0007766475266671523, + "CenterOfMassZ": -0.00036261922713985375 + }, + "Box": { + "MinX": -0.03849880961791977, + "MinY": 0.78229717020093, + "MinZ": -0.04333288951004666, + "MaxX": 0.03809882781520458, + "MaxY": 0.8422971702009301, + "MaxZ": 0.04221610099654351 }, "Material": { "Material": "", @@ -12733,21 +23093,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.04195993672876748, + "Mass": 0.04224872690794146, "Density": 1000.0, - "Volume": 4.195993672876748E-05, - "SurfaceArea": 0.08626174764913727, - "CenterOfMassX": 0.00026330853706074377, - "CenterOfMassY": 0.09472074602641939, - "CenterOfMassZ": 0.07058275393067981 + "Volume": 4.224872690794146E-05, + "SurfaceArea": 0.0867351902611697, + "CenterOfMassX": -1.1239422765367995E-05, + "CenterOfMassY": 0.09489346325995693, + "CenterOfMassZ": 0.07075576272000762 }, "Box": { "MinX": -0.13200252500001058, - "MinY": 1.348003353330464, - "MinZ": -0.06929037210524877, + "MinY": 1.3480033533302733, + "MinZ": -0.06929037210524581, "MaxX": -1.0103029524088925E-14, - "MaxY": 1.4930058783304643, - "MaxZ": 0.06929037210524913 + "MaxY": 1.4930058783302735, + "MaxZ": 0.06929037210525209 }, "Material": { "Material": "", @@ -12759,78 +23119,50 @@ "activeConfiguration": null }, { - "Name": "socket head cap screw_am-1", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2", + "Name": "610_Injector-1/360_ExtrusionShield-1", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-2/lbbr25-skf-1", + "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Cover-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", "Properties": { - "Default": {} + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "ELZ-M-RC2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 580.0, + "D1@Boss-Extrude1": 580.0, + "D2@Sketch11": 780.0, + "D1@Sketch44": 680.0, + "D1@LPattern1": 8.923076923076923, + "D3@LPattern2": 96.66666666666667 }, - "Equations": {}, "Mass": { - "Mass": 0.004478719588132996, + "Mass": 0.20016529759448615, "Density": 1000.0, - "Volume": 4.478719588132996E-06, - "SurfaceArea": 0.009699478965475999, - "CenterOfMassX": -0.009999999999999998, - "CenterOfMassY": -7.102504379624776E-14, - "CenterOfMassZ": 0.0005 + "Volume": 0.00020016529759448614, + "SurfaceArea": 0.40488023071212187, + "CenterOfMassX": 0.00019259592843552613, + "CenterOfMassY": 0.00013905273369508353, + "CenterOfMassZ": 0.28992732067988697 }, "Box": { - "MinX": -0.030000000000000318, - "MinY": 1.3910527098772236, - "MinZ": -0.36, - "MaxX": 0.030000000000088095, - "MaxY": 1.3920527098772235, - "MaxZ": -0.24 + "MinX": -0.0510000000000106, + "MinY": 0.7667508768054251, + "MinZ": -0.05888972745733877, + "MaxX": 0.05099999999998956, + "MaxY": 1.3467508768054253, + "MaxZ": 0.05858032638058655 }, "Material": { "Material": "", @@ -12842,538 +23174,40 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "PreviewCfg": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, - "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, - "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, - "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} - }, - "Equations": { - "D3@Sketch1": 4.0, - "D4@Sketch1": 4.0, - "D5@Sketch1": 4.0, - "Thread_minor@ThreadCosmetic": 4.11, - "D1@Sketch3": 4.0, - "D1@Sketch5": 4.0, - "Head_ch_ang@Sketch5": 30.000000000000206, - "D1@Sketch4": 8.0, - "D1@Sketch6": 7.0, - "D1@Indent": 0.45625, - "Thread_length@ThreadCosmetic": 9.2, - "Thread_minor@ThdSchSke": 4.11, - "Diameter@ThdSchSke": 5.0, - "Overcut@ThdSchSke": 6.25, - "Start@ThdSchSke": 4.450000000000001, - "Num_threads@ThdSchPat": 11.0, - "Advance@ThdSchPat": 0.8363636363636363 - }, - "Mass": { - "Mass": 0.0003764959113741406, - "Density": 1000.0, - "Volume": 3.764959113741406E-07, - "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 - }, - "Box": { - "MinX": -0.030000000000000117, - "MinY": 1.4062792071853272, - "MinZ": -0.35738685996664254, - "MaxX": 0.034149999999999923, - "MaxY": 1.41782621256912, - "MaxZ": -0.34738685996664254 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-1", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-2", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.04300000000000011, - "MinY": 1.4080527098772233, - "MinZ": -0.35638685996664254, - "MaxX": -0.030000000000000082, - "MaxY": 1.4160527098772233, - "MaxZ": -0.34838685996664254 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.05832840594686201, - "MinY": 1.40764726243913, - "MinZ": -0.35678685996664256, - "MaxX": -0.05382840594686198, - "MaxY": 1.4164581573153165, - "MaxZ": -0.3479868599666425 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.0606801812313213, - "MinY": 1.4038573920521047, - "MinZ": -0.39427342046929875, - "MaxX": -0.03578301046141987, - "MaxY": 1.4202487072665295, - "MaxZ": -0.3442868599666425 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.0589124181235864, - "MinY": 1.4093027098772233, - "MinZ": -0.3551368599666425, - "MaxX": -0.047428405946861985, - "MaxY": 1.4148027098772233, - "MaxZ": -0.34963685996664257 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.05549840594686202, - "MinY": 1.4037927098772234, - "MinZ": -0.36064685996664253, - "MaxX": -0.030000000000000065, - "MaxY": 1.4203127098772232, - "MaxZ": -0.34412685996664255 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "TYPE": "CATPART" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0062808571040847755, - "Density": 1000.0000000000001, - "Volume": 6.280857104084775E-06, - "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695323, - "CenterOfMassY": 2.657966233312328E-07, - "CenterOfMassZ": 0.010072303501530778 - }, - "Box": { - "MinX": -0.0606801812313213, - "MinY": 1.4037927098772232, - "MinZ": -0.39427342046929875, - "MaxX": -0.03000000000000006, - "MaxY": 1.4203127098772235, - "MaxZ": -0.34412685996664255 - }, - "Material": { - "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", - "6355015_02-1": "", - "6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", "Properties": { - "Swivel-M6": {}, - "2xM8": {} + "Default": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "Katbot": {}, + "ELZ-M-RC2": {} + }, + "Equations": { + "DiameterInner": 99.7, + "D1@Sketch1": 99.7, + "BarrelDiameter": 36.1, + "D2@Sketch1": 36.1 }, - "Equations": {}, "Mass": { - "Mass": 0.008297688066683562, - "Density": 1000.0, - "Volume": 8.297688066683562E-06, - "SurfaceArea": 0.007415598903904077, - "CenterOfMassX": 0.003892600985640927, - "CenterOfMassY": -9.240576016171226E-07, - "CenterOfMassZ": -0.025700291904778152 + "Mass": 0.008006433545567768, + "Density": 999.9999999999999, + "Volume": 8.006433545567769E-06, + "SurfaceArea": 0.016772589557871215, + "CenterOfMassX": 0.000988098249422438, + "CenterOfMassY": 9.04266030997633E-17, + "CenterOfMassZ": 2.107615631859357E-17 }, "Box": { - "MinX": -0.06068018123132131, - "MinY": 1.4037927098772234, - "MinZ": -0.39427342046929875, - "MaxX": 0.034149999999999944, - "MaxY": 1.4203127098772237, - "MaxZ": -0.34412685996664255 - }, - "Material": { - "formed hex screw_am-2": "", - "6355015-1/6355015_01-1": "", - "6355015-1/6355015_03-1": "", - "6355015-1/6355015_05-1": "", - "6355015-1/6355015_02-1": "", - "6355015-1/6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/SlideDual-40ID-60D-120W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", - "Properties": { - "SwivelClamp": {}, - "2xM8": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.45694320267169036, - "Density": 2700.0, - "Volume": 0.00016923822321173717, - "SurfaceArea": 0.03941934041106202, - "CenterOfMassX": 2.0705768488621686E-17, - "CenterOfMassY": -9.285774435530242E-18, - "CenterOfMassZ": 0.02 - }, - "Box": { - "MinX": -0.030000000000000113, - "MinY": 1.3920527098772235, - "MinZ": -0.36, - "MaxX": 0.029999999999999905, - "MaxY": 1.4320527098772236, - "MaxZ": -0.24 - }, - "Material": { - "Material": "6061 Alloy", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/lbbr25-skf-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Cover-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004478719588132996, - "Density": 1000.0, - "Volume": 4.478719588132996E-06, - "SurfaceArea": 0.009699478965475999, - "CenterOfMassX": -0.009999999999999998, - "CenterOfMassY": -7.102504379624776E-14, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.030000000000000318, - "MinY": 1.4320527098772236, - "MinZ": -0.36, - "MaxX": 0.030000000000088095, - "MaxY": 1.4330527098772234, - "MaxZ": -0.24 + "MinX": -0.049850000000010594, + "MinY": 0.7667508768054254, + "MinZ": -0.057252420761443996, + "MaxX": 0.04984999999998947, + "MaxY": 0.7807508768054254, + "MaxZ": 0.05725242076145041 }, "Material": { "Material": "", @@ -13385,456 +23219,96 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "PreviewCfg": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, - "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, - "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, - "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} - }, - "Equations": { - "D3@Sketch1": 4.0, - "D4@Sketch1": 4.0, - "D5@Sketch1": 4.0, - "Thread_minor@ThreadCosmetic": 4.11, - "D1@Sketch3": 4.0, - "D1@Sketch5": 4.0, - "Head_ch_ang@Sketch5": 30.000000000000206, - "D1@Sketch4": 8.0, - "D1@Sketch6": 7.0, - "D1@Indent": 0.45625, - "Thread_length@ThreadCosmetic": 9.2, - "Thread_minor@ThdSchSke": 4.11, - "Diameter@ThdSchSke": 5.0, - "Overcut@ThdSchSke": 6.25, - "Start@ThdSchSke": 4.450000000000001, - "Num_threads@ThdSchPat": 11.0, - "Advance@ThdSchPat": 0.8363636363636363 - }, - "Mass": { - "Mass": 0.0003764959113741406, - "Density": 1000.0, - "Volume": 3.764959113741406E-07, - "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 - }, - "Box": { - "MinX": -0.030000000000000103, - "MinY": 1.406279207185327, - "MinZ": -0.2526131400333574, - "MaxX": 0.03414999999999994, - "MaxY": 1.4178262125691197, - "MaxZ": -0.2426131400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-1", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-2", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.043000000000000094, - "MinY": 1.4080527098772233, - "MinZ": -0.25161314003335744, - "MaxX": -0.03000000000000007, - "MaxY": 1.4160527098772233, - "MaxZ": -0.2436131400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.058328405946862, - "MinY": 1.40764726243913, - "MinZ": -0.2520131400333574, - "MaxX": -0.05382840594686197, - "MaxY": 1.4164581573153165, - "MaxZ": -0.2432131400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.06068018123132128, - "MinY": 1.403856712487917, - "MinZ": -0.2557131400333575, - "MaxX": -0.035783010461419865, - "MaxY": 1.420248027702342, - "MaxZ": -0.2057265795307012 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.058912418123586385, - "MinY": 1.4093027098772233, - "MinZ": -0.2503631400333574, - "MaxX": -0.04742840594686197, - "MaxY": 1.4148027098772233, - "MaxZ": -0.2448631400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.055498405946862006, - "MinY": 1.4037927098772232, - "MinZ": -0.2558731400333574, - "MaxX": -0.03000000000000005, - "MaxY": 1.4203127098772235, - "MaxZ": -0.23935314003335742 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "TYPE": "CATPART" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.006280857104084775, - "Density": 1000.0000000000001, - "Volume": 6.280857104084774E-06, - "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695322, - "CenterOfMassY": 2.657966233311999E-07, - "CenterOfMassZ": 0.010072303501530778 - }, - "Box": { - "MinX": -0.060680181231321274, - "MinY": 1.4037927098772232, - "MinZ": -0.2558731400333574, - "MaxX": -0.030000000000000047, - "MaxY": 1.4203127098772235, - "MaxZ": -0.2057265795307012 - }, - "Material": { - "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", - "6355015_02-1": "", - "6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", "Properties": { - "Swivel-M6": {}, - "2xM8": {} + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "ELZ-M-RC2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 580.0, + "D1@Boss-Extrude1": 580.0, + "D2@Sketch11": 780.0, + "D1@Sketch44": 680.0, + "D1@LPattern1": 8.923076923076923, + "D3@LPattern2": 96.66666666666667 }, - "Equations": {}, "Mass": { - "Mass": 0.008297688066683562, - "Density": 999.9999999999998, - "Volume": 8.297688066683564E-06, - "SurfaceArea": 0.007415598903904077, - "CenterOfMassX": 0.0038926009856409304, - "CenterOfMassY": -9.240576016170587E-07, - "CenterOfMassZ": -0.02570029190477816 + "Mass": 0.20016529759448615, + "Density": 1000.0, + "Volume": 0.00020016529759448614, + "SurfaceArea": 0.40488023071212187, + "CenterOfMassX": 0.00019259592843552613, + "CenterOfMassY": 0.00013905273369508353, + "CenterOfMassZ": 0.28992732067988697 }, "Box": { - "MinX": -0.060680181231321295, - "MinY": 1.4037927098772234, - "MinZ": -0.2558731400333574, - "MaxX": 0.03414999999999996, - "MaxY": 1.4203127098772237, - "MaxZ": -0.20572657953070117 + "MinX": -0.0510000000000106, + "MinY": 0.7667508768054251, + "MinZ": -0.05858032638058037, + "MaxX": 0.05099999999998956, + "MaxY": 1.3467508768054253, + "MaxZ": 0.05888972745734492 }, "Material": { - "formed hex screw_am-2": "", - "6355015-1/6355015_01-1": "", - "6355015-1/6355015_03-1": "", - "6355015-1/6355015_05-1": "", - "6355015-1/6355015_02-1": "", - "6355015-1/6355015_04-1": "" + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "Katbot": {}, + "ELZ-M-RC2": {} + }, + "Equations": { + "DiameterInner": 99.7, + "D1@Sketch1": 99.7, + "BarrelDiameter": 36.1, + "D2@Sketch1": 36.1 + }, + "Mass": { + "Mass": 0.008006433545567768, + "Density": 999.9999999999999, + "Volume": 8.006433545567769E-06, + "SurfaceArea": 0.016772589557871215, + "CenterOfMassX": 0.000988098249422438, + "CenterOfMassY": 9.04266030997633E-17, + "CenterOfMassZ": 2.107615631859357E-17 + }, + "Box": { + "MinX": -0.04985000000001054, + "MinY": 1.332750876805425, + "MinZ": -0.057252420761444156, + "MaxX": 0.049849999999989555, + "MaxY": 1.3467508768054253, + "MaxZ": 0.05725242076145026 + }, + "Material": { + "Material": "", + "Materials": "" }, "States": {}, "LaserParts": null, @@ -13842,46 +23316,43 @@ "activeConfiguration": null } ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\360_ExtrusionShield.SLDASM", "Parent": null, "Properties": { - "Swivel-M6": {}, - "2xM8": {} + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "ELZ-M-RC2": {}, + "40D-360": {} + }, + "Equations": { + "Diameter": 100.0 }, - "Equations": {}, "Mass": { - "Mass": 0.5035660515904191, - "Density": 2485.582869129485, - "Volume": 0.0002025947546728872, - "SurfaceArea": 0.07083462913220573, - "CenterOfMassX": 1.7645625984241423E-17, - "CenterOfMassY": -3.6017799611357985E-19, - "CenterOfMassZ": 0.0011050271556161428 + "Mass": 0.4163434622801074, + "Density": 1000.0, + "Volume": 0.0004163434622801074, + "SurfaceArea": 0.8433056405399861, + "CenterOfMassX": -0.4970417569756664, + "CenterOfMassY": 0.1044752740516875, + "CenterOfMassZ": -0.11708122965544292 }, "Box": { - "MinX": -0.06068018123132135, - "MinY": 1.3910527098772232, - "MinZ": -0.3942734204692988, - "MaxX": 0.03415, - "MaxY": 1.4330527098772239, - "MaxZ": -0.2057265795307012 + "MinX": -0.05100000000001061, + "MinY": 0.7667508768054251, + "MinZ": -0.058580326380580375, + "MaxX": 0.050999999999989575, + "MaxY": 1.3467508768054253, + "MaxZ": 0.05888972745734493 }, "Material": { - "Cover-1": "", - "Fasteners-1/formed hex screw_am-2": "", - "Fasteners-1/6355015-1/6355015_01-1": "", - "Fasteners-1/6355015-1/6355015_03-1": "", - "Fasteners-1/6355015-1/6355015_05-1": "", - "Fasteners-1/6355015-1/6355015_02-1": "", - "Fasteners-1/6355015-1/6355015_04-1": "", - "SlideDual-40ID-60D-120W-1": "6061 Alloy", - "Cover-2": "", - "Fasteners-2/formed hex screw_am-2": "", - "Fasteners-2/6355015-1/6355015_01-1": "", - "Fasteners-2/6355015-1/6355015_03-1": "", - "Fasteners-2/6355015-1/6355015_05-1": "", - "Fasteners-2/6355015-1/6355015_02-1": "", - "Fasteners-2/6355015-1/6355015_04-1": "" + "362_ShieldSeg_x2_1mm_INOX-1": "", + "361_Shield_x2_1mm_INOX-2": "", + "362_ShieldSeg_x2_1mm_INOX-5": "", + "361_Shield_x2_1mm_INOX-3": "" }, "States": {}, "LaserParts": null, @@ -13889,45 +23360,720 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-2/lbbr25-skf-1", + "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "ELZ-M-RC2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 580.0, + "D1@Boss-Extrude1": 580.0, + "D2@Sketch11": 780.0, + "D1@Sketch44": 680.0, + "D1@LPattern1": 8.923076923076923, + "D3@LPattern2": 96.66666666666667 + }, + "Mass": { + "Mass": 0.20016529759448615, + "Density": 1000.0, + "Volume": 0.00020016529759448614, + "SurfaceArea": 0.40488023071212187, + "CenterOfMassX": 0.00019259592843552613, + "CenterOfMassY": 0.00013905273369508353, + "CenterOfMassZ": 0.28992732067988697 + }, + "Box": { + "MinX": -0.0510000000000106, + "MinY": 0.7667508768054251, + "MinZ": -0.05888972745733877, + "MaxX": 0.05099999999998956, + "MaxY": 1.3467508768054253, + "MaxZ": 0.05858032638058655 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, "LaserParts": null, - "IsSuppressed": true, + "IsSuppressed": false, "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-2/Cover-1", + "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "Katbot": {}, + "ELZ-M-RC2": {} + }, + "Equations": { + "DiameterInner": 99.7, + "D1@Sketch1": 99.7, + "BarrelDiameter": 36.1, + "D2@Sketch1": 36.1 + }, + "Mass": { + "Mass": 0.008006433545567768, + "Density": 999.9999999999999, + "Volume": 8.006433545567769E-06, + "SurfaceArea": 0.016772589557871215, + "CenterOfMassX": 0.000988098249422438, + "CenterOfMassY": 9.04266030997633E-17, + "CenterOfMassZ": 2.107615631859357E-17 + }, + "Box": { + "MinX": -0.049850000000010594, + "MinY": 0.7667508768054254, + "MinZ": -0.057252420761443996, + "MaxX": 0.04984999999998947, + "MaxY": 0.7807508768054254, + "MaxZ": 0.05725242076145041 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "ELZ-M-RC2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 580.0, + "D1@Boss-Extrude1": 580.0, + "D2@Sketch11": 780.0, + "D1@Sketch44": 680.0, + "D1@LPattern1": 8.923076923076923, + "D3@LPattern2": 96.66666666666667 + }, + "Mass": { + "Mass": 0.20016529759448615, + "Density": 1000.0, + "Volume": 0.00020016529759448614, + "SurfaceArea": 0.40488023071212187, + "CenterOfMassX": 0.00019259592843552613, + "CenterOfMassY": 0.00013905273369508353, + "CenterOfMassZ": 0.28992732067988697 + }, + "Box": { + "MinX": -0.0510000000000106, + "MinY": 0.7667508768054251, + "MinZ": -0.05858032638058037, + "MaxX": 0.05099999999998956, + "MaxY": 1.3467508768054253, + "MaxZ": 0.05888972745734492 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\350_Shields\\361_Shield_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {}, + "Katbot": {}, + "ELZ-M-RC2": {} + }, + "Equations": { + "DiameterInner": 99.7, + "D1@Sketch1": 99.7, + "BarrelDiameter": 36.1, + "D2@Sketch1": 36.1 + }, + "Mass": { + "Mass": 0.008006433545567768, + "Density": 999.9999999999999, + "Volume": 8.006433545567769E-06, + "SurfaceArea": 0.016772589557871215, + "CenterOfMassX": 0.000988098249422438, + "CenterOfMassY": 9.04266030997633E-17, + "CenterOfMassZ": 2.107615631859357E-17 + }, + "Box": { + "MinX": -0.04985000000001054, + "MinY": 1.332750876805425, + "MinZ": -0.057252420761444156, + "MaxX": 0.049849999999989555, + "MaxY": 1.3467508768054253, + "MaxZ": 0.05725242076145026 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1", + "Children": [ + { + "Name": "610_Injector-1/GlobalValve-40-1/Pin-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Pin.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": { + "Description": "ASI 304 - 19.88D !!!" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.04190408962761022, + "Density": 999.9999999999999, + "Volume": 4.190408962761022E-05, + "SurfaceArea": 0.009052207691520727, + "CenterOfMassX": -0.08481586364959327, + "CenterOfMassY": 0.008499999999999936, + "CenterOfMassZ": -0.007777586020940339 + }, + "Box": { + "MinX": -0.10830000000001058, + "MinY": 0.7200600000000199, + "MinZ": -0.009939999999997017, + "MaxX": 0.02669999999998942, + "MaxY": 0.73994000000002, + "MaxZ": 0.009940000000003012 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Lever-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\injection\\components\\304_Valve-40mm\\cad\\Lever.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {}, + "10 id ": {}, + "15": {}, + "20": {}, + "25": {}, + "30": {}, + "35": {}, + "40": {}, + "45": {}, + "50": {}, + "55": {}, + "60": {}, + "65": {}, + "70": {}, + "75": {}, + "80": {}, + "90": {}, + "95": {}, + "100": {} + }, + "Equations": {}, + "Mass": { + "Mass": 8.62092473386901E-05, + "Density": 1000.0000000000001, + "Volume": 8.620924733869009E-08, + "SurfaceArea": 0.0003196520090057431, + "CenterOfMassX": -4.1228659387316674E-18, + "CenterOfMassY": 0.002675999320581853, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.026000000000010598, + "MinY": 0.7164519350599905, + "MinZ": -0.01221417219057706, + "MaxX": -0.02500000000001059, + "MaxY": 0.742878035351282, + "MaxZ": 0.012287576084772066 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Block-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Block.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.06702906721603379, + "Density": 1000.0, + "Volume": 6.702906721603379E-05, + "SurfaceArea": 0.01798595174909374, + "CenterOfMassX": -0.09724138114472938, + "CenterOfMassY": 0.00681911341383255, + "CenterOfMassZ": 0.04120689676753433 + }, + "Box": { + "MinX": -0.0250000000000106, + "MinY": 0.7115000000000201, + "MinZ": -0.029999999999997046, + "MaxX": 0.024999999999989423, + "MaxY": 0.74500000000002, + "MaxZ": 0.030000000000002986 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Lever-Arm-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Lever-Arm.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.008391901633978465, + "Density": 1000.0000000000001, + "Volume": 8.391901633978465E-06, + "SurfaceArea": 0.003566482097778462, + "CenterOfMassX": -0.09400000177323806, + "CenterOfMassY": 0.008499999999999926, + "CenterOfMassZ": 0.062461394451205694 + }, + "Box": { + "MinX": -0.10442570855939157, + "MinY": 0.7263487941035716, + "MinZ": -0.004999999999997038, + "MaxX": -0.09442570855939153, + "MaxY": 0.8343487941036305, + "MaxZ": 0.005000000000003071 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Gate-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Gate.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.02090264565957805, + "Density": 1000.0, + "Volume": 2.090264565957805E-05, + "SurfaceArea": 0.006611892613196522, + "CenterOfMassX": -0.0939978170028885, + "CenterOfMassY": 0.03294881532374283, + "CenterOfMassZ": 0.03900379359621909 + }, + "Box": { + "MinX": -0.02000000000001051, + "MinY": 0.74500000000002, + "MinZ": -0.01999999999999695, + "MaxX": 0.019999999999989318, + "MaxY": 0.7675442103508548, + "MaxZ": 0.02000000000000289 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Heat_band-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\components\\shared\\Heat_band.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0031415926535897994, + "Density": 1000.0, + "Volume": 3.1415926535897993E-06, + "SurfaceArea": 0.0014137166941154088, + "CenterOfMassX": -0.10281250221654742, + "CenterOfMassY": 0.008500000000057377, + "CenterOfMassZ": 0.09875000026077002 + }, + "Box": { + "MinX": -0.015000000000010588, + "MinY": 0.7290637602590595, + "MinZ": -0.027936239740957623, + "MaxX": 0.02499999999998942, + "MaxY": 0.7409362397409807, + "MaxZ": -0.016063760259036414 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0031415926535897994, + "Density": 1000.0, + "Volume": 3.1415926535897993E-06, + "SurfaceArea": 0.0014137166941154088, + "CenterOfMassX": -0.10281250221654742, + "CenterOfMassY": 0.008500000000057377, + "CenterOfMassZ": 0.09875000026077002 + }, + "Box": { + "MinX": -0.01500000000001056, + "MinY": 0.7289352196274372, + "MinZ": 0.01593521962742021, + "MaxX": 0.024999999999989447, + "MaxY": 0.7410647803726027, + "MaxZ": 0.028064780372585658 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/LeverBall-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\LeverBall.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.007238229473870883, + "Density": 1000.0, + "Volume": 7.238229473870883E-06, + "SurfaceArea": 0.0018095573684677208, + "CenterOfMassX": 0.09400000177323803, + "CenterOfMassY": 0.008499999999999919, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": -0.11142570855939155, + "MinY": 0.8223487941036302, + "MinZ": -0.011999999999996597, + "MaxX": -0.08742570855939155, + "MaxY": 0.8463487941036302, + "MaxZ": 0.012000000000003428 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", + "Properties": { + "Default": {}, + "10 id ": {}, + "15": {}, + "20": {}, + "25": {}, + "30": {}, + "35": {}, + "40": {}, + "45": {}, + "50": {}, + "55": {}, + "60": {}, + "65": {}, + "70": {}, + "75": {}, + "80": {}, + "90": {}, + "95": {}, + "100": {} + }, + "Equations": {}, + "Mass": { + "Mass": 8.62092473386901E-05, + "Density": 1000.0000000000001, + "Volume": 8.620924733869009E-08, + "SurfaceArea": 0.0003196520090057431, + "CenterOfMassX": -4.1228659387316674E-18, + "CenterOfMassY": 0.002675999320581853, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": 0.024999999999989416, + "MinY": 0.7168110117876899, + "MinZ": -0.011017908895767313, + "MaxX": 0.025999999999989424, + "MaxY": 0.7410149518109502, + "MaxZ": 0.011014951810933224 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\GlobalValve-40.SLDASM", "Parent": null, "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.004478719588132996, - "Density": 1000.0, - "Volume": 4.478719588132996E-06, - "SurfaceArea": 0.009699478965475999, - "CenterOfMassX": -0.009999999999999998, - "CenterOfMassY": -7.102504379624776E-14, + "Mass": 0.15192153741292835, + "Density": 999.9999999999999, + "Volume": 0.00015192153741292838, + "SurfaceArea": 0.04249282892629947, + "CenterOfMassX": -0.09139539175867088, + "CenterOfMassY": 0.024829221876194026, + "CenterOfMassZ": 0.022884855476705164 + }, + "Box": { + "MinX": -0.11142570855939155, + "MinY": 0.71150000000002, + "MinZ": -0.029999999999997102, + "MaxX": 0.026699999999989434, + "MaxY": 0.8463487941036303, + "MaxZ": 0.030000000000003014 + }, + "Material": { + "Pin-1": "", + "M20-Circlip-1": "", + "Block-1": "", + "Lever-Arm-1": "", + "Gate-1": "", + "CartridgeHeater-1": "", + "CartridgeHeater-2": "", + "LeverBall-1": "", + "M20-Circlip-2": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Pin-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Pin.SLDPRT", + "Parent": null, + "Properties": { + "Default": { + "Description": "ASI 304 - 19.88D !!!" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.04190408962761022, + "Density": 999.9999999999999, + "Volume": 4.190408962761022E-05, + "SurfaceArea": 0.009052207691520727, + "CenterOfMassX": -0.08481586364959327, + "CenterOfMassY": 0.008499999999999936, + "CenterOfMassZ": -0.007777586020940339 + }, + "Box": { + "MinX": -0.10830000000001058, + "MinY": 0.7200600000000199, + "MinZ": -0.009939999999997017, + "MaxX": 0.02669999999998942, + "MaxY": 0.73994000000002, + "MaxZ": 0.009940000000003012 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Lever-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\injection\\components\\304_Valve-40mm\\cad\\Lever.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "10 id ": {}, + "15": {}, + "20": {}, + "25": {}, + "30": {}, + "35": {}, + "40": {}, + "45": {}, + "50": {}, + "55": {}, + "60": {}, + "65": {}, + "70": {}, + "75": {}, + "80": {}, + "90": {}, + "95": {}, + "100": {} + }, + "Equations": {}, + "Mass": { + "Mass": 8.62092473386901E-05, + "Density": 1000.0000000000001, + "Volume": 8.620924733869009E-08, + "SurfaceArea": 0.0003196520090057431, + "CenterOfMassX": -4.1228659387316674E-18, + "CenterOfMassY": 0.002675999320581853, "CenterOfMassZ": 0.0005 }, "Box": { - "MinX": -0.030000000000000318, - "MinY": 1.3910527098772236, - "MinZ": -0.36, - "MaxX": 0.030000000000088095, - "MaxY": 1.3920527098772235, - "MaxZ": -0.24 + "MinX": -0.026000000000010598, + "MinY": 0.7164519350599905, + "MinZ": -0.01221417219057706, + "MaxX": -0.02500000000001059, + "MaxY": 0.742878035351282, + "MaxZ": 0.012287576084772066 }, "Material": { "Material": "", @@ -13939,1194 +24085,273 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "PreviewCfg": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, - "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, - "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, - "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} - }, - "Equations": { - "D3@Sketch1": 4.0, - "D4@Sketch1": 4.0, - "D5@Sketch1": 4.0, - "Thread_minor@ThreadCosmetic": 4.11, - "D1@Sketch3": 4.0, - "D1@Sketch5": 4.0, - "Head_ch_ang@Sketch5": 30.000000000000206, - "D1@Sketch4": 8.0, - "D1@Sketch6": 7.0, - "D1@Indent": 0.45625, - "Thread_length@ThreadCosmetic": 9.2, - "Thread_minor@ThdSchSke": 4.11, - "Diameter@ThdSchSke": 5.0, - "Overcut@ThdSchSke": 6.25, - "Start@ThdSchSke": 4.450000000000001, - "Num_threads@ThdSchPat": 11.0, - "Advance@ThdSchPat": 0.8363636363636363 - }, - "Mass": { - "Mass": 0.0003764959113741406, - "Density": 1000.0, - "Volume": 3.764959113741406E-07, - "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 - }, - "Box": { - "MinX": -0.030000000000000117, - "MinY": 1.4062792071853272, - "MinZ": -0.35738685996664254, - "MaxX": 0.034149999999999923, - "MaxY": 1.41782621256912, - "MaxZ": -0.34738685996664254 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-1", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-2", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.04300000000000011, - "MinY": 1.4080527098772233, - "MinZ": -0.35638685996664254, - "MaxX": -0.030000000000000082, - "MaxY": 1.4160527098772233, - "MaxZ": -0.34838685996664254 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.05832840594686201, - "MinY": 1.40764726243913, - "MinZ": -0.35678685996664256, - "MaxX": -0.05382840594686198, - "MaxY": 1.4164581573153165, - "MaxZ": -0.3479868599666425 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.0606801812313213, - "MinY": 1.4038573920521047, - "MinZ": -0.39427342046929875, - "MaxX": -0.03578301046141987, - "MaxY": 1.4202487072665295, - "MaxZ": -0.3442868599666425 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.0589124181235864, - "MinY": 1.4093027098772233, - "MinZ": -0.3551368599666425, - "MaxX": -0.047428405946861985, - "MaxY": 1.4148027098772233, - "MaxZ": -0.34963685996664257 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.05549840594686202, - "MinY": 1.4037927098772234, - "MinZ": -0.36064685996664253, - "MaxX": -0.030000000000000065, - "MaxY": 1.4203127098772232, - "MaxZ": -0.34412685996664255 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "TYPE": "CATPART" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.006280857104084775, - "Density": 999.9999999999999, - "Volume": 6.280857104084775E-06, - "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695322, - "CenterOfMassY": 2.657966233312308E-07, - "CenterOfMassZ": 0.010072303501530778 - }, - "Box": { - "MinX": -0.0606801812313213, - "MinY": 1.4037927098772232, - "MinZ": -0.39427342046929875, - "MaxX": -0.03000000000000006, - "MaxY": 1.4203127098772235, - "MaxZ": -0.34412685996664255 - }, - "Material": { - "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", - "6355015_02-1": "", - "6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Parent": null, - "Properties": { - "Swivel-M6": {}, - "2xM8": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.008297688066683562, - "Density": 999.9999999999998, - "Volume": 8.297688066683564E-06, - "SurfaceArea": 0.007415598903904077, - "CenterOfMassX": 0.0038926009856409304, - "CenterOfMassY": -9.240576016171226E-07, - "CenterOfMassZ": -0.025700291904778152 - }, - "Box": { - "MinX": -0.06068018123132131, - "MinY": 1.4037927098772234, - "MinZ": -0.39427342046929875, - "MaxX": 0.034149999999999944, - "MaxY": 1.4203127098772237, - "MaxZ": -0.34412685996664255 - }, - "Material": { - "formed hex screw_am-2": "", - "6355015-1/6355015_01-1": "", - "6355015-1/6355015_03-1": "", - "6355015-1/6355015_05-1": "", - "6355015-1/6355015_02-1": "", - "6355015-1/6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-2", + "Name": "610_Injector-1/GlobalValve-40-1/Block-1", "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "PreviewCfg": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, - "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, - "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, - "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} - }, - "Equations": { - "D3@Sketch1": 4.0, - "D4@Sketch1": 4.0, - "D5@Sketch1": 4.0, - "Thread_minor@ThreadCosmetic": 4.11, - "D1@Sketch3": 4.0, - "D1@Sketch5": 4.0, - "Head_ch_ang@Sketch5": 30.000000000000206, - "D1@Sketch4": 8.0, - "D1@Sketch6": 7.0, - "D1@Indent": 0.45625, - "Thread_length@ThreadCosmetic": 9.2, - "Thread_minor@ThdSchSke": 4.11, - "Diameter@ThdSchSke": 5.0, - "Overcut@ThdSchSke": 6.25, - "Start@ThdSchSke": 4.450000000000001, - "Num_threads@ThdSchPat": 11.0, - "Advance@ThdSchPat": 0.8363636363636363 - }, - "Mass": { - "Mass": 0.0003764959113741406, - "Density": 1000.0, - "Volume": 3.764959113741406E-07, - "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 - }, - "Box": { - "MinX": -0.030000000000000117, - "MinY": 1.4062792071853272, - "MinZ": -0.35738685996664254, - "MaxX": 0.034149999999999923, - "MaxY": 1.41782621256912, - "MaxZ": -0.34738685996664254 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-1", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/hex flange nut_am-2", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.04300000000000011, - "MinY": 1.4080527098772233, - "MinZ": -0.35638685996664254, - "MaxX": -0.030000000000000082, - "MaxY": 1.4160527098772233, - "MaxZ": -0.34838685996664254 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.05832840594686201, - "MinY": 1.40764726243913, - "MinZ": -0.35678685996664256, - "MaxX": -0.05382840594686198, - "MaxY": 1.4164581573153165, - "MaxZ": -0.3479868599666425 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.0606801812313213, - "MinY": 1.4038573920521047, - "MinZ": -0.39427342046929875, - "MaxX": -0.03578301046141987, - "MaxY": 1.4202487072665295, - "MaxZ": -0.3442868599666425 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.0589124181235864, - "MinY": 1.4093027098772233, - "MinZ": -0.3551368599666425, - "MaxX": -0.047428405946861985, - "MaxY": 1.4148027098772233, - "MaxZ": -0.34963685996664257 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.05549840594686202, - "MinY": 1.4037927098772234, - "MinZ": -0.36064685996664253, - "MaxX": -0.030000000000000065, - "MaxY": 1.4203127098772232, - "MaxZ": -0.34412685996664255 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "TYPE": "CATPART" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.006280857104084775, - "Density": 1000.0000000000001, - "Volume": 6.280857104084774E-06, - "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695322, - "CenterOfMassY": 2.657966233311999E-07, - "CenterOfMassZ": 0.010072303501530778 - }, - "Box": { - "MinX": -0.0606801812313213, - "MinY": 1.4037927098772232, - "MinZ": -0.39427342046929875, - "MaxX": -0.03000000000000006, - "MaxY": 1.4203127098772235, - "MaxZ": -0.34412685996664255 - }, - "Material": { - "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", - "6355015_02-1": "", - "6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.04300000000000011, - "MinY": 1.4080527098772233, - "MinZ": -0.35638685996664254, - "MaxX": -0.030000000000000082, - "MaxY": 1.4160527098772233, - "MaxZ": -0.34838685996664254 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.05832840594686201, - "MinY": 1.40764726243913, - "MinZ": -0.35678685996664256, - "MaxX": -0.05382840594686198, - "MaxY": 1.4164581573153165, - "MaxZ": -0.3479868599666425 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.0606801812313213, - "MinY": 1.4038573920521047, - "MinZ": -0.39427342046929875, - "MaxX": -0.03578301046141987, - "MaxY": 1.4202487072665295, - "MaxZ": -0.3442868599666425 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.0589124181235864, - "MinY": 1.4093027098772233, - "MinZ": -0.3551368599666425, - "MaxX": -0.047428405946861985, - "MaxY": 1.4148027098772233, - "MaxZ": -0.34963685996664257 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.05549840594686202, - "MinY": 1.4037927098772234, - "MinZ": -0.36064685996664253, - "MaxX": -0.030000000000000065, - "MaxY": 1.4203127098772232, - "MaxZ": -0.34412685996664255 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/SlideDual-40ID-60D-120W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", - "Parent": null, - "Properties": { - "SwivelClamp": {}, - "2xM8": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.45694320267169036, - "Density": 2700.0, - "Volume": 0.00016923822321173717, - "SurfaceArea": 0.03941934041106202, - "CenterOfMassX": 2.0705768488621686E-17, - "CenterOfMassY": -9.285774435530242E-18, - "CenterOfMassZ": 0.02 - }, - "Box": { - "MinX": -0.030000000000000113, - "MinY": 1.3920527098772235, - "MinZ": -0.36, - "MaxX": 0.029999999999999905, - "MaxY": 1.4320527098772236, - "MaxZ": -0.24 - }, - "Material": { - "Material": "6061 Alloy", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/lbbr25-skf-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Cover-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Block.SLDPRT", "Parent": null, "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.004478719588132996, + "Mass": 0.06702906721603379, "Density": 1000.0, - "Volume": 4.478719588132996E-06, - "SurfaceArea": 0.009699478965475999, - "CenterOfMassX": -0.009999999999999998, - "CenterOfMassY": -7.102504379624776E-14, + "Volume": 6.702906721603379E-05, + "SurfaceArea": 0.01798595174909374, + "CenterOfMassX": -0.09724138114472938, + "CenterOfMassY": 0.00681911341383255, + "CenterOfMassZ": 0.04120689676753433 + }, + "Box": { + "MinX": -0.0250000000000106, + "MinY": 0.7115000000000201, + "MinZ": -0.029999999999997046, + "MaxX": 0.024999999999989423, + "MaxY": 0.74500000000002, + "MaxZ": 0.030000000000002986 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Lever-Arm-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Lever-Arm.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.008391901633978465, + "Density": 1000.0000000000001, + "Volume": 8.391901633978465E-06, + "SurfaceArea": 0.003566482097778462, + "CenterOfMassX": -0.09400000177323806, + "CenterOfMassY": 0.008499999999999926, + "CenterOfMassZ": 0.062461394451205694 + }, + "Box": { + "MinX": -0.10442570855939157, + "MinY": 0.7263487941035716, + "MinZ": -0.004999999999997038, + "MaxX": -0.09442570855939153, + "MaxY": 0.8343487941036305, + "MaxZ": 0.005000000000003071 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Gate-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\Gate.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.02090264565957805, + "Density": 1000.0, + "Volume": 2.090264565957805E-05, + "SurfaceArea": 0.006611892613196522, + "CenterOfMassX": -0.0939978170028885, + "CenterOfMassY": 0.03294881532374283, + "CenterOfMassZ": 0.03900379359621909 + }, + "Box": { + "MinX": -0.02000000000001051, + "MinY": 0.74500000000002, + "MinZ": -0.01999999999999695, + "MaxX": 0.019999999999989318, + "MaxY": 0.7675442103508548, + "MaxZ": 0.02000000000000289 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/Heat_band-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\ph3\\products\\products\\components\\shared\\Heat_band.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0031415926535897994, + "Density": 1000.0, + "Volume": 3.1415926535897993E-06, + "SurfaceArea": 0.0014137166941154088, + "CenterOfMassX": -0.10281250221654742, + "CenterOfMassY": 0.008500000000057377, + "CenterOfMassZ": 0.09875000026077002 + }, + "Box": { + "MinX": -0.015000000000010588, + "MinY": 0.7290637602590595, + "MinZ": -0.027936239740957623, + "MaxX": 0.02499999999998942, + "MaxY": 0.7409362397409807, + "MaxZ": -0.016063760259036414 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/CartridgeHeater-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\CartridgeHeater.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0031415926535897994, + "Density": 1000.0, + "Volume": 3.1415926535897993E-06, + "SurfaceArea": 0.0014137166941154088, + "CenterOfMassX": -0.10281250221654742, + "CenterOfMassY": 0.008500000000057377, + "CenterOfMassZ": 0.09875000026077002 + }, + "Box": { + "MinX": -0.01500000000001056, + "MinY": 0.7289352196274372, + "MinZ": 0.01593521962742021, + "MaxX": 0.024999999999989447, + "MaxY": 0.7410647803726027, + "MaxZ": 0.028064780372585658 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/LeverBall-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\LeverBall.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.007238229473870883, + "Density": 1000.0, + "Volume": 7.238229473870883E-06, + "SurfaceArea": 0.0018095573684677208, + "CenterOfMassX": 0.09400000177323803, + "CenterOfMassY": 0.008499999999999919, + "CenterOfMassZ": 0.0 + }, + "Box": { + "MinX": -0.11142570855939155, + "MinY": 0.8223487941036302, + "MinZ": -0.011999999999996597, + "MaxX": -0.08742570855939155, + "MaxY": 0.8463487941036302, + "MaxZ": 0.012000000000003428 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "610_Injector-1/GlobalValve-40-1/M20-Circlip-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\M20-Circlip.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "10 id ": {}, + "15": {}, + "20": {}, + "25": {}, + "30": {}, + "35": {}, + "40": {}, + "45": {}, + "50": {}, + "55": {}, + "60": {}, + "65": {}, + "70": {}, + "75": {}, + "80": {}, + "90": {}, + "95": {}, + "100": {} + }, + "Equations": {}, + "Mass": { + "Mass": 8.62092473386901E-05, + "Density": 1000.0000000000001, + "Volume": 8.620924733869009E-08, + "SurfaceArea": 0.0003196520090057431, + "CenterOfMassX": -4.1228659387316674E-18, + "CenterOfMassY": 0.002675999320581853, "CenterOfMassZ": 0.0005 }, "Box": { - "MinX": -0.030000000000000318, - "MinY": 1.4320527098772236, - "MinZ": -0.36, - "MaxX": 0.030000000000088095, - "MaxY": 1.4330527098772234, - "MaxZ": -0.24 + "MinX": 0.024999999999989416, + "MinY": 0.7168110117876899, + "MinZ": -0.011017908895767313, + "MaxX": 0.025999999999989424, + "MaxY": 0.7410149518109502, + "MaxZ": 0.011014951810933224 }, "Material": { "Material": "", @@ -15137,1141 +24362,13 @@ "IsSuppressed": false, "activeConfiguration": null }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "PreviewCfg": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, - "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, - "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, - "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} - }, - "Equations": { - "D3@Sketch1": 4.0, - "D4@Sketch1": 4.0, - "D5@Sketch1": 4.0, - "Thread_minor@ThreadCosmetic": 4.11, - "D1@Sketch3": 4.0, - "D1@Sketch5": 4.0, - "Head_ch_ang@Sketch5": 30.000000000000206, - "D1@Sketch4": 8.0, - "D1@Sketch6": 7.0, - "D1@Indent": 0.45625, - "Thread_length@ThreadCosmetic": 9.2, - "Thread_minor@ThdSchSke": 4.11, - "Diameter@ThdSchSke": 5.0, - "Overcut@ThdSchSke": 6.25, - "Start@ThdSchSke": 4.450000000000001, - "Num_threads@ThdSchPat": 11.0, - "Advance@ThdSchPat": 0.8363636363636363 - }, - "Mass": { - "Mass": 0.0003764959113741406, - "Density": 1000.0, - "Volume": 3.764959113741406E-07, - "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 - }, - "Box": { - "MinX": -0.030000000000000103, - "MinY": 1.406279207185327, - "MinZ": -0.2526131400333574, - "MaxX": 0.03414999999999994, - "MaxY": 1.4178262125691197, - "MaxZ": -0.2426131400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-1", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-2", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.043000000000000094, - "MinY": 1.4080527098772233, - "MinZ": -0.25161314003335744, - "MaxX": -0.03000000000000007, - "MaxY": 1.4160527098772233, - "MaxZ": -0.2436131400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.058328405946862, - "MinY": 1.40764726243913, - "MinZ": -0.2520131400333574, - "MaxX": -0.05382840594686197, - "MaxY": 1.4164581573153165, - "MaxZ": -0.2432131400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.06068018123132128, - "MinY": 1.403856712487917, - "MinZ": -0.2557131400333575, - "MaxX": -0.035783010461419865, - "MaxY": 1.420248027702342, - "MaxZ": -0.2057265795307012 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.058912418123586385, - "MinY": 1.4093027098772233, - "MinZ": -0.2503631400333574, - "MaxX": -0.04742840594686197, - "MaxY": 1.4148027098772233, - "MaxZ": -0.2448631400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.055498405946862006, - "MinY": 1.4037927098772232, - "MinZ": -0.2558731400333574, - "MaxX": -0.03000000000000005, - "MaxY": 1.4203127098772235, - "MaxZ": -0.23935314003335742 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "TYPE": "CATPART" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.006280857104084775, - "Density": 999.9999999999999, - "Volume": 6.280857104084775E-06, - "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695321, - "CenterOfMassY": 2.6579662333126573E-07, - "CenterOfMassZ": 0.010072303501530778 - }, - "Box": { - "MinX": -0.060680181231321274, - "MinY": 1.4037927098772232, - "MinZ": -0.2558731400333574, - "MaxX": -0.030000000000000047, - "MaxY": 1.4203127098772235, - "MaxZ": -0.2057265795307012 - }, - "Material": { - "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", - "6355015_02-1": "", - "6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Parent": null, - "Properties": { - "Swivel-M6": {}, - "2xM8": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.008297688066683562, - "Density": 1000.0, - "Volume": 8.297688066683562E-06, - "SurfaceArea": 0.007415598903904077, - "CenterOfMassX": 0.0038926009856409304, - "CenterOfMassY": -9.240576016171226E-07, - "CenterOfMassZ": -0.02570029190477816 - }, - "Box": { - "MinX": -0.060680181231321295, - "MinY": 1.4037927098772234, - "MinZ": -0.2558731400333574, - "MaxX": 0.03414999999999996, - "MaxY": 1.4203127098772237, - "MaxZ": -0.20572657953070117 - }, - "Material": { - "formed hex screw_am-2": "", - "6355015-1/6355015_01-1": "", - "6355015-1/6355015_03-1": "", - "6355015-1/6355015_05-1": "", - "6355015-1/6355015_02-1": "", - "6355015-1/6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "PreviewCfg": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, - "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, - "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, - "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} - }, - "Equations": { - "D3@Sketch1": 4.0, - "D4@Sketch1": 4.0, - "D5@Sketch1": 4.0, - "Thread_minor@ThreadCosmetic": 4.11, - "D1@Sketch3": 4.0, - "D1@Sketch5": 4.0, - "Head_ch_ang@Sketch5": 30.000000000000206, - "D1@Sketch4": 8.0, - "D1@Sketch6": 7.0, - "D1@Indent": 0.45625, - "Thread_length@ThreadCosmetic": 9.2, - "Thread_minor@ThdSchSke": 4.11, - "Diameter@ThdSchSke": 5.0, - "Overcut@ThdSchSke": 6.25, - "Start@ThdSchSke": 4.450000000000001, - "Num_threads@ThdSchPat": 11.0, - "Advance@ThdSchPat": 0.8363636363636363 - }, - "Mass": { - "Mass": 0.0003764959113741406, - "Density": 1000.0, - "Volume": 3.764959113741406E-07, - "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 - }, - "Box": { - "MinX": -0.030000000000000103, - "MinY": 1.406279207185327, - "MinZ": -0.2526131400333574, - "MaxX": 0.03414999999999994, - "MaxY": 1.4178262125691197, - "MaxZ": -0.2426131400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-1", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/hex flange nut_am-2", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.043000000000000094, - "MinY": 1.4080527098772233, - "MinZ": -0.25161314003335744, - "MaxX": -0.03000000000000007, - "MaxY": 1.4160527098772233, - "MaxZ": -0.2436131400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.058328405946862, - "MinY": 1.40764726243913, - "MinZ": -0.2520131400333574, - "MaxX": -0.05382840594686197, - "MaxY": 1.4164581573153165, - "MaxZ": -0.2432131400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.06068018123132128, - "MinY": 1.403856712487917, - "MinZ": -0.2557131400333575, - "MaxX": -0.035783010461419865, - "MaxY": 1.420248027702342, - "MaxZ": -0.2057265795307012 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.058912418123586385, - "MinY": 1.4093027098772233, - "MinZ": -0.2503631400333574, - "MaxX": -0.04742840594686197, - "MaxY": 1.4148027098772233, - "MaxZ": -0.2448631400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.055498405946862006, - "MinY": 1.4037927098772232, - "MinZ": -0.2558731400333574, - "MaxX": -0.03000000000000005, - "MaxY": 1.4203127098772235, - "MaxZ": -0.23935314003335742 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "TYPE": "CATPART" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.006280857104084775, - "Density": 1000.0000000000001, - "Volume": 6.280857104084774E-06, - "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695322, - "CenterOfMassY": 2.657966233311978E-07, - "CenterOfMassZ": 0.010072303501530778 - }, - "Box": { - "MinX": -0.060680181231321274, - "MinY": 1.4037927098772232, - "MinZ": -0.2558731400333574, - "MaxX": -0.030000000000000047, - "MaxY": 1.4203127098772235, - "MaxZ": -0.2057265795307012 - }, - "Material": { - "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", - "6355015_02-1": "", - "6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.043000000000000094, - "MinY": 1.4080527098772233, - "MinZ": -0.25161314003335744, - "MaxX": -0.03000000000000007, - "MaxY": 1.4160527098772233, - "MaxZ": -0.2436131400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.058328405946862, - "MinY": 1.40764726243913, - "MinZ": -0.2520131400333574, - "MaxX": -0.05382840594686197, - "MaxY": 1.4164581573153165, - "MaxZ": -0.2432131400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.06068018123132128, - "MinY": 1.403856712487917, - "MinZ": -0.2557131400333575, - "MaxX": -0.035783010461419865, - "MaxY": 1.420248027702342, - "MaxZ": -0.2057265795307012 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.058912418123586385, - "MinY": 1.4093027098772233, - "MinZ": -0.2503631400333574, - "MaxX": -0.04742840594686197, - "MaxY": 1.4148027098772233, - "MaxZ": -0.2448631400333574 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.055498405946862006, - "MinY": 1.4037927098772232, - "MinZ": -0.2558731400333574, - "MaxX": -0.03000000000000005, - "MaxY": 1.4203127098772235, - "MaxZ": -0.23935314003335742 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "900_GlobalAssembly-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\900_FeedScrew\\cad\\900_GlobalAssembly.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, { "Name": "Global-GH-35000HL-1", "Children": [ { "Name": "Global-GH-35000HL-1/Part2^Global-GH-35000HL-3", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\Global-GH-35000HL\\Part2^Global-GH-35000HL.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\Global-GH-35000HL\\Part2^Global-GH-35000HL.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", "Properties": { "Default": {} @@ -16287,12 +24384,12 @@ "CenterOfMassZ": 0.17 }, "Box": { - "MinX": 0.012414978173671536, + "MinX": 0.012414978173672892, "MinY": 0.25068561336905937, - "MinZ": -0.04571657842279389, - "MaxX": 0.04046401928273652, + "MinZ": -0.04571657842279319, + "MaxX": 0.04046401928273788, "MaxY": 0.5906856133690594, - "MaxZ": -0.017667537313728443 + "MaxZ": -0.017667537313727742 }, "Material": { "Material": "", @@ -16313,21 +24410,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.2142508384443411, + "Mass": 0.21425083844434112, "Density": 1000.0, - "Volume": 0.00021425083844434109, + "Volume": 0.0002142508384443411, "SurfaceArea": 0.0380461949994461, - "CenterOfMassX": 1.9948400751871966E-06, + "CenterOfMassX": 1.9948400751868874E-06, "CenterOfMassY": 0.03189999999999984, "CenterOfMassZ": 0.015344215738371827 }, "Box": { - "MinX": -0.07746616096040186, + "MinX": -0.07746616096040064, "MinY": 0.310685613369056, - "MinZ": -0.07746616096039127, - "MaxX": 0.07746616096037941, + "MinZ": -0.07746616096039066, + "MaxX": 0.07746616096038063, "MaxY": 0.340685613369056, - "MaxZ": 0.07746616096039 + "MaxZ": 0.0774661609603906 }, "Material": { "Material": "", @@ -16348,21 +24445,231 @@ }, "Equations": {}, "Mass": { - "Mass": 0.15662007425844496, + "Mass": 0.156620074258445, "Density": 1000.0, - "Volume": 0.00015662007425844496, + "Volume": 0.00015662007425844502, "SurfaceArea": 0.034594439865418374, - "CenterOfMassX": 1.914553768382837E-06, - "CenterOfMassY": 0.02607433444104897, - "CenterOfMassZ": 0.01539238536260211 + "CenterOfMassX": 1.9145537683831743E-06, + "CenterOfMassY": 0.026074334441048973, + "CenterOfMassZ": 0.015392385362602106 }, "Box": { - "MinX": -0.07589764604075351, + "MinX": -0.07589764604075228, "MinY": 0.5206856133690593, - "MinZ": -0.076157607618869, - "MaxX": 0.07746616096037938, + "MinZ": -0.07615760761886839, + "MaxX": 0.07746616096038061, "MaxY": 0.5506856133690593, - "MaxZ": 0.07746616096039002 + "MaxZ": 0.07746616096039063 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/lever-mount-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\lever-mount.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.3303743778488173, + "Density": 1000.0000000000001, + "Volume": 0.00033037437784881726, + "SurfaceArea": 0.05967193657125731, + "CenterOfMassX": -0.01934526402047197, + "CenterOfMassY": 0.12786523324725801, + "CenterOfMassZ": 9.579600713463009E-05 + }, + "Box": { + "MinX": -0.26751352092833885, + "MinY": 0.10476407982098904, + "MinZ": -0.22675960928704947, + "MaxX": 0.02130096810493949, + "MaxY": 0.5355378317676742, + "MaxZ": 0.021353683792902492 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/clamp-3500-plunger-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.23467153069415725, + "Density": 1000.0, + "Volume": 0.00023467153069415726, + "SurfaceArea": 0.03532797857059688, + "CenterOfMassX": -0.2205920695128216, + "CenterOfMassY": 0.03914561238419793, + "CenterOfMassZ": -3.4545604696327186E-05 + }, + "Box": { + "MinX": -0.021127134807389272, + "MinY": 0.02269999999999639, + "MinZ": -0.02112713480737929, + "MaxX": 0.02112713480736924, + "MaxY": 0.37269999999999637, + "MaxZ": 0.021127134807379242 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/top-1-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-1.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.21425083844434112, + "Density": 1000.0, + "Volume": 0.0002142508384443411, + "SurfaceArea": 0.0380461949994461, + "CenterOfMassX": 1.9948400751868874E-06, + "CenterOfMassY": 0.03189999999999984, + "CenterOfMassZ": 0.015344215738371827 + }, + "Box": { + "MinX": -0.0774661609604006, + "MinY": 0.28068561336905606, + "MinZ": -0.07746616096039063, + "MaxX": 0.07746616096038061, + "MaxY": 0.3106856133690561, + "MaxZ": 0.07746616096039058 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/top-2-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-2.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.156620074258445, + "Density": 1000.0, + "Volume": 0.00015662007425844502, + "SurfaceArea": 0.034594439865418374, + "CenterOfMassX": 1.9145537683831743E-06, + "CenterOfMassY": 0.026074334441048973, + "CenterOfMassZ": 0.015392385362602106 + }, + "Box": { + "MinX": -0.07589764604075228, + "MinY": 0.49068561336905925, + "MinZ": -0.07615760761886836, + "MaxX": 0.07746616096038061, + "MaxY": 0.5206856133690593, + "MaxZ": 0.07746616096039063 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/Part2^Global-GH-35000HL-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\Global-GH-35000HL\\Part2^Global-GH-35000HL.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.1068141502220544, + "Density": 1000.0, + "Volume": 0.0001068141502220544, + "SurfaceArea": 0.0219911485751287, + "CenterOfMassX": 0.03747732592956429, + "CenterOfMassY": 0.0174, + "CenterOfMassZ": 0.17 + }, + "Box": { + "MinX": -0.04046401928275766, + "MinY": 0.250685613354405, + "MinZ": 0.017667537313727874, + "MaxX": -0.012414978173692684, + "MaxY": 0.5906856133544051, + "MaxZ": 0.045716578422793266 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/link-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\link.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03585816586418938, + "Density": 1000.0, + "Volume": 3.5858165864189375E-05, + "SurfaceArea": 0.009920311280769712, + "CenterOfMassX": 0.004009477048731344, + "CenterOfMassY": 0.028558448452379957, + "CenterOfMassZ": -1.8291182655074865E-16 + }, + "Box": { + "MinX": -0.016114860155509718, + "MinY": 0.3464188296335348, + "MinZ": -0.01479796030338452, + "MaxX": 0.01535956605004244, + "MaxY": 0.46697591199678706, + "MaxZ": 0.014167846676070477 }, "Material": { "Material": "", @@ -16392,12 +24699,12 @@ "CenterOfMassZ": 0.057499999999999996 }, "Box": { - "MinX": -0.0419495685402541, + "MinX": -0.04194956854025287, "MinY": 0.49902464822245896, - "MinZ": -0.04841958879467705, - "MaxX": 0.04194956854023185, + "MinZ": -0.04841958879467644, + "MaxX": 0.04194956854023308, "MaxY": 0.5123465785156598, - "MaxZ": 0.04841958879467557 + "MaxZ": 0.04841958879467618 }, "Material": { "Material": "", @@ -16409,49 +24716,45 @@ "activeConfiguration": null }, { - "Name": "Global-GH-35000HL-1/hex nut heavy_am-3", + "Name": "Global-GH-35000HL-1/cam-1", "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\nuts\\hex nuts\\hex nut heavy_am.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\cam.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/support-plate-200-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax\\cad\\components\\mould\\support-plate-200.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", "Properties": { - "Default": {}, - "Heavy hex nut, M12 x 1.75 --W-N": {}, - "PreviewCfg": {}, - "B18.2.4.6M - Heavy hex nut, M30 x 3.5 --W-N": {}, - "B18.2.4.6M - Heavy hex nut, M20 x 2.5 --W-N": {} - }, - "Equations": { - "D2@BaseNutSke": 17.0, - "D3@BaseNutSke": 17.0, - "D1@Sketch3": 17.0, - "D1@Sketch4": 17.0, - "D4@BaseNutSke": 17.0, - "Thread_major@ThdSchSke": 20.0, - "Tap_Drill@ThdSchSke": 17.5, - "OverCut@ThdSchSke": 8.75, - "Num_threads@ThdSchPat": 0.0, - "Advance@ThdSchPat": 2.2943555555555557, - "ThreadMajor@Sketch5": 10.0, - "ChamferDepth@Sketch5": 1.3749999999999998, - "Offset1@Sketch5": 20.7254, - "Offset2@Sketch5": 20.7762 + "Default": {} }, + "Equations": {}, "Mass": { - "Mass": 0.01556224494257319, + "Mass": 0.37700078003469656, "Density": 1000.0, - "Volume": 1.556224494257319E-05, - "SurfaceArea": 0.0049780474121295425, - "CenterOfMassX": -1.7745882552361025E-18, - "CenterOfMassY": 2.6675702584410223E-09, - "CenterOfMassZ": -0.010328518595486693 + "Volume": 0.00037700078003469656, + "SurfaceArea": 0.05528379427556542, + "CenterOfMassX": -5.603862301070402E-16, + "CenterOfMassY": 6.6361087526442475E-15, + "CenterOfMassZ": -0.620448686152156 }, "Box": { - "MinX": -0.03816801822233852, - "MinY": 0.182, - "MinZ": -0.037599506588286626, - "MaxX": 0.038168018222315955, - "MaxY": 0.2127, - "MaxZ": 0.03759950658828536 + "MinX": -0.09859329576778014, + "MinY": 0.5906856133690576, + "MinZ": -0.09859329576776994, + "MaxX": 0.09859329576775991, + "MaxY": 0.6106856133690607, + "MaxZ": 0.09859329576777014 }, "Material": { "Material": "", @@ -16462,6 +24765,51 @@ "IsSuppressed": false, "activeConfiguration": null }, + { + "Name": "Global-GH-35000HL-1/mould-table-mount-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\mould-table-mount.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/formed hex screw_am-1", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/plunger-rod-support-220-30-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\plunger-rod-support-220-30.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, { "Name": "Global-GH-35000HL-1/socket head cap screw_am-2", "Children": null, @@ -16527,21 +24875,75 @@ "Advance@ThdSchPat": 1.8214285714285714 }, "Mass": { - "Mass": 0.006915167345203423, + "Mass": 0.006915167345203424, "Density": 1000.0, - "Volume": 6.915167345203423E-06, + "Volume": 6.915167345203424E-06, "SurfaceArea": 0.002844483524334328, "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 }, "Box": { - "MinX": 0.023529160063950085, + "MinX": 0.023529160063951313, "MinY": 0.5196856133690594, - "MinZ": 0.018279486535233102, - "MaxX": 0.03982013418504168, + "MinZ": 0.018279486535233713, + "MaxX": 0.03982013418504292, "MaxY": 0.5476856133690594, - "MaxZ": 0.034570460656324714 + "MaxZ": 0.034570460656325325 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/hex nut heavy_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\nuts\\hex nuts\\hex nut heavy_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {}, + "Heavy hex nut, M12 x 1.75 --W-N": {}, + "PreviewCfg": {}, + "B18.2.4.6M - Heavy hex nut, M30 x 3.5 --W-N": {}, + "B18.2.4.6M - Heavy hex nut, M20 x 2.5 --W-N": {} + }, + "Equations": { + "D2@BaseNutSke": 17.0, + "D3@BaseNutSke": 17.0, + "D1@Sketch3": 17.0, + "D1@Sketch4": 17.0, + "D4@BaseNutSke": 17.0, + "Thread_major@ThdSchSke": 20.0, + "Tap_Drill@ThdSchSke": 17.5, + "OverCut@ThdSchSke": 8.75, + "Num_threads@ThdSchPat": 0.0, + "Advance@ThdSchPat": 2.2943555555555557, + "ThreadMajor@Sketch5": 10.0, + "ChamferDepth@Sketch5": 1.3749999999999998, + "Offset1@Sketch5": 20.7254, + "Offset2@Sketch5": 20.7762 + }, + "Mass": { + "Mass": 0.015562244942573187, + "Density": 1000.0, + "Volume": 1.5562244942573187E-05, + "SurfaceArea": 0.0049780474121295425, + "CenterOfMassX": -1.700672310359492E-18, + "CenterOfMassY": 2.667570258600482E-09, + "CenterOfMassZ": -0.010328518595486693 + }, + "Box": { + "MinX": -0.0381680182223373, + "MinY": 0.182, + "MinZ": -0.03759950658828602, + "MaxX": 0.03816801822231718, + "MaxY": 0.2127, + "MaxZ": 0.037599506588285966 }, "Material": { "Material": "", @@ -16617,1225 +25019,21 @@ "Advance@ThdSchPat": 1.8214285714285714 }, "Mass": { - "Mass": 0.006915167345203423, + "Mass": 0.006915167345203424, "Density": 1000.0, - "Volume": 6.915167345203423E-06, + "Volume": 6.915167345203424E-06, "SurfaceArea": 0.002844483524334328, "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 }, "Box": { - "MinX": -0.049228122856242645, + "MinX": -0.04922812285624141, "MinY": 0.3096856133690561, - "MinZ": -0.0044334073093758725, - "MaxX": -0.03293714873515105, + "MinZ": -0.004433407309375264, + "MaxX": -0.03293714873514983, "MaxY": 0.3376856133690561, - "MaxZ": 0.011857566811715719 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": -0.04922812285624267, - "MinY": 0.5196856133690594, - "MinZ": -0.004433407309375826, - "MaxX": -0.03293714873515108, - "MaxY": 0.5476856133690594, - "MaxZ": 0.011857566811715783 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/link-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\link.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035858165864189384, - "Density": 1000.0000000000001, - "Volume": 3.585816586418938E-05, - "SurfaceArea": 0.009920311280769712, - "CenterOfMassX": 0.004009477048731344, - "CenterOfMassY": 0.028558448452379957, - "CenterOfMassZ": -1.8290029248880463E-16 - }, - "Box": { - "MinX": -0.016114860155510946, - "MinY": 0.3464188296335348, - "MinZ": -0.01479796030338513, - "MaxX": 0.015359566050041212, - "MaxY": 0.46697591199678706, - "MaxZ": 0.014167846676069866 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/clamp-3500-plunger-support-rod-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger-support-rod.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.08796459430051416, - "Density": 999.9999999999999, - "Volume": 8.796459430051417E-05, - "SurfaceArea": 0.036285395148962105, - "CenterOfMassX": 0.08000000000000002, - "CenterOfMassY": -0.001354395164807874, - "CenterOfMassZ": 2.0557953409225594E-18 - }, - "Box": { - "MinX": -0.02433281871573337, - "MinY": 0.021999999999999992, - "MinZ": -0.024332818715722782, - "MaxX": 0.024332818715710917, - "MaxY": 0.182, - "MaxZ": 0.02433281871572149 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/hex nut heavy_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\nuts\\hex nuts\\hex nut heavy_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {}, - "Heavy hex nut, M12 x 1.75 --W-N": {}, - "PreviewCfg": {}, - "B18.2.4.6M - Heavy hex nut, M30 x 3.5 --W-N": {}, - "B18.2.4.6M - Heavy hex nut, M20 x 2.5 --W-N": {} - }, - "Equations": { - "D2@BaseNutSke": 17.0, - "D3@BaseNutSke": 17.0, - "D1@Sketch3": 17.0, - "D1@Sketch4": 17.0, - "D4@BaseNutSke": 17.0, - "Thread_major@ThdSchSke": 20.0, - "Tap_Drill@ThdSchSke": 17.5, - "OverCut@ThdSchSke": 8.75, - "Num_threads@ThdSchPat": 0.0, - "Advance@ThdSchPat": 2.2943555555555557, - "ThreadMajor@Sketch5": 10.0, - "ChamferDepth@Sketch5": 1.3749999999999998, - "Offset1@Sketch5": 20.7254, - "Offset2@Sketch5": 20.7762 - }, - "Mass": { - "Mass": 0.01556224494257319, - "Density": 1000.0, - "Volume": 1.556224494257319E-05, - "SurfaceArea": 0.0049780474121295425, - "CenterOfMassX": -1.7745882552361025E-18, - "CenterOfMassY": 2.6675702584410223E-09, - "CenterOfMassZ": -0.010328518595486693 - }, - "Box": { - "MinX": -0.03750845331858832, - "MinY": 0.2499856133690561, - "MinZ": -0.038148428800705056, - "MaxX": 0.037508453318565865, - "MaxY": 0.2806856133690561, - "MaxZ": 0.038148428800703876 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/lever-mount-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\lever-mount.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3303743778488173, - "Density": 999.9999999999999, - "Volume": 0.0003303743778488173, - "SurfaceArea": 0.05967193657125731, - "CenterOfMassX": -0.019345264020471944, - "CenterOfMassY": 0.12786523324725801, - "CenterOfMassZ": 9.579600713463021E-05 - }, - "Box": { - "MinX": -0.2675135209283401, - "MinY": 0.10476407982098904, - "MinZ": -0.22675960928705008, - "MaxX": 0.02130096810493827, - "MaxY": 0.5355378317676742, - "MaxZ": 0.02135368379290188 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/support-plate-200-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax\\cad\\components\\mould\\support-plate-200.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3770007800346965, - "Density": 1000.0, - "Volume": 0.0003770007800346965, - "SurfaceArea": 0.05528379427556542, - "CenterOfMassX": -5.605438034786639E-16, - "CenterOfMassY": 6.636617785814138E-15, - "CenterOfMassZ": -0.620448686152156 - }, - "Box": { - "MinX": -0.09859329576778138, - "MinY": 0.5906856133690576, - "MinZ": -0.09859329576777055, - "MaxX": 0.09859329576775867, - "MaxY": 0.6106856133690607, - "MaxZ": 0.09859329576776953 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": 0.03293714873512858, - "MinY": 0.5196856133690594, - "MinZ": -0.01185756681171666, - "MaxX": 0.04922812285622019, - "MaxY": 0.5476856133690594, - "MaxZ": 0.004433407309374948 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/cam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\cam.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-8", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": -0.011857566811727463, - "MinY": 0.3096856133690561, - "MinZ": -0.049228122856232084, - "MaxX": 0.004433407309364125, - "MaxY": 0.3376856133690561, - "MaxZ": -0.03293714873514049 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/clamp-3500-plunger-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.23467153069415725, - "Density": 1000.0, - "Volume": 0.00023467153069415726, - "SurfaceArea": 0.03532797857059688, - "CenterOfMassX": -0.2205920695128216, - "CenterOfMassY": 0.03914561238419793, - "CenterOfMassZ": -3.45456046963272E-05 - }, - "Box": { - "MinX": -0.0211271348073905, - "MinY": 0.02269999999999639, - "MinZ": -0.0211271348073799, - "MaxX": 0.02112713480736801, - "MaxY": 0.37269999999999637, - "MaxZ": 0.02112713480737863 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-1", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": -0.004433407309382146, - "MinY": 0.5196856133690594, - "MinZ": 0.03293714873513356, - "MaxX": 0.011857566811709457, - "MaxY": 0.5476856133690594, - "MaxZ": 0.049228122856225166 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/top-2-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-2.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.15662007425844496, - "Density": 1000.0, - "Volume": 0.00015662007425844496, - "SurfaceArea": 0.034594439865418374, - "CenterOfMassX": 1.914553768382837E-06, - "CenterOfMassY": 0.02607433444104897, - "CenterOfMassZ": 0.01539238536260211 - }, - "Box": { - "MinX": -0.0758976460407535, - "MinY": 0.49068561336905925, - "MinZ": -0.07615760761886897, - "MaxX": 0.0774661609603794, - "MaxY": 0.5206856133690593, - "MaxZ": 0.07746616096039002 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/Part2^Global-GH-35000HL-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\Global-GH-35000HL\\Part2^Global-GH-35000HL.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.1068141502220544, - "Density": 1000.0, - "Volume": 0.0001068141502220544, - "SurfaceArea": 0.0219911485751287, - "CenterOfMassX": 0.03747732592956429, - "CenterOfMassY": 0.0174, - "CenterOfMassZ": 0.17 - }, - "Box": { - "MinX": -0.04046401928275876, - "MinY": 0.250685613354405, - "MinZ": 0.017667537313727368, - "MaxX": -0.01241497817369378, - "MaxY": 0.5906856133544051, - "MaxZ": 0.04571657842279276 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/top-1-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-1.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.2142508384443411, - "Density": 1000.0, - "Volume": 0.00021425083844434109, - "SurfaceArea": 0.0380461949994461, - "CenterOfMassX": 1.9948400751871966E-06, - "CenterOfMassY": 0.03189999999999984, - "CenterOfMassZ": 0.015344215738371827 - }, - "Box": { - "MinX": -0.07746616096040183, - "MinY": 0.28068561336905606, - "MinZ": -0.07746616096039124, - "MaxX": 0.07746616096037938, - "MaxY": 0.3106856133690561, - "MaxZ": 0.07746616096038997 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/mould-table-mount-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\mould-table-mount.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/plunger-rod-support-220-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\plunger-rod-support-220-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/formed hex screw_am-1", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-5", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": -0.011857566811727487, - "MinY": 0.5196856133690594, - "MinZ": -0.04922812285623203, - "MaxX": 0.004433407309364114, - "MaxY": 0.5476856133690594, - "MaxZ": -0.03293714873514042 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-6", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": -0.06262675449328818, - "MinY": 0.4739072903994943, - "MinZ": -0.054352309506536294, - "MaxX": -0.02940385447693716, - "MaxY": 0.4926805411339702, - "MaxZ": -0.022425385994941503 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-7", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": -0.04074993135032781, - "MinY": 0.3096856133690561, - "MinZ": -0.03550025782159931, - "MaxX": -0.02259936289870952, - "MaxY": 0.3376856133690561, - "MaxZ": -0.01734968936998102 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-10", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": 0.0329371487351279, - "MinY": 0.3096856133690561, - "MinZ": -0.011857566811724903, - "MaxX": 0.04922812285621948, - "MaxY": 0.3376856133690561, - "MaxZ": 0.004433407309366689 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-12", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": -0.004433407309383155, - "MinY": 0.3096856133690561, - "MinZ": 0.03293714873513477, - "MaxX": 0.011857566811708433, - "MaxY": 0.3376856133690561, - "MaxZ": 0.04922812285622637 + "MaxZ": 0.011857566811716328 }, "Material": { "Material": "", @@ -17911,21 +25109,830 @@ "Advance@ThdSchPat": 1.8214285714285714 }, "Mass": { - "Mass": 0.006915167345203423, + "Mass": 0.006915167345203424, "Density": 1000.0, - "Volume": 6.915167345203423E-06, + "Volume": 6.915167345203424E-06, "SurfaceArea": 0.002844483524334328, "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 }, "Box": { - "MinX": 0.023529160063949495, + "MinX": 0.023529160063950724, "MinY": 0.3096856133690561, - "MinZ": 0.018279486535235125, - "MaxX": 0.03982013418504109, + "MinZ": 0.018279486535235735, + "MaxX": 0.03982013418504231, "MaxY": 0.3376856133690561, - "MaxZ": 0.03457046065632671 + "MaxZ": 0.03457046065632732 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/clamp-3500-plunger-support-rod-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger-support-rod.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.08796459430051416, + "Density": 999.9999999999999, + "Volume": 8.796459430051417E-05, + "SurfaceArea": 0.036285395148962105, + "CenterOfMassX": 0.08000000000000002, + "CenterOfMassY": -0.001354395164807874, + "CenterOfMassZ": 2.0557953409225594E-18 + }, + "Box": { + "MinX": -0.024332818715732146, + "MinY": 0.021999999999999992, + "MinZ": -0.024332818715722175, + "MaxX": 0.02433281871571214, + "MaxY": 0.182, + "MaxZ": 0.0243328187157221 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/hex nut heavy_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\nuts\\hex nuts\\hex nut heavy_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {}, + "Heavy hex nut, M12 x 1.75 --W-N": {}, + "PreviewCfg": {}, + "B18.2.4.6M - Heavy hex nut, M30 x 3.5 --W-N": {}, + "B18.2.4.6M - Heavy hex nut, M20 x 2.5 --W-N": {} + }, + "Equations": { + "D2@BaseNutSke": 17.0, + "D3@BaseNutSke": 17.0, + "D1@Sketch3": 17.0, + "D1@Sketch4": 17.0, + "D4@BaseNutSke": 17.0, + "Thread_major@ThdSchSke": 20.0, + "Tap_Drill@ThdSchSke": 17.5, + "OverCut@ThdSchSke": 8.75, + "Num_threads@ThdSchPat": 0.0, + "Advance@ThdSchPat": 2.2943555555555557, + "ThreadMajor@Sketch5": 10.0, + "ChamferDepth@Sketch5": 1.3749999999999998, + "Offset1@Sketch5": 20.7254, + "Offset2@Sketch5": 20.7762 + }, + "Mass": { + "Mass": 0.015562244942573187, + "Density": 1000.0, + "Volume": 1.5562244942573187E-05, + "SurfaceArea": 0.0049780474121295425, + "CenterOfMassX": -1.700672310359492E-18, + "CenterOfMassY": 2.667570258600482E-09, + "CenterOfMassZ": -0.010328518595486693 + }, + "Box": { + "MinX": -0.03750845331858709, + "MinY": 0.2499856133690561, + "MinZ": -0.038148428800704445, + "MaxX": 0.037508453318567093, + "MaxY": 0.2806856133690561, + "MaxZ": 0.03814842880070449 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": -0.04922812285624145, + "MinY": 0.5196856133690594, + "MinZ": -0.004433407309375217, + "MaxX": -0.03293714873514984, + "MaxY": 0.5476856133690594, + "MaxZ": 0.011857566811716392 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-7", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": -0.04074993135032658, + "MinY": 0.3096856133690561, + "MinZ": -0.0355002578215987, + "MaxX": -0.022599362898708293, + "MaxY": 0.3376856133690561, + "MaxZ": -0.01734968936998041 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-8", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": -0.011857566811726237, + "MinY": 0.3096856133690561, + "MinZ": -0.049228122856231474, + "MaxX": 0.004433407309365351, + "MaxY": 0.3376856133690561, + "MaxZ": -0.03293714873513988 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-1", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": -0.00443340730938092, + "MinY": 0.5196856133690594, + "MinZ": 0.03293714873513417, + "MaxX": 0.011857566811710681, + "MaxY": 0.5476856133690594, + "MaxZ": 0.04922812285622578 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-6", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": -0.06262675449328696, + "MinY": 0.4739072903994943, + "MinZ": -0.05435230950653568, + "MaxX": -0.029403854476935932, + "MaxY": 0.4926805411339702, + "MaxZ": -0.022425385994940893 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-5", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": -0.011857566811726263, + "MinY": 0.5196856133690594, + "MinZ": -0.04922812285623142, + "MaxX": 0.00443340730936534, + "MaxY": 0.5476856133690594, + "MaxZ": -0.03293714873513981 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-10", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": 0.032937148735129124, + "MinY": 0.3096856133690561, + "MinZ": -0.011857566811724294, + "MaxX": 0.04922812285622072, + "MaxY": 0.3376856133690561, + "MaxZ": 0.004433407309367298 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-12", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": -0.004433407309381928, + "MinY": 0.3096856133690561, + "MinZ": 0.03293714873513538, + "MaxX": 0.01185756681170966, + "MaxY": 0.3376856133690561, + "MaxZ": 0.04922812285622698 }, "Material": { "Material": "", @@ -17946,21 +25953,21 @@ }, "Equations": {}, "Mass": { - "Mass": 1.0210878270163535, - "Density": 7799.999999999999, - "Volume": 0.00013090869577132738, + "Mass": 1.0210878270163533, + "Density": 7800.000000000001, + "Volume": 0.00013090869577132733, "SurfaceArea": 0.03325501327713731, "CenterOfMassX": 3.301278382161623E-17, - "CenterOfMassY": -1.5796899657413804E-21, - "CenterOfMassZ": -9.365297691285988E-18 + "CenterOfMassY": -1.5796899657413808E-21, + "CenterOfMassZ": -9.340022651834128E-18 }, "Box": { - "MinX": -0.08450853922952825, + "MinX": -0.08450853922952702, "MinY": 0.011999999999999972, - "MinZ": -0.08450853922951769, - "MaxX": 0.08450853922950582, + "MinZ": -0.08450853922951708, + "MaxX": 0.08450853922950706, "MaxY": 0.021999999999999995, - "MaxZ": 0.08450853922951639 + "MaxZ": 0.084508539229517 }, "Material": { "Material": "Plain Carbon Steel", @@ -17970,6 +25977,96 @@ "LaserParts": null, "IsSuppressed": false, "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": 0.03293714873512982, + "MinY": 0.5196856133690594, + "MinZ": -0.011857566811716052, + "MaxX": 0.04922812285622141, + "MaxY": 0.5476856133690594, + "MaxZ": 0.004433407309375557 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null } ], "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\Global-GH-35000HL.SLDASM", @@ -17981,49 +26078,49 @@ "Equations": {}, "Mass": { "Mass": 3.1723037456680676, - "Density": 1390.0659611745534, - "Volume": 0.002282124614423038, + "Density": 1390.0659611745532, + "Volume": 0.0022821246144230384, "SurfaceArea": 0.45826509844778557, "CenterOfMassX": 0.2597483843617823, "CenterOfMassY": -0.009962355928389916, - "CenterOfMassZ": 2.993346504890845E-06 + "CenterOfMassZ": 2.9933465048912154E-06 }, "Box": { - "MinX": -0.3025230918297993, + "MinX": -0.3025230918297981, "MinY": 0.02200000000000002, - "MinZ": -0.268724298495322, - "MaxX": 0.09859329576775867, + "MinZ": -0.2687242984953214, + "MaxX": 0.0985932957677599, "MaxY": 0.6106856133690608, - "MaxZ": 0.09859329576776951 + "MaxZ": 0.09859329576777012 }, "Material": { "Part2^Global-GH-35000HL-3": "", "top-1-2": "", "top-2-3": "", - "lever-pin-1": "", - "hex nut heavy_am-3": "", - "socket head cap screw_am-2": "", - "socket head cap screw_am-9": "", - "socket head cap screw_am-4": "", - "link-1": "", - "clamp-3500-plunger-support-rod-1": "", - "hex nut heavy_am-2": "", "lever-mount-2": "", - "support-plate-200-1": "", - "socket head cap screw_am-3": "", - "socket head cap screw_am-8": "", "clamp-3500-plunger-2": "", - "socket head cap screw_am-1": "", + "top-1-1": "", "top-2-1": "", "Part2^Global-GH-35000HL-1": "", - "top-1-1": "", - "socket head cap screw_am-5": "", - "socket head cap screw_am-6": "", + "link-1": "", + "lever-pin-1": "", + "support-plate-200-1": "", + "socket head cap screw_am-2": "", + "hex nut heavy_am-3": "", + "socket head cap screw_am-9": "", + "socket head cap screw_am-11": "", + "clamp-3500-plunger-support-rod-1": "", + "hex nut heavy_am-2": "", + "socket head cap screw_am-4": "", "socket head cap screw_am-7": "", + "socket head cap screw_am-8": "", + "socket head cap screw_am-1": "", + "socket head cap screw_am-6": "", + "socket head cap screw_am-5": "", "socket head cap screw_am-10": "", "socket head cap screw_am-12": "", - "socket head cap screw_am-11": "", - "701_CarJackMount_x1_10mm_FERRO-1": "Plain Carbon Steel" + "701_CarJackMount_x1_10mm_FERRO-1": "Plain Carbon Steel", + "socket head cap screw_am-3": "" }, "States": {}, "LaserParts": null, @@ -18033,7 +26130,7 @@ { "Name": "Global-GH-35000HL-1/Part2^Global-GH-35000HL-3", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\Global-GH-35000HL\\Part2^Global-GH-35000HL.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\Global-GH-35000HL\\Part2^Global-GH-35000HL.SLDPRT", "Parent": null, "Properties": { "Default": {} @@ -18049,12 +26146,12 @@ "CenterOfMassZ": 0.17 }, "Box": { - "MinX": 0.012414978173671536, + "MinX": 0.012414978173672892, "MinY": 0.25068561336905937, - "MinZ": -0.04571657842279389, - "MaxX": 0.04046401928273652, + "MinZ": -0.04571657842279319, + "MaxX": 0.04046401928273788, "MaxY": 0.5906856133690594, - "MaxZ": -0.017667537313728443 + "MaxZ": -0.017667537313727742 }, "Material": { "Material": "", @@ -18075,21 +26172,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.2142508384443411, + "Mass": 0.21425083844434112, "Density": 1000.0, - "Volume": 0.00021425083844434109, + "Volume": 0.0002142508384443411, "SurfaceArea": 0.0380461949994461, - "CenterOfMassX": 1.9948400751871966E-06, + "CenterOfMassX": 1.9948400751868874E-06, "CenterOfMassY": 0.03189999999999984, "CenterOfMassZ": 0.015344215738371827 }, "Box": { - "MinX": -0.07746616096040186, + "MinX": -0.07746616096040064, "MinY": 0.310685613369056, - "MinZ": -0.07746616096039127, - "MaxX": 0.07746616096037941, + "MinZ": -0.07746616096039066, + "MaxX": 0.07746616096038063, "MaxY": 0.340685613369056, - "MaxZ": 0.07746616096039 + "MaxZ": 0.0774661609603906 }, "Material": { "Material": "", @@ -18110,21 +26207,231 @@ }, "Equations": {}, "Mass": { - "Mass": 0.15662007425844496, + "Mass": 0.156620074258445, "Density": 1000.0, - "Volume": 0.00015662007425844496, + "Volume": 0.00015662007425844502, "SurfaceArea": 0.034594439865418374, - "CenterOfMassX": 1.914553768382837E-06, - "CenterOfMassY": 0.02607433444104897, - "CenterOfMassZ": 0.01539238536260211 + "CenterOfMassX": 1.9145537683831743E-06, + "CenterOfMassY": 0.026074334441048973, + "CenterOfMassZ": 0.015392385362602106 }, "Box": { - "MinX": -0.07589764604075351, + "MinX": -0.07589764604075228, "MinY": 0.5206856133690593, - "MinZ": -0.076157607618869, - "MaxX": 0.07746616096037938, + "MinZ": -0.07615760761886839, + "MaxX": 0.07746616096038061, "MaxY": 0.5506856133690593, - "MaxZ": 0.07746616096039002 + "MaxZ": 0.07746616096039063 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/lever-mount-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\lever-mount.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.3303743778488173, + "Density": 1000.0000000000001, + "Volume": 0.00033037437784881726, + "SurfaceArea": 0.05967193657125731, + "CenterOfMassX": -0.01934526402047197, + "CenterOfMassY": 0.12786523324725801, + "CenterOfMassZ": 9.579600713463009E-05 + }, + "Box": { + "MinX": -0.26751352092833885, + "MinY": 0.10476407982098904, + "MinZ": -0.22675960928704947, + "MaxX": 0.02130096810493949, + "MaxY": 0.5355378317676742, + "MaxZ": 0.021353683792902492 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/clamp-3500-plunger-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.23467153069415725, + "Density": 1000.0, + "Volume": 0.00023467153069415726, + "SurfaceArea": 0.03532797857059688, + "CenterOfMassX": -0.2205920695128216, + "CenterOfMassY": 0.03914561238419793, + "CenterOfMassZ": -3.4545604696327186E-05 + }, + "Box": { + "MinX": -0.021127134807389272, + "MinY": 0.02269999999999639, + "MinZ": -0.02112713480737929, + "MaxX": 0.02112713480736924, + "MaxY": 0.37269999999999637, + "MaxZ": 0.021127134807379242 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/top-1-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-1.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.21425083844434112, + "Density": 1000.0, + "Volume": 0.0002142508384443411, + "SurfaceArea": 0.0380461949994461, + "CenterOfMassX": 1.9948400751868874E-06, + "CenterOfMassY": 0.03189999999999984, + "CenterOfMassZ": 0.015344215738371827 + }, + "Box": { + "MinX": -0.0774661609604006, + "MinY": 0.28068561336905606, + "MinZ": -0.07746616096039063, + "MaxX": 0.07746616096038061, + "MaxY": 0.3106856133690561, + "MaxZ": 0.07746616096039058 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/top-2-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-2.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.156620074258445, + "Density": 1000.0, + "Volume": 0.00015662007425844502, + "SurfaceArea": 0.034594439865418374, + "CenterOfMassX": 1.9145537683831743E-06, + "CenterOfMassY": 0.026074334441048973, + "CenterOfMassZ": 0.015392385362602106 + }, + "Box": { + "MinX": -0.07589764604075228, + "MinY": 0.49068561336905925, + "MinZ": -0.07615760761886836, + "MaxX": 0.07746616096038061, + "MaxY": 0.5206856133690593, + "MaxZ": 0.07746616096039063 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/Part2^Global-GH-35000HL-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\Global-GH-35000HL\\Part2^Global-GH-35000HL.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.1068141502220544, + "Density": 1000.0, + "Volume": 0.0001068141502220544, + "SurfaceArea": 0.0219911485751287, + "CenterOfMassX": 0.03747732592956429, + "CenterOfMassY": 0.0174, + "CenterOfMassZ": 0.17 + }, + "Box": { + "MinX": -0.04046401928275766, + "MinY": 0.250685613354405, + "MinZ": 0.017667537313727874, + "MaxX": -0.012414978173692684, + "MaxY": 0.5906856133544051, + "MaxZ": 0.045716578422793266 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/link-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\link.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03585816586418938, + "Density": 1000.0, + "Volume": 3.5858165864189375E-05, + "SurfaceArea": 0.009920311280769712, + "CenterOfMassX": 0.004009477048731344, + "CenterOfMassY": 0.028558448452379957, + "CenterOfMassZ": -1.8291182655074865E-16 + }, + "Box": { + "MinX": -0.016114860155509718, + "MinY": 0.3464188296335348, + "MinZ": -0.01479796030338452, + "MaxX": 0.01535956605004244, + "MaxY": 0.46697591199678706, + "MaxZ": 0.014167846676070477 }, "Material": { "Material": "", @@ -18154,12 +26461,12 @@ "CenterOfMassZ": 0.057499999999999996 }, "Box": { - "MinX": -0.0419495685402541, + "MinX": -0.04194956854025287, "MinY": 0.49902464822245896, - "MinZ": -0.04841958879467705, - "MaxX": 0.04194956854023185, + "MinZ": -0.04841958879467644, + "MaxX": 0.04194956854023308, "MaxY": 0.5123465785156598, - "MaxZ": 0.04841958879467557 + "MaxZ": 0.04841958879467618 }, "Material": { "Material": "", @@ -18171,49 +26478,45 @@ "activeConfiguration": null }, { - "Name": "Global-GH-35000HL-1/hex nut heavy_am-3", + "Name": "Global-GH-35000HL-1/cam-1", "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\nuts\\hex nuts\\hex nut heavy_am.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\cam.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/support-plate-200-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax\\cad\\components\\mould\\support-plate-200.SLDPRT", "Parent": null, "Properties": { - "Default": {}, - "Heavy hex nut, M12 x 1.75 --W-N": {}, - "PreviewCfg": {}, - "B18.2.4.6M - Heavy hex nut, M30 x 3.5 --W-N": {}, - "B18.2.4.6M - Heavy hex nut, M20 x 2.5 --W-N": {} - }, - "Equations": { - "D2@BaseNutSke": 17.0, - "D3@BaseNutSke": 17.0, - "D1@Sketch3": 17.0, - "D1@Sketch4": 17.0, - "D4@BaseNutSke": 17.0, - "Thread_major@ThdSchSke": 20.0, - "Tap_Drill@ThdSchSke": 17.5, - "OverCut@ThdSchSke": 8.75, - "Num_threads@ThdSchPat": 0.0, - "Advance@ThdSchPat": 2.2943555555555557, - "ThreadMajor@Sketch5": 10.0, - "ChamferDepth@Sketch5": 1.3749999999999998, - "Offset1@Sketch5": 20.7254, - "Offset2@Sketch5": 20.7762 + "Default": {} }, + "Equations": {}, "Mass": { - "Mass": 0.01556224494257319, + "Mass": 0.37700078003469656, "Density": 1000.0, - "Volume": 1.556224494257319E-05, - "SurfaceArea": 0.0049780474121295425, - "CenterOfMassX": -1.7745882552361025E-18, - "CenterOfMassY": 2.6675702584410223E-09, - "CenterOfMassZ": -0.010328518595486693 + "Volume": 0.00037700078003469656, + "SurfaceArea": 0.05528379427556542, + "CenterOfMassX": -5.603862301070402E-16, + "CenterOfMassY": 6.6361087526442475E-15, + "CenterOfMassZ": -0.620448686152156 }, "Box": { - "MinX": -0.03816801822233852, - "MinY": 0.182, - "MinZ": -0.037599506588286626, - "MaxX": 0.038168018222315955, - "MaxY": 0.2127, - "MaxZ": 0.03759950658828536 + "MinX": -0.09859329576778014, + "MinY": 0.5906856133690576, + "MinZ": -0.09859329576776994, + "MaxX": 0.09859329576775991, + "MaxY": 0.6106856133690607, + "MaxZ": 0.09859329576777014 }, "Material": { "Material": "", @@ -18224,6 +26527,51 @@ "IsSuppressed": false, "activeConfiguration": null }, + { + "Name": "Global-GH-35000HL-1/mould-table-mount-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\mould-table-mount.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/formed hex screw_am-1", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/plunger-rod-support-220-30-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\plunger-rod-support-220-30.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, { "Name": "Global-GH-35000HL-1/socket head cap screw_am-2", "Children": null, @@ -18289,21 +26637,75 @@ "Advance@ThdSchPat": 1.8214285714285714 }, "Mass": { - "Mass": 0.006915167345203423, + "Mass": 0.006915167345203424, "Density": 1000.0, - "Volume": 6.915167345203423E-06, + "Volume": 6.915167345203424E-06, "SurfaceArea": 0.002844483524334328, "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 }, "Box": { - "MinX": 0.023529160063950085, + "MinX": 0.023529160063951313, "MinY": 0.5196856133690594, - "MinZ": 0.018279486535233102, - "MaxX": 0.03982013418504168, + "MinZ": 0.018279486535233713, + "MaxX": 0.03982013418504292, "MaxY": 0.5476856133690594, - "MaxZ": 0.034570460656324714 + "MaxZ": 0.034570460656325325 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/hex nut heavy_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\nuts\\hex nuts\\hex nut heavy_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "Heavy hex nut, M12 x 1.75 --W-N": {}, + "PreviewCfg": {}, + "B18.2.4.6M - Heavy hex nut, M30 x 3.5 --W-N": {}, + "B18.2.4.6M - Heavy hex nut, M20 x 2.5 --W-N": {} + }, + "Equations": { + "D2@BaseNutSke": 17.0, + "D3@BaseNutSke": 17.0, + "D1@Sketch3": 17.0, + "D1@Sketch4": 17.0, + "D4@BaseNutSke": 17.0, + "Thread_major@ThdSchSke": 20.0, + "Tap_Drill@ThdSchSke": 17.5, + "OverCut@ThdSchSke": 8.75, + "Num_threads@ThdSchPat": 0.0, + "Advance@ThdSchPat": 2.2943555555555557, + "ThreadMajor@Sketch5": 10.0, + "ChamferDepth@Sketch5": 1.3749999999999998, + "Offset1@Sketch5": 20.7254, + "Offset2@Sketch5": 20.7762 + }, + "Mass": { + "Mass": 0.015562244942573187, + "Density": 1000.0, + "Volume": 1.5562244942573187E-05, + "SurfaceArea": 0.0049780474121295425, + "CenterOfMassX": -1.700672310359492E-18, + "CenterOfMassY": 2.667570258600482E-09, + "CenterOfMassZ": -0.010328518595486693 + }, + "Box": { + "MinX": -0.0381680182223373, + "MinY": 0.182, + "MinZ": -0.03759950658828602, + "MaxX": 0.03816801822231718, + "MaxY": 0.2127, + "MaxZ": 0.037599506588285966 }, "Material": { "Material": "", @@ -18379,1225 +26781,21 @@ "Advance@ThdSchPat": 1.8214285714285714 }, "Mass": { - "Mass": 0.006915167345203423, + "Mass": 0.006915167345203424, "Density": 1000.0, - "Volume": 6.915167345203423E-06, + "Volume": 6.915167345203424E-06, "SurfaceArea": 0.002844483524334328, "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 }, "Box": { - "MinX": -0.049228122856242645, + "MinX": -0.04922812285624141, "MinY": 0.3096856133690561, - "MinZ": -0.0044334073093758725, - "MaxX": -0.03293714873515105, + "MinZ": -0.004433407309375264, + "MaxX": -0.03293714873514983, "MaxY": 0.3376856133690561, - "MaxZ": 0.011857566811715719 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": -0.04922812285624267, - "MinY": 0.5196856133690594, - "MinZ": -0.004433407309375826, - "MaxX": -0.03293714873515108, - "MaxY": 0.5476856133690594, - "MaxZ": 0.011857566811715783 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/link-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\link.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035858165864189384, - "Density": 1000.0000000000001, - "Volume": 3.585816586418938E-05, - "SurfaceArea": 0.009920311280769712, - "CenterOfMassX": 0.004009477048731344, - "CenterOfMassY": 0.028558448452379957, - "CenterOfMassZ": -1.8290029248880463E-16 - }, - "Box": { - "MinX": -0.016114860155510946, - "MinY": 0.3464188296335348, - "MinZ": -0.01479796030338513, - "MaxX": 0.015359566050041212, - "MaxY": 0.46697591199678706, - "MaxZ": 0.014167846676069866 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/clamp-3500-plunger-support-rod-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger-support-rod.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.08796459430051416, - "Density": 999.9999999999999, - "Volume": 8.796459430051417E-05, - "SurfaceArea": 0.036285395148962105, - "CenterOfMassX": 0.08000000000000002, - "CenterOfMassY": -0.001354395164807874, - "CenterOfMassZ": 2.0557953409225594E-18 - }, - "Box": { - "MinX": -0.02433281871573337, - "MinY": 0.021999999999999992, - "MinZ": -0.024332818715722782, - "MaxX": 0.024332818715710917, - "MaxY": 0.182, - "MaxZ": 0.02433281871572149 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/hex nut heavy_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\nuts\\hex nuts\\hex nut heavy_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "Heavy hex nut, M12 x 1.75 --W-N": {}, - "PreviewCfg": {}, - "B18.2.4.6M - Heavy hex nut, M30 x 3.5 --W-N": {}, - "B18.2.4.6M - Heavy hex nut, M20 x 2.5 --W-N": {} - }, - "Equations": { - "D2@BaseNutSke": 17.0, - "D3@BaseNutSke": 17.0, - "D1@Sketch3": 17.0, - "D1@Sketch4": 17.0, - "D4@BaseNutSke": 17.0, - "Thread_major@ThdSchSke": 20.0, - "Tap_Drill@ThdSchSke": 17.5, - "OverCut@ThdSchSke": 8.75, - "Num_threads@ThdSchPat": 0.0, - "Advance@ThdSchPat": 2.2943555555555557, - "ThreadMajor@Sketch5": 10.0, - "ChamferDepth@Sketch5": 1.3749999999999998, - "Offset1@Sketch5": 20.7254, - "Offset2@Sketch5": 20.7762 - }, - "Mass": { - "Mass": 0.01556224494257319, - "Density": 1000.0, - "Volume": 1.556224494257319E-05, - "SurfaceArea": 0.0049780474121295425, - "CenterOfMassX": -1.7745882552361025E-18, - "CenterOfMassY": 2.6675702584410223E-09, - "CenterOfMassZ": -0.010328518595486693 - }, - "Box": { - "MinX": -0.03750845331858832, - "MinY": 0.2499856133690561, - "MinZ": -0.038148428800705056, - "MaxX": 0.037508453318565865, - "MaxY": 0.2806856133690561, - "MaxZ": 0.038148428800703876 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/lever-mount-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\lever-mount.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3303743778488173, - "Density": 999.9999999999999, - "Volume": 0.0003303743778488173, - "SurfaceArea": 0.05967193657125731, - "CenterOfMassX": -0.019345264020471944, - "CenterOfMassY": 0.12786523324725801, - "CenterOfMassZ": 9.579600713463021E-05 - }, - "Box": { - "MinX": -0.2675135209283401, - "MinY": 0.10476407982098904, - "MinZ": -0.22675960928705008, - "MaxX": 0.02130096810493827, - "MaxY": 0.5355378317676742, - "MaxZ": 0.02135368379290188 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/support-plate-200-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax\\cad\\components\\mould\\support-plate-200.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3770007800346965, - "Density": 1000.0, - "Volume": 0.0003770007800346965, - "SurfaceArea": 0.05528379427556542, - "CenterOfMassX": -5.605438034786639E-16, - "CenterOfMassY": 6.636617785814138E-15, - "CenterOfMassZ": -0.620448686152156 - }, - "Box": { - "MinX": -0.09859329576778138, - "MinY": 0.5906856133690576, - "MinZ": -0.09859329576777055, - "MaxX": 0.09859329576775867, - "MaxY": 0.6106856133690607, - "MaxZ": 0.09859329576776953 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": 0.03293714873512858, - "MinY": 0.5196856133690594, - "MinZ": -0.01185756681171666, - "MaxX": 0.04922812285622019, - "MaxY": 0.5476856133690594, - "MaxZ": 0.004433407309374948 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/cam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\cam.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-8", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": -0.011857566811727463, - "MinY": 0.3096856133690561, - "MinZ": -0.049228122856232084, - "MaxX": 0.004433407309364125, - "MaxY": 0.3376856133690561, - "MaxZ": -0.03293714873514049 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/clamp-3500-plunger-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.23467153069415725, - "Density": 1000.0, - "Volume": 0.00023467153069415726, - "SurfaceArea": 0.03532797857059688, - "CenterOfMassX": -0.2205920695128216, - "CenterOfMassY": 0.03914561238419793, - "CenterOfMassZ": -3.45456046963272E-05 - }, - "Box": { - "MinX": -0.0211271348073905, - "MinY": 0.02269999999999639, - "MinZ": -0.0211271348073799, - "MaxX": 0.02112713480736801, - "MaxY": 0.37269999999999637, - "MaxZ": 0.02112713480737863 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-1", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": -0.004433407309382146, - "MinY": 0.5196856133690594, - "MinZ": 0.03293714873513356, - "MaxX": 0.011857566811709457, - "MaxY": 0.5476856133690594, - "MaxZ": 0.049228122856225166 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/top-2-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-2.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.15662007425844496, - "Density": 1000.0, - "Volume": 0.00015662007425844496, - "SurfaceArea": 0.034594439865418374, - "CenterOfMassX": 1.914553768382837E-06, - "CenterOfMassY": 0.02607433444104897, - "CenterOfMassZ": 0.01539238536260211 - }, - "Box": { - "MinX": -0.0758976460407535, - "MinY": 0.49068561336905925, - "MinZ": -0.07615760761886897, - "MaxX": 0.0774661609603794, - "MaxY": 0.5206856133690593, - "MaxZ": 0.07746616096039002 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/Part2^Global-GH-35000HL-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\Global-GH-35000HL\\Part2^Global-GH-35000HL.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.1068141502220544, - "Density": 1000.0, - "Volume": 0.0001068141502220544, - "SurfaceArea": 0.0219911485751287, - "CenterOfMassX": 0.03747732592956429, - "CenterOfMassY": 0.0174, - "CenterOfMassZ": 0.17 - }, - "Box": { - "MinX": -0.04046401928275876, - "MinY": 0.250685613354405, - "MinZ": 0.017667537313727368, - "MaxX": -0.01241497817369378, - "MaxY": 0.5906856133544051, - "MaxZ": 0.04571657842279276 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/top-1-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\top-1.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.2142508384443411, - "Density": 1000.0, - "Volume": 0.00021425083844434109, - "SurfaceArea": 0.0380461949994461, - "CenterOfMassX": 1.9948400751871966E-06, - "CenterOfMassY": 0.03189999999999984, - "CenterOfMassZ": 0.015344215738371827 - }, - "Box": { - "MinX": -0.07746616096040183, - "MinY": 0.28068561336905606, - "MinZ": -0.07746616096039124, - "MaxX": 0.07746616096037938, - "MaxY": 0.3106856133690561, - "MaxZ": 0.07746616096038997 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/mould-table-mount-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\mould-table-mount.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/plunger-rod-support-220-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\plunger-rod-support-220-30.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/formed hex screw_am-1", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-5", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": -0.011857566811727487, - "MinY": 0.5196856133690594, - "MinZ": -0.04922812285623203, - "MaxX": 0.004433407309364114, - "MaxY": 0.5476856133690594, - "MaxZ": -0.03293714873514042 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-6", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": -0.06262675449328818, - "MinY": 0.4739072903994943, - "MinZ": -0.054352309506536294, - "MaxX": -0.02940385447693716, - "MaxY": 0.4926805411339702, - "MaxZ": -0.022425385994941503 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-7", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": -0.04074993135032781, - "MinY": 0.3096856133690561, - "MinZ": -0.03550025782159931, - "MaxX": -0.02259936289870952, - "MaxY": 0.3376856133690561, - "MaxZ": -0.01734968936998102 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-10", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": 0.0329371487351279, - "MinY": 0.3096856133690561, - "MinZ": -0.011857566811724903, - "MaxX": 0.04922812285621948, - "MaxY": 0.3376856133690561, - "MaxZ": 0.004433407309366689 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Global-GH-35000HL-1/socket head cap screw_am-12", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, - "PreviewCfg": {}, - "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, - "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, - "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, - "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { - "manufacturing-type": "none" - }, - "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, - "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} - }, - "Equations": { - "D2@Sketch3": 5.0575, - "D1@Sketch3": 5.0575, - "D1@Sketch2": 5.0575, - "D3@Sketch4": 0.8636, - "Thread_minor@ThreadCosmetic": 10.072, - "D2@CirPattern1": 60.0, - "Wall_thickness@Sketch2": 6.0, - "Thread_length@ThreadCosmetic": 38.25, - "Thread_minor@ThdSchSke": 10.072, - "Diameter@ThdSchSke": 12.0, - "Overcut@ThdSchSke": 15.0, - "Start@ThdSchSke": 13.75, - "Num_threads@ThdSchPat": 21.0, - "Advance@ThdSchPat": 1.8214285714285714 - }, - "Mass": { - "Mass": 0.006915167345203423, - "Density": 1000.0, - "Volume": 6.915167345203423E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 - }, - "Box": { - "MinX": -0.004433407309383155, - "MinY": 0.3096856133690561, - "MinZ": 0.03293714873513477, - "MaxX": 0.011857566811708433, - "MaxY": 0.3376856133690561, - "MaxZ": 0.04922812285622637 + "MaxZ": 0.011857566811716328 }, "Material": { "Material": "", @@ -19673,21 +26871,830 @@ "Advance@ThdSchPat": 1.8214285714285714 }, "Mass": { - "Mass": 0.006915167345203423, + "Mass": 0.006915167345203424, "Density": 1000.0, - "Volume": 6.915167345203423E-06, + "Volume": 6.915167345203424E-06, "SurfaceArea": 0.002844483524334328, "CenterOfMassX": 0.023156168115578992, - "CenterOfMassY": 1.812964970067261E-19, - "CenterOfMassZ": 6.130438249299605E-19 + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 }, "Box": { - "MinX": 0.023529160063949495, + "MinX": 0.023529160063950724, "MinY": 0.3096856133690561, - "MinZ": 0.018279486535235125, - "MaxX": 0.03982013418504109, + "MinZ": 0.018279486535235735, + "MaxX": 0.03982013418504231, "MaxY": 0.3376856133690561, - "MaxZ": 0.03457046065632671 + "MaxZ": 0.03457046065632732 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/clamp-3500-plunger-support-rod-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\2000_Clamps\\OSR-300-40-30-25-80\\cad\\clamp-3500-plunger-support-rod.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.08796459430051416, + "Density": 999.9999999999999, + "Volume": 8.796459430051417E-05, + "SurfaceArea": 0.036285395148962105, + "CenterOfMassX": 0.08000000000000002, + "CenterOfMassY": -0.001354395164807874, + "CenterOfMassZ": 2.0557953409225594E-18 + }, + "Box": { + "MinX": -0.024332818715732146, + "MinY": 0.021999999999999992, + "MinZ": -0.024332818715722175, + "MaxX": 0.02433281871571214, + "MaxY": 0.182, + "MaxZ": 0.0243328187157221 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/hex nut heavy_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\nuts\\hex nuts\\hex nut heavy_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "Heavy hex nut, M12 x 1.75 --W-N": {}, + "PreviewCfg": {}, + "B18.2.4.6M - Heavy hex nut, M30 x 3.5 --W-N": {}, + "B18.2.4.6M - Heavy hex nut, M20 x 2.5 --W-N": {} + }, + "Equations": { + "D2@BaseNutSke": 17.0, + "D3@BaseNutSke": 17.0, + "D1@Sketch3": 17.0, + "D1@Sketch4": 17.0, + "D4@BaseNutSke": 17.0, + "Thread_major@ThdSchSke": 20.0, + "Tap_Drill@ThdSchSke": 17.5, + "OverCut@ThdSchSke": 8.75, + "Num_threads@ThdSchPat": 0.0, + "Advance@ThdSchPat": 2.2943555555555557, + "ThreadMajor@Sketch5": 10.0, + "ChamferDepth@Sketch5": 1.3749999999999998, + "Offset1@Sketch5": 20.7254, + "Offset2@Sketch5": 20.7762 + }, + "Mass": { + "Mass": 0.015562244942573187, + "Density": 1000.0, + "Volume": 1.5562244942573187E-05, + "SurfaceArea": 0.0049780474121295425, + "CenterOfMassX": -1.700672310359492E-18, + "CenterOfMassY": 2.667570258600482E-09, + "CenterOfMassZ": -0.010328518595486693 + }, + "Box": { + "MinX": -0.03750845331858709, + "MinY": 0.2499856133690561, + "MinZ": -0.038148428800704445, + "MaxX": 0.037508453318567093, + "MaxY": 0.2806856133690561, + "MaxZ": 0.03814842880070449 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": -0.04922812285624145, + "MinY": 0.5196856133690594, + "MinZ": -0.004433407309375217, + "MaxX": -0.03293714873514984, + "MaxY": 0.5476856133690594, + "MaxZ": 0.011857566811716392 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-7", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": -0.04074993135032658, + "MinY": 0.3096856133690561, + "MinZ": -0.0355002578215987, + "MaxX": -0.022599362898708293, + "MaxY": 0.3376856133690561, + "MaxZ": -0.01734968936998041 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-8", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": -0.011857566811726237, + "MinY": 0.3096856133690561, + "MinZ": -0.049228122856231474, + "MaxX": 0.004433407309365351, + "MaxY": 0.3376856133690561, + "MaxZ": -0.03293714873513988 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-1", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": -0.00443340730938092, + "MinY": 0.5196856133690594, + "MinZ": 0.03293714873513417, + "MaxX": 0.011857566811710681, + "MaxY": 0.5476856133690594, + "MaxZ": 0.04922812285622578 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-6", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": -0.06262675449328696, + "MinY": 0.4739072903994943, + "MinZ": -0.05435230950653568, + "MaxX": -0.029403854476935932, + "MaxY": 0.4926805411339702, + "MaxZ": -0.022425385994940893 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-5", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": -0.011857566811726263, + "MinY": 0.5196856133690594, + "MinZ": -0.04922812285623142, + "MaxX": 0.00443340730936534, + "MaxY": 0.5476856133690594, + "MaxZ": -0.03293714873513981 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-10", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": 0.032937148735129124, + "MinY": 0.3096856133690561, + "MinZ": -0.011857566811724294, + "MaxX": 0.04922812285622072, + "MaxY": 0.3376856133690561, + "MaxZ": 0.004433407309367298 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "Global-GH-35000HL-1/socket head cap screw_am-12", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": -0.004433407309381928, + "MinY": 0.3096856133690561, + "MinZ": 0.03293714873513538, + "MaxX": 0.01185756681170966, + "MaxY": 0.3376856133690561, + "MaxZ": 0.04922812285622698 }, "Material": { "Material": "", @@ -19708,21 +27715,21 @@ }, "Equations": {}, "Mass": { - "Mass": 1.0210878270163535, - "Density": 7799.999999999999, - "Volume": 0.00013090869577132738, + "Mass": 1.0210878270163533, + "Density": 7800.000000000001, + "Volume": 0.00013090869577132733, "SurfaceArea": 0.03325501327713731, "CenterOfMassX": 3.301278382161623E-17, - "CenterOfMassY": -1.5796899657413804E-21, - "CenterOfMassZ": -9.365297691285988E-18 + "CenterOfMassY": -1.5796899657413808E-21, + "CenterOfMassZ": -9.340022651834128E-18 }, "Box": { - "MinX": -0.08450853922952825, + "MinX": -0.08450853922952702, "MinY": 0.011999999999999972, - "MinZ": -0.08450853922951769, - "MaxX": 0.08450853922950582, + "MinZ": -0.08450853922951708, + "MaxX": 0.08450853922950706, "MaxY": 0.021999999999999995, - "MaxZ": 0.08450853922951639 + "MaxZ": 0.084508539229517 }, "Material": { "Material": "Plain Carbon Steel", @@ -19734,9 +27741,1199 @@ "activeConfiguration": null }, { - "Name": "Global-130x130x90_Assembly-1", + "Name": "Global-GH-35000HL-1/socket head cap screw_am-3", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10SHX": {}, + "PreviewCfg": {}, + "B18.3.1M - 10 x 1.5 x 60 Hex SHCS -- 60NHX": {}, + "B18.3.1M - 8 x 1.25 x 70 Hex SHCS -- 28NHX": {}, + "B18.3.1M - 8 x 1.25 x 12 Hex SHCS -- 12NHX": {}, + "B18.3.1M - 5 x 0.8 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 12 Hex SHCS -- 12NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 40 Hex SHCS -- 28NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 30 Hex SHCS -- 30NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 10 Hex SHCS -- 10NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 6 x 1.0 x 25 Hex SHCS -- 25NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 8 x 1.25 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 10 x 1.5 x 16 Hex SHCS -- 16NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 5 x 0.8 x 8 Hex SHCS -- 8NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 4 x 0.7 x 20 Hex SHCS -- 20NHX": { + "manufacturing-type": "none" + }, + "B18.3.1M - 12 x 1.75 x 20 Hex SHCS -- 20NHX": {}, + "B18.3.1M - 12 x 1.75 x 40 Hex SHCS -- 40NHX": {} + }, + "Equations": { + "D2@Sketch3": 5.0575, + "D1@Sketch3": 5.0575, + "D1@Sketch2": 5.0575, + "D3@Sketch4": 0.8636, + "Thread_minor@ThreadCosmetic": 10.072, + "D2@CirPattern1": 60.0, + "Wall_thickness@Sketch2": 6.0, + "Thread_length@ThreadCosmetic": 38.25, + "Thread_minor@ThdSchSke": 10.072, + "Diameter@ThdSchSke": 12.0, + "Overcut@ThdSchSke": 15.0, + "Start@ThdSchSke": 13.75, + "Num_threads@ThdSchPat": 21.0, + "Advance@ThdSchPat": 1.8214285714285714 + }, + "Mass": { + "Mass": 0.006915167345203424, + "Density": 1000.0, + "Volume": 6.915167345203424E-06, + "SurfaceArea": 0.002844483524334328, + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091824E-19, + "CenterOfMassZ": 6.113056214019578E-19 + }, + "Box": { + "MinX": 0.03293714873512982, + "MinY": 0.5196856133690594, + "MinZ": -0.011857566811716052, + "MaxX": 0.04922812285622141, + "MaxY": 0.5476856133690594, + "MaxZ": 0.004433407309375557 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-1/lbbr25-skf-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Cover-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004478719588132997, + "Density": 1000.0, + "Volume": 4.478719588132997E-06, + "SurfaceArea": 0.009699478965475999, + "CenterOfMassX": -0.009999999999999997, + "CenterOfMassY": -7.102501476211082E-14, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.047451977725693636, + "MinY": 0.902992785974666, + "MinZ": 0.23440307958270015, + "MaxX": 0.03677940886119384, + "MaxY": 0.9039927859746661, + "MaxZ": 0.36444460484381513 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "PreviewCfg": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, + "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, + "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, + "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} + }, + "Equations": { + "D3@Sketch1": 4.0, + "D4@Sketch1": 4.0, + "D5@Sketch1": 4.0, + "Thread_minor@ThreadCosmetic": 4.11, + "D1@Sketch3": 4.0, + "D1@Sketch5": 4.0, + "Head_ch_ang@Sketch5": 30.000000000000206, + "D1@Sketch4": 8.0, + "D1@Sketch6": 7.0, + "D1@Indent": 0.45625, + "Thread_length@ThreadCosmetic": 9.2, + "Thread_minor@ThdSchSke": 4.11, + "Diameter@ThdSchSke": 5.0, + "Overcut@ThdSchSke": 6.25, + "Start@ThdSchSke": 4.450000000000001, + "Num_threads@ThdSchPat": 11.0, + "Advance@ThdSchPat": 0.8363636363636363 + }, + "Mass": { + "Mass": 0.00037649591137414067, + "Density": 1000.0, + "Volume": 3.7649591137414065E-07, + "SurfaceArea": 0.0003708760217963896, + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 + }, + "Box": { + "MinX": -0.046894199386517225, + "MinY": 0.8772192832827697, + "MinZ": 0.33931506852676097, + "MaxX": 0.01791189350559618, + "MaxY": 0.8887662886665624, + "MaxZ": 0.3627775112653231 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-1", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-2", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.059381145960114866, + "MinY": 0.8789927859746659, + "MinZ": 0.3375171543104988, + "MaxX": -0.04497313699089187, + "MaxY": 0.8869927859746659, + "MaxZ": 0.34810765172353053 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.07466002731776872, + "MinY": 0.8802427859746658, + "MinZ": 0.33534181885664033, + "MaxX": -0.062266696687490575, + "MaxY": 0.8857427859746658, + "MaxZ": 0.34316634235951154 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.08474080274806943, + "MinY": 0.8747967885853596, + "MinZ": 0.3297377851529335, + "MaxX": -0.04974771974508725, + "MaxY": 0.8911881037997844, + "MaxZ": 0.3838866752044313 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.07444166924010273, + "MinY": 0.8785873385365727, + "MinZ": 0.33385450347404283, + "MaxX": -0.06816700552155094, + "MaxY": 0.8873982334127589, + "MaxZ": 0.34341222713091907 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.07250081261790893, + "MinY": 0.8747327859746659, + "MinZ": 0.3306875296340528, + "MaxX": -0.044063834123629214, + "MaxY": 0.891252785974666, + "MaxZ": 0.3522694744366681 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "TYPE": "CATPART" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.006280857104084775, + "Density": 999.9999999999999, + "Volume": 6.280857104084775E-06, + "SurfaceArea": 0.005965594759100478, + "CenterOfMassX": -0.005142379806695322, + "CenterOfMassY": 2.6579662333123074E-07, + "CenterOfMassZ": 0.010072303501530778 + }, + "Box": { + "MinX": -0.08474080274806942, + "MinY": 0.8747327859746659, + "MinZ": 0.3295814725627689, + "MaxX": -0.044063834123629214, + "MaxY": 0.891252785974666, + "MaxZ": 0.38512106675231367 + }, + "Material": { + "6355015_01-1": "", + "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", + "6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Properties": { + "Swivel-M6": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.008297688066683562, + "Density": 999.9999999999998, + "Volume": 8.297688066683564E-06, + "SurfaceArea": 0.007415598903904077, + "CenterOfMassX": 0.0038926009856409295, + "CenterOfMassY": -9.240576016171242E-07, + "CenterOfMassZ": -0.025700291904778162 + }, + "Box": { + "MinX": -0.08474080274806942, + "MinY": 0.8747327859746657, + "MinZ": 0.3295814725627688, + "MaxX": 0.018514891962332032, + "MaxY": 0.8912527859746661, + "MaxZ": 0.3988139726055763 + }, + "Material": { + "formed hex screw_am-2": "", + "6355015-1/6355015_01-1": "", + "6355015-1/6355015_02-1": "", + "6355015-1/6355015_05-1": "", + "6355015-1/6355015_03-1": "", + "6355015-1/6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/lbbr25-skf-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "PreviewCfg": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, + "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, + "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, + "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} + }, + "Equations": { + "D3@Sketch1": 4.0, + "D4@Sketch1": 4.0, + "D5@Sketch1": 4.0, + "Thread_minor@ThreadCosmetic": 4.11, + "D1@Sketch3": 4.0, + "D1@Sketch5": 4.0, + "Head_ch_ang@Sketch5": 30.000000000000206, + "D1@Sketch4": 8.0, + "D1@Sketch6": 7.0, + "D1@Indent": 0.45625, + "Thread_length@ThreadCosmetic": 9.2, + "Thread_minor@ThdSchSke": 4.11, + "Diameter@ThdSchSke": 5.0, + "Overcut@ThdSchSke": 6.25, + "Start@ThdSchSke": 4.450000000000001, + "Num_threads@ThdSchPat": 11.0, + "Advance@ThdSchPat": 0.8363636363636363 + }, + "Mass": { + "Mass": 0.00037649591137414067, + "Density": 1000.0, + "Volume": 3.7649591137414065E-07, + "SurfaceArea": 0.0003708760217963896, + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 + }, + "Box": { + "MinX": -0.02453010456278261, + "MinY": 0.8772192832827697, + "MinZ": 0.23695599637693399, + "MaxX": 0.040275988329330784, + "MaxY": 0.8887662886665624, + "MaxZ": 0.26041843911549606 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-1", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-2", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.037017051136380257, + "MinY": 0.8789927859746659, + "MinZ": 0.23515808216067186, + "MaxX": -0.022609042167157263, + "MaxY": 0.8869927859746659, + "MaxZ": 0.24574857957370355 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.0522959324940341, + "MinY": 0.8802427859746658, + "MinZ": 0.23298274670681338, + "MaxX": -0.03990260186375596, + "MaxY": 0.8857427859746658, + "MaxZ": 0.2408072702096846 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.05516492005109349, + "MinY": 0.8747974681495473, + "MinZ": 0.19437080809729634, + "MaxX": -0.020171837048111325, + "MaxY": 0.8911887833639721, + "MaxZ": 0.2485196981487941 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.05207757441636811, + "MinY": 0.8785873385365727, + "MinZ": 0.2314954313242159, + "MaxX": -0.045802910697816335, + "MaxY": 0.8873982334127589, + "MaxZ": 0.24105315498109214 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.05013671779417432, + "MinY": 0.8747327859746659, + "MinZ": 0.22832845748422578, + "MaxX": -0.021699739299894605, + "MaxY": 0.891252785974666, + "MaxZ": 0.24991040228684117 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "TYPE": "CATPART" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.006280857104084775, + "Density": 999.9999999999999, + "Volume": 6.280857104084775E-06, + "SurfaceArea": 0.005965594759100478, + "CenterOfMassX": -0.005142379806695323, + "CenterOfMassY": 2.6579662333113196E-07, + "CenterOfMassZ": 0.010072303501530778 + }, + "Box": { + "MinX": -0.055199072271460134, + "MinY": 0.8747327859746659, + "MinZ": 0.19437080809729634, + "MaxX": -0.014522103647019943, + "MaxY": 0.891252785974666, + "MaxZ": 0.24991040228684114 + }, + "Material": { + "6355015_01-1": "", + "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", + "6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Properties": { + "Swivel-M6": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.008297688066683562, + "Density": 1000.0, + "Volume": 8.297688066683562E-06, + "SurfaceArea": 0.007415598903904077, + "CenterOfMassX": 0.0038926009856409304, + "CenterOfMassY": -9.240576016170136E-07, + "CenterOfMassZ": -0.02570029190477816 + }, + "Box": { + "MinX": -0.055199072271460155, + "MinY": 0.8747327859746659, + "MinZ": 0.19437080809729634, + "MaxX": 0.043744712925592476, + "MaxY": 0.8912527859746662, + "MaxZ": 0.26360330814010374 + }, + "Material": { + "formed hex screw_am-2": "", + "6355015-1/6355015_01-1": "", + "6355015-1/6355015_02-1": "", + "6355015-1/6355015_05-1": "", + "6355015-1/6355015_03-1": "", + "6355015-1/6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/SlideDual-40ID-60D-120W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Properties": { + "SwivelClamp": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.4569432026716904, + "Density": 2700.0, + "Volume": 0.0001692382232117372, + "SurfaceArea": 0.03941934041106202, + "CenterOfMassX": 2.027565351504627E-17, + "CenterOfMassY": -9.979823597436024E-18, + "CenterOfMassZ": 0.020000000000000007 + }, + "Box": { + "MinX": -0.04745197772569343, + "MinY": 0.862992785974666, + "MinZ": 0.23440307958270018, + "MaxX": 0.036779408861107685, + "MaxY": 0.902992785974666, + "MaxZ": 0.3644446048437963 + }, + "Material": { + "Material": "6061 Alloy", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Cover-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004478719588132997, + "Density": 1000.0, + "Volume": 4.478719588132997E-06, + "SurfaceArea": 0.009699478965475999, + "CenterOfMassX": -0.009999999999999997, + "CenterOfMassY": -7.102501476211082E-14, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.047451977725693636, + "MinY": 0.861992785974666, + "MinZ": 0.23440307958270015, + "MaxX": 0.03677940886119384, + "MaxY": 0.8629927859746661, + "MaxZ": 0.36444460484381513 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Parent": null, + "Properties": { + "Swivel-M6": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5035660515904191, + "Density": 2485.582869129485, + "Volume": 0.0002025947546728872, + "SurfaceArea": 0.07083462913220573, + "CenterOfMassX": 1.828307764766465E-17, + "CenterOfMassY": -3.6017963875928634E-19, + "CenterOfMassZ": 0.0011050271556161428 + }, + "Box": { + "MinX": -0.08474080274806947, + "MinY": 0.8619927859746658, + "MinZ": 0.19437080809729634, + "MaxX": 0.048149475472176455, + "MaxY": 0.9039927859746663, + "MaxZ": 0.3988139726055763 + }, + "Material": { + "Cover-2": "", + "Fasteners-2/formed hex screw_am-2": "", + "Fasteners-2/6355015-1/6355015_01-1": "", + "Fasteners-2/6355015-1/6355015_02-1": "", + "Fasteners-2/6355015-1/6355015_05-1": "", + "Fasteners-2/6355015-1/6355015_03-1": "", + "Fasteners-2/6355015-1/6355015_04-1": "", + "Fasteners-1/formed hex screw_am-2": "", + "Fasteners-1/6355015-1/6355015_01-1": "", + "Fasteners-1/6355015-1/6355015_02-1": "", + "Fasteners-1/6355015-1/6355015_05-1": "", + "Fasteners-1/6355015-1/6355015_03-1": "", + "Fasteners-1/6355015-1/6355015_04-1": "", + "SlideDual-40ID-60D-120W-1": "6061 Alloy", + "Cover-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/lbbr25-skf-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", "Parent": null, "Properties": null, "Equations": null, @@ -19749,9 +28946,566 @@ "activeConfiguration": null }, { - "Name": "socket head cap screw_am-13", + "Name": "SlideDual-25ID-40OD-58H-1/Cover-2", "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004478719588132997, + "Density": 1000.0, + "Volume": 4.478719588132997E-06, + "SurfaceArea": 0.009699478965475999, + "CenterOfMassX": -0.009999999999999997, + "CenterOfMassY": -7.102501476211082E-14, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.047451977725693636, + "MinY": 0.902992785974666, + "MinZ": 0.23440307958270015, + "MaxX": 0.03677940886119384, + "MaxY": 0.9039927859746661, + "MaxZ": 0.36444460484381513 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "PreviewCfg": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, + "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, + "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, + "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} + }, + "Equations": { + "D3@Sketch1": 4.0, + "D4@Sketch1": 4.0, + "D5@Sketch1": 4.0, + "Thread_minor@ThreadCosmetic": 4.11, + "D1@Sketch3": 4.0, + "D1@Sketch5": 4.0, + "Head_ch_ang@Sketch5": 30.000000000000206, + "D1@Sketch4": 8.0, + "D1@Sketch6": 7.0, + "D1@Indent": 0.45625, + "Thread_length@ThreadCosmetic": 9.2, + "Thread_minor@ThdSchSke": 4.11, + "Diameter@ThdSchSke": 5.0, + "Overcut@ThdSchSke": 6.25, + "Start@ThdSchSke": 4.450000000000001, + "Num_threads@ThdSchPat": 11.0, + "Advance@ThdSchPat": 0.8363636363636363 + }, + "Mass": { + "Mass": 0.00037649591137414067, + "Density": 1000.0, + "Volume": 3.7649591137414065E-07, + "SurfaceArea": 0.0003708760217963896, + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 + }, + "Box": { + "MinX": -0.046894199386517225, + "MinY": 0.8772192832827697, + "MinZ": 0.33931506852676097, + "MaxX": 0.01791189350559618, + "MaxY": 0.8887662886665624, + "MaxZ": 0.3627775112653231 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-1", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-2", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.059381145960114866, + "MinY": 0.8789927859746659, + "MinZ": 0.3375171543104988, + "MaxX": -0.04497313699089187, + "MaxY": 0.8869927859746659, + "MaxZ": 0.34810765172353053 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.07466002731776872, + "MinY": 0.8802427859746658, + "MinZ": 0.33534181885664033, + "MaxX": -0.062266696687490575, + "MaxY": 0.8857427859746658, + "MaxZ": 0.34316634235951154 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.08474080274806943, + "MinY": 0.8747967885853596, + "MinZ": 0.3297377851529335, + "MaxX": -0.04974771974508725, + "MaxY": 0.8911881037997844, + "MaxZ": 0.3838866752044313 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.07444166924010273, + "MinY": 0.8785873385365727, + "MinZ": 0.33385450347404283, + "MaxX": -0.06816700552155094, + "MaxY": 0.8873982334127589, + "MaxZ": 0.34341222713091907 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.07250081261790893, + "MinY": 0.8747327859746659, + "MinZ": 0.3306875296340528, + "MaxX": -0.044063834123629214, + "MaxY": 0.891252785974666, + "MaxZ": 0.3522694744366681 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "TYPE": "CATPART" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.006280857104084775, + "Density": 1000.0000000000001, + "Volume": 6.280857104084774E-06, + "SurfaceArea": 0.005965594759100478, + "CenterOfMassX": -0.005142379806695322, + "CenterOfMassY": 2.657966233312143E-07, + "CenterOfMassZ": 0.010072303501530778 + }, + "Box": { + "MinX": -0.08474080274806942, + "MinY": 0.8747327859746659, + "MinZ": 0.3295814725627689, + "MaxX": -0.044063834123629214, + "MaxY": 0.891252785974666, + "MaxZ": 0.38512106675231367 + }, + "Material": { + "6355015_01-1": "", + "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", + "6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Parent": null, + "Properties": { + "Swivel-M6": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.008297688066683562, + "Density": 1000.0, + "Volume": 8.297688066683562E-06, + "SurfaceArea": 0.007415598903904077, + "CenterOfMassX": 0.0038926009856409304, + "CenterOfMassY": -9.240576016171303E-07, + "CenterOfMassZ": -0.02570029190477815 + }, + "Box": { + "MinX": -0.08474080274806942, + "MinY": 0.8747327859746657, + "MinZ": 0.3295814725627688, + "MaxX": 0.018514891962332032, + "MaxY": 0.8912527859746661, + "MaxZ": 0.3988139726055763 + }, + "Material": { + "formed hex screw_am-2": "", + "6355015-1/6355015_01-1": "", + "6355015-1/6355015_02-1": "", + "6355015-1/6355015_05-1": "", + "6355015-1/6355015_03-1": "", + "6355015-1/6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "PreviewCfg": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, + "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, + "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, + "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} + }, + "Equations": { + "D3@Sketch1": 4.0, + "D4@Sketch1": 4.0, + "D5@Sketch1": 4.0, + "Thread_minor@ThreadCosmetic": 4.11, + "D1@Sketch3": 4.0, + "D1@Sketch5": 4.0, + "Head_ch_ang@Sketch5": 30.000000000000206, + "D1@Sketch4": 8.0, + "D1@Sketch6": 7.0, + "D1@Indent": 0.45625, + "Thread_length@ThreadCosmetic": 9.2, + "Thread_minor@ThdSchSke": 4.11, + "Diameter@ThdSchSke": 5.0, + "Overcut@ThdSchSke": 6.25, + "Start@ThdSchSke": 4.450000000000001, + "Num_threads@ThdSchPat": 11.0, + "Advance@ThdSchPat": 0.8363636363636363 + }, + "Mass": { + "Mass": 0.00037649591137414067, + "Density": 1000.0, + "Volume": 3.7649591137414065E-07, + "SurfaceArea": 0.0003708760217963896, + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 + }, + "Box": { + "MinX": -0.046894199386517225, + "MinY": 0.8772192832827697, + "MinZ": 0.33931506852676097, + "MaxX": 0.01791189350559618, + "MaxY": 0.8887662886665624, + "MaxZ": 0.3627775112653231 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-1", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "Parent": null, "Properties": null, "Equations": null, @@ -19764,9 +29518,9 @@ "activeConfiguration": null }, { - "Name": "socket head cap screw_am-5", + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/hex flange nut_am-2", "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", "Parent": null, "Properties": null, "Equations": null, @@ -19779,9 +29533,9 @@ "activeConfiguration": null }, { - "Name": "socket head cap screw_am-3", + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-3", "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", "Parent": null, "Properties": null, "Equations": null, @@ -19794,9 +29548,9 @@ "activeConfiguration": null }, { - "Name": "socket head cap screw_am-7", + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-4", "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", "Parent": null, "Properties": null, "Equations": null, @@ -19809,9 +29563,540 @@ "activeConfiguration": null }, { - "Name": "socket head cap screw_am-8", + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.059381145960114866, + "MinY": 0.8789927859746659, + "MinZ": 0.3375171543104988, + "MaxX": -0.04497313699089187, + "MaxY": 0.8869927859746659, + "MaxZ": 0.34810765172353053 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.07466002731776872, + "MinY": 0.8802427859746658, + "MinZ": 0.33534181885664033, + "MaxX": -0.062266696687490575, + "MaxY": 0.8857427859746658, + "MaxZ": 0.34316634235951154 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.08474080274806943, + "MinY": 0.8747967885853596, + "MinZ": 0.3297377851529335, + "MaxX": -0.04974771974508725, + "MaxY": 0.8911881037997844, + "MaxZ": 0.3838866752044313 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.07444166924010273, + "MinY": 0.8785873385365727, + "MinZ": 0.33385450347404283, + "MaxX": -0.06816700552155094, + "MaxY": 0.8873982334127589, + "MaxZ": 0.34341222713091907 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.07250081261790893, + "MinY": 0.8747327859746659, + "MinZ": 0.3306875296340528, + "MaxX": -0.044063834123629214, + "MaxY": 0.891252785974666, + "MaxZ": 0.3522694744366681 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "TYPE": "CATPART" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.006280857104084775, + "Density": 1000.0000000000001, + "Volume": 6.280857104084774E-06, + "SurfaceArea": 0.005965594759100478, + "CenterOfMassX": -0.005142379806695321, + "CenterOfMassY": 2.6579662333109903E-07, + "CenterOfMassZ": 0.010072303501530778 + }, + "Box": { + "MinX": -0.08474080274806942, + "MinY": 0.8747327859746659, + "MinZ": 0.3295814725627689, + "MaxX": -0.044063834123629214, + "MaxY": 0.891252785974666, + "MaxZ": 0.38512106675231367 + }, + "Material": { + "6355015_01-1": "", + "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", + "6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_01-1", "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.059381145960114866, + "MinY": 0.8789927859746659, + "MinZ": 0.3375171543104988, + "MaxX": -0.04497313699089187, + "MaxY": 0.8869927859746659, + "MaxZ": 0.34810765172353053 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.07466002731776872, + "MinY": 0.8802427859746658, + "MinZ": 0.33534181885664033, + "MaxX": -0.062266696687490575, + "MaxY": 0.8857427859746658, + "MaxZ": 0.34316634235951154 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.08474080274806943, + "MinY": 0.8747967885853596, + "MinZ": 0.3297377851529335, + "MaxX": -0.04974771974508725, + "MaxY": 0.8911881037997844, + "MaxZ": 0.3838866752044313 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.07444166924010273, + "MinY": 0.8785873385365727, + "MinZ": 0.33385450347404283, + "MaxX": -0.06816700552155094, + "MaxY": 0.8873982334127589, + "MaxZ": 0.34341222713091907 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.07250081261790893, + "MinY": 0.8747327859746659, + "MinZ": 0.3306875296340528, + "MaxX": -0.044063834123629214, + "MaxY": 0.891252785974666, + "MaxZ": 0.3522694744366681 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/lbbr25-skf-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", "Parent": null, "Properties": null, "Equations": null, @@ -19823,6 +30108,1190 @@ "IsSuppressed": true, "activeConfiguration": null }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "PreviewCfg": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, + "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, + "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, + "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} + }, + "Equations": { + "D3@Sketch1": 4.0, + "D4@Sketch1": 4.0, + "D5@Sketch1": 4.0, + "Thread_minor@ThreadCosmetic": 4.11, + "D1@Sketch3": 4.0, + "D1@Sketch5": 4.0, + "Head_ch_ang@Sketch5": 30.000000000000206, + "D1@Sketch4": 8.0, + "D1@Sketch6": 7.0, + "D1@Indent": 0.45625, + "Thread_length@ThreadCosmetic": 9.2, + "Thread_minor@ThdSchSke": 4.11, + "Diameter@ThdSchSke": 5.0, + "Overcut@ThdSchSke": 6.25, + "Start@ThdSchSke": 4.450000000000001, + "Num_threads@ThdSchPat": 11.0, + "Advance@ThdSchPat": 0.8363636363636363 + }, + "Mass": { + "Mass": 0.00037649591137414067, + "Density": 1000.0, + "Volume": 3.7649591137414065E-07, + "SurfaceArea": 0.0003708760217963896, + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 + }, + "Box": { + "MinX": -0.02453010456278261, + "MinY": 0.8772192832827697, + "MinZ": 0.23695599637693399, + "MaxX": 0.040275988329330784, + "MaxY": 0.8887662886665624, + "MaxZ": 0.26041843911549606 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-1", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-2", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.037017051136380257, + "MinY": 0.8789927859746659, + "MinZ": 0.23515808216067186, + "MaxX": -0.022609042167157263, + "MaxY": 0.8869927859746659, + "MaxZ": 0.24574857957370355 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.0522959324940341, + "MinY": 0.8802427859746658, + "MinZ": 0.23298274670681338, + "MaxX": -0.03990260186375596, + "MaxY": 0.8857427859746658, + "MaxZ": 0.2408072702096846 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.05516492005109349, + "MinY": 0.8747974681495473, + "MinZ": 0.19437080809729634, + "MaxX": -0.020171837048111325, + "MaxY": 0.8911887833639721, + "MaxZ": 0.2485196981487941 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.05207757441636811, + "MinY": 0.8785873385365727, + "MinZ": 0.2314954313242159, + "MaxX": -0.045802910697816335, + "MaxY": 0.8873982334127589, + "MaxZ": 0.24105315498109214 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.05013671779417432, + "MinY": 0.8747327859746659, + "MinZ": 0.22832845748422578, + "MaxX": -0.021699739299894605, + "MaxY": 0.891252785974666, + "MaxZ": 0.24991040228684117 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "TYPE": "CATPART" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.006280857104084775, + "Density": 1000.0000000000001, + "Volume": 6.280857104084774E-06, + "SurfaceArea": 0.005965594759100478, + "CenterOfMassX": -0.005142379806695322, + "CenterOfMassY": 2.6579662333108256E-07, + "CenterOfMassZ": 0.010072303501530778 + }, + "Box": { + "MinX": -0.055199072271460134, + "MinY": 0.8747327859746659, + "MinZ": 0.19437080809729634, + "MaxX": -0.014522103647019943, + "MaxY": 0.891252785974666, + "MaxZ": 0.24991040228684114 + }, + "Material": { + "6355015_01-1": "", + "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", + "6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Parent": null, + "Properties": { + "Swivel-M6": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.008297688066683562, + "Density": 1000.0, + "Volume": 8.297688066683562E-06, + "SurfaceArea": 0.007415598903904077, + "CenterOfMassX": 0.0038926009856409295, + "CenterOfMassY": -9.240576016171349E-07, + "CenterOfMassZ": -0.02570029190477816 + }, + "Box": { + "MinX": -0.055199072271460155, + "MinY": 0.8747327859746659, + "MinZ": 0.19437080809729634, + "MaxX": 0.043744712925592476, + "MaxY": 0.8912527859746662, + "MaxZ": 0.26360330814010374 + }, + "Material": { + "formed hex screw_am-2": "", + "6355015-1/6355015_01-1": "", + "6355015-1/6355015_02-1": "", + "6355015-1/6355015_05-1": "", + "6355015-1/6355015_03-1": "", + "6355015-1/6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": { + "Default": {}, + "PreviewCfg": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, + "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, + "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, + "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, + "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, + "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, + "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} + }, + "Equations": { + "D3@Sketch1": 4.0, + "D4@Sketch1": 4.0, + "D5@Sketch1": 4.0, + "Thread_minor@ThreadCosmetic": 4.11, + "D1@Sketch3": 4.0, + "D1@Sketch5": 4.0, + "Head_ch_ang@Sketch5": 30.000000000000206, + "D1@Sketch4": 8.0, + "D1@Sketch6": 7.0, + "D1@Indent": 0.45625, + "Thread_length@ThreadCosmetic": 9.2, + "Thread_minor@ThdSchSke": 4.11, + "Diameter@ThdSchSke": 5.0, + "Overcut@ThdSchSke": 6.25, + "Start@ThdSchSke": 4.450000000000001, + "Num_threads@ThdSchPat": 11.0, + "Advance@ThdSchPat": 0.8363636363636363 + }, + "Mass": { + "Mass": 0.00037649591137414067, + "Density": 1000.0, + "Volume": 3.7649591137414065E-07, + "SurfaceArea": 0.0003708760217963896, + "CenterOfMassX": 0.005405246143449828, + "CenterOfMassY": -8.968955120359225E-06, + "CenterOfMassZ": -1.5489122059935629E-06 + }, + "Box": { + "MinX": -0.02453010456278261, + "MinY": 0.8772192832827697, + "MinZ": 0.23695599637693399, + "MaxX": 0.040275988329330784, + "MaxY": 0.8887662886665624, + "MaxZ": 0.26041843911549606 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-1", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/hex flange nut_am-2", + "Children": null, + "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-4", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1", + "Children": [ + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.037017051136380257, + "MinY": 0.8789927859746659, + "MinZ": 0.23515808216067186, + "MaxX": -0.022609042167157263, + "MaxY": 0.8869927859746659, + "MaxZ": 0.24574857957370355 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.0522959324940341, + "MinY": 0.8802427859746658, + "MinZ": 0.23298274670681338, + "MaxX": -0.03990260186375596, + "MaxY": 0.8857427859746658, + "MaxZ": 0.2408072702096846 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.05516492005109349, + "MinY": 0.8747974681495473, + "MinZ": 0.19437080809729634, + "MaxX": -0.020171837048111325, + "MaxY": 0.8911887833639721, + "MaxZ": 0.2485196981487941 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.05207757441636811, + "MinY": 0.8785873385365727, + "MinZ": 0.2314954313242159, + "MaxX": -0.045802910697816335, + "MaxY": 0.8873982334127589, + "MaxZ": 0.24105315498109214 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.05013671779417432, + "MinY": 0.8747327859746659, + "MinZ": 0.22832845748422578, + "MaxX": -0.021699739299894605, + "MaxY": 0.891252785974666, + "MaxZ": 0.24991040228684117 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "TYPE": "CATPART" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.006280857104084775, + "Density": 999.9999999999999, + "Volume": 6.280857104084775E-06, + "SurfaceArea": 0.005965594759100478, + "CenterOfMassX": -0.005142379806695322, + "CenterOfMassY": 2.6579662333121634E-07, + "CenterOfMassZ": 0.010072303501530778 + }, + "Box": { + "MinX": -0.055199072271460134, + "MinY": 0.8747327859746659, + "MinZ": 0.19437080809729634, + "MaxX": -0.014522103647019943, + "MaxY": 0.891252785974666, + "MaxZ": 0.24991040228684114 + }, + "Material": { + "6355015_01-1": "", + "6355015_02-1": "", + "6355015_05-1": "", + "6355015_03-1": "", + "6355015_04-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_01-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003977900879148983, + "Density": 1000.0, + "Volume": 3.977900879148983E-07, + "SurfaceArea": 0.000517359193594245, + "CenterOfMassX": 9.27902250504529E-19, + "CenterOfMassY": 1.017953563342208E-18, + "CenterOfMassZ": 0.0005441171939395346 + }, + "Box": { + "MinX": -0.037017051136380257, + "MinY": 0.8789927859746659, + "MinZ": 0.23515808216067186, + "MaxX": -0.022609042167157263, + "MaxY": 0.8869927859746659, + "MaxZ": 0.24574857957370355 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_02-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 8.714579402428451E-05, + "Density": 999.9999999999999, + "Volume": 8.714579402428451E-08, + "SurfaceArea": 0.00015763616448509303, + "CenterOfMassX": 1.6848761950309966E-11, + "CenterOfMassY": -2.028467656449045E-19, + "CenterOfMassZ": 0.018744977457086528 + }, + "Box": { + "MinX": -0.0522959324940341, + "MinY": 0.8802427859746658, + "MinZ": 0.23298274670681338, + "MaxX": -0.03990260186375596, + "MaxY": 0.8857427859746658, + "MaxZ": 0.2408072702096846 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_05-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0038228589157722507, + "Density": 1000.0, + "Volume": 3.8228589157722505E-06, + "SurfaceArea": 0.003399754968531836, + "CenterOfMassX": -0.00844879537902803, + "CenterOfMassY": 4.3669689273677863E-07, + "CenterOfMassZ": 0.013226614822933355 + }, + "Box": { + "MinX": -0.05516492005109349, + "MinY": 0.8747974681495473, + "MinZ": 0.19437080809729634, + "MaxX": -0.020171837048111325, + "MaxY": 0.8911887833639721, + "MaxZ": 0.2485196981487941 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_03-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00014013678644316592, + "Density": 1000.0, + "Volume": 1.4013678644316591E-07, + "SurfaceArea": 0.0003002829703101676, + "CenterOfMassX": 3.1778469192190023E-18, + "CenterOfMassY": -2.685119412825742E-18, + "CenterOfMassZ": 0.020532360940251838 + }, + "Box": { + "MinX": -0.05207757441636811, + "MinY": 0.8785873385365727, + "MinZ": 0.2314954313242159, + "MaxX": -0.045802910697816335, + "MaxY": 0.8873982334127589, + "MaxZ": 0.24105315498109214 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_04-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "REFERENCE": "6355015", + "SUPPLIER": "GAMM", + "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", + "TraceParts.PartNumber": "10-15072014-091315", + "TraceParts.PartTitle": "Adjustable clamping lever - KRB", + "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", + "TRACEPARTS": "TRACEPARTS", + "TraceParts.PartLanguage": "en", + "TraceParts.PartVersion": "1.1.2", + "IsFastener": "1", + "TYPE": "CATASM" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0018329255199301753, + "Density": 1000.0, + "Volume": 1.8329255199301754E-06, + "SurfaceArea": 0.0015905614621791362, + "CenterOfMassX": -1.178819926502543E-18, + "CenterOfMassY": 1.0609905021306821E-18, + "CenterOfMassZ": 0.004349269549107826 + }, + "Box": { + "MinX": -0.05013671779417432, + "MinY": 0.8747327859746659, + "MinZ": 0.22832845748422578, + "MaxX": -0.021699739299894605, + "MaxY": 0.891252785974666, + "MaxZ": 0.24991040228684117 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/SlideDual-40ID-60D-120W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", + "Parent": null, + "Properties": { + "SwivelClamp": {}, + "2xM8": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.4569432026716904, + "Density": 2700.0, + "Volume": 0.0001692382232117372, + "SurfaceArea": 0.03941934041106202, + "CenterOfMassX": 2.027565351504627E-17, + "CenterOfMassY": -9.979823597436024E-18, + "CenterOfMassZ": 0.020000000000000007 + }, + "Box": { + "MinX": -0.04745197772569343, + "MinY": 0.862992785974666, + "MinZ": 0.23440307958270018, + "MaxX": 0.036779408861107685, + "MaxY": 0.902992785974666, + "MaxZ": 0.3644446048437963 + }, + "Material": { + "Material": "6061 Alloy", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "SlideDual-25ID-40OD-58H-1/Cover-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004478719588132997, + "Density": 1000.0, + "Volume": 4.478719588132997E-06, + "SurfaceArea": 0.009699478965475999, + "CenterOfMassX": -0.009999999999999997, + "CenterOfMassY": -7.102501476211082E-14, + "CenterOfMassZ": 0.0005 + }, + "Box": { + "MinX": -0.047451977725693636, + "MinY": 0.861992785974666, + "MinZ": 0.23440307958270015, + "MaxX": 0.03677940886119384, + "MaxY": 0.8629927859746661, + "MaxZ": 0.36444460484381513 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, { "Name": "socket head cap screw_am-6", "Children": null, @@ -19838,6 +31307,36 @@ "IsSuppressed": true, "activeConfiguration": null }, + { + "Name": "socket head cap screw_am-23", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-26", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, { "Name": "socket head cap screw_am-9", "Children": null, @@ -19853,6 +31352,21 @@ "IsSuppressed": true, "activeConfiguration": null }, + { + "Name": "socket head cap screw_am-3", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, { "Name": "socket head cap screw_am-10", "Children": null, @@ -19868,6 +31382,51 @@ "IsSuppressed": true, "activeConfiguration": null }, + { + "Name": "socket head cap screw_am-18", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-21", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-24", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, { "Name": "socket head cap screw_am-4", "Children": null, @@ -19898,8437 +31457,6 @@ "IsSuppressed": true, "activeConfiguration": null }, - { - "Name": "socket head cap screw_am-12", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-23", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-20", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-22", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-24", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-26", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-15", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-21", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-27", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-28", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Global-Lydia-3.6-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Global-Lydia-3.6.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-14", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": 0.18526970390223638, - "MinY": 0.6709205367347975, - "MinZ": -0.5144759087083182, - "MaxX": 0.1962688931118626, - "MaxY": 0.6819197259444243, - "MaxZ": -0.43247590870831804 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": -0.21073029609776364, - "MinY": 0.9669205367347976, - "MinZ": -0.5144759087083203, - "MaxX": -0.19973110688813742, - "MaxY": 0.9779197259444244, - "MaxZ": -0.43247590870832014 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-9", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-8", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/E5C2-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "omron SLC": "V1.1 2006/08/11" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.16312890369028896, - "Density": 1000.0, - "Volume": 0.00016312890369028896, - "SurfaceArea": 0.022734052203142514, - "CenterOfMassX": -6.665313091742968E-07, - "CenterOfMassY": 2.513772071449182E-06, - "CenterOfMassZ": -0.032493435099066756 - }, - "Box": { - "MinX": -0.2039307014929505, - "MinY": 0.820131998107966, - "MinZ": -0.4974759087083196, - "MaxX": -0.1022307014929505, - "MaxY": 0.8681319981079663, - "MaxZ": -0.4494759087083192 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 128.0 - }, - "Mass": { - "Mass": 0.08115642126030051, - "Density": 8000.0, - "Volume": 1.0144552657537563E-05, - "SurfaceArea": 0.02076232654643708, - "CenterOfMassX": -2.8538785707662208E-18, - "CenterOfMassY": 8.969332650979551E-19, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.1734692985070495, - "MinY": 0.6951701313396105, - "MinZ": -0.513475908708319, - "MaxX": 0.1744692985070495, - "MaxY": 0.8231701313396113, - "MaxZ": -0.4334759087083177 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": 0.18526970390223638, - "MinY": 0.9669205367347975, - "MinZ": -0.5144759087083202, - "MaxX": 0.1962688931118626, - "MaxY": 0.9779197259444243, - "MaxZ": -0.43247590870832003 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-12", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-11", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 162.0 - }, - "Mass": { - "Mass": 0.10291642126030051, - "Density": 8000.0, - "Volume": 1.2864552657537565E-05, - "SurfaceArea": 0.026270326546437073, - "CenterOfMassX": -8.867870296417158E-18, - "CenterOfMassY": -1.45207799386511E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.001980701492950515, - "MinY": 0.6854201313396105, - "MinZ": -0.513475908708318, - "MaxX": 0.1600192985070495, - "MaxY": 0.6864201313396111, - "MaxZ": -0.4334759087083181 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Sketch1": 320.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 192.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.5081014764336184, - "Density": 1000.0000000000001, - "Volume": 0.0005081014764336183, - "SurfaceArea": 0.26084346717417695, - "CenterOfMassX": -1.3058262066535135E-18, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.0015121633899382117 - }, - "Box": { - "MinX": -0.2172307014929506, - "MinY": 0.6644201313396111, - "MinZ": -0.4324759087083202, - "MaxX": 0.2027692985070495, - "MaxY": 0.9844201313396114, - "MaxZ": -0.428475908708318 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-10", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/3Pos-Switch-22mm-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06393622115198451, - "Density": 1850.3871572108353, - "Volume": 3.4552888514616696E-05, - "SurfaceArea": 0.020152153011664488, - "CenterOfMassX": 0.014501305351547021, - "CenterOfMassY": 0.026656356266078544, - "CenterOfMassZ": -0.015001305351052195 - }, - "Box": { - "MinX": -0.2146657014929505, - "MinY": 0.7241562753186691, - "MinZ": -0.48847590870831864, - "MaxX": -0.1456307014929505, - "MaxY": 0.7641562753186694, - "MaxZ": -0.4584759087083184 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 128.0 - }, - "Mass": { - "Mass": 0.08115642126030051, - "Density": 8000.0, - "Volume": 1.0144552657537563E-05, - "SurfaceArea": 0.02076232654643708, - "CenterOfMassX": -2.8538785707662208E-18, - "CenterOfMassY": 8.969332650979551E-19, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.1734692985070495, - "MinY": 0.8256701313396108, - "MinZ": -0.5134759087083196, - "MaxX": 0.1744692985070495, - "MaxY": 0.9536701313396111, - "MaxZ": -0.4334759087083191 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.012622919282123791, - "Density": 1000.0, - "Volume": 1.262291928212379E-05, - "SurfaceArea": 0.003914424446372883, - "CenterOfMassX": 2.0746572187513447E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.04100000000000001 - }, - "Box": { - "MinX": -0.18831309706268717, - "MinY": 0.9458377357698741, - "MinZ": -0.51447590870832, - "MaxX": -0.17114830592321384, - "MaxY": 0.963002526909348, - "MaxZ": -0.43247590870831987 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Sketch1": 320.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 192.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.5081014764336184, - "Density": 1000.0000000000001, - "Volume": 0.0005081014764336183, - "SurfaceArea": 0.26084346717417695, - "CenterOfMassX": -1.3058262066535135E-18, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.0015121633899382117 - }, - "Box": { - "MinX": -0.2172307014929506, - "MinY": 0.6644201313396104, - "MinZ": -0.5184759087083202, - "MaxX": 0.2027692985070495, - "MaxY": 0.9844201313396107, - "MaxZ": -0.5144759087083179 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/E5C2-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "omron SLC": "V1.1 2006/08/11" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.16312890369028896, - "Density": 1000.0, - "Volume": 0.00016312890369028896, - "SurfaceArea": 0.022734052203142514, - "CenterOfMassX": -6.665313091742968E-07, - "CenterOfMassY": 2.513772071449182E-06, - "CenterOfMassZ": -0.032493435099066756 - }, - "Box": { - "MinX": -0.2039307014929505, - "MinY": 0.875131998107966, - "MinZ": -0.49747590870831976, - "MaxX": -0.1022307014929505, - "MaxY": 0.9231319981079663, - "MaxZ": -0.4494759087083194 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/525_Belt_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Boss-Extrude1": 82.0, - "D1@profile": 361.0, - "D2@profile": 276.0, - "D1@Fillet2": 8.0, - "Belt-Thickness": 1.0, - "D1@Sketch44": 1.0, - "D1@Sketch51": 218.0, - "D2@Sketch51": 58.0, - "D1@Front-Panel": 1.0 - }, - "Mass": { - "Mass": 0.9832664441508816, - "Density": 8000.000133, - "Volume": 0.00012290830347550967, - "SurfaceArea": 0.2560595626034631, - "CenterOfMassX": -0.02091305361011175, - "CenterOfMassY": -2.880197716004848E-16, - "CenterOfMassZ": 0.04100000000000023 - }, - "Box": { - "MinX": -0.1877307014929505, - "MinY": 0.6864201313396106, - "MinZ": -0.514475908708319, - "MaxX": 0.17326929850704947, - "MaxY": 0.9624201313396106, - "MaxZ": -0.4324759087083191 - }, - "Material": { - "Material": "AISI 347 Annealed Stainless Steel (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/610_FrontPanel_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 256.0 - }, - "Mass": { - "Mass": 0.16274956996062104, - "Density": 8000.000000000001, - "Volume": 2.034369624507763E-05, - "SurfaceArea": 0.041448657966583834, - "CenterOfMassX": 5.3938028399064785E-18, - "CenterOfMassY": -2.6413786007417737E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.1889307014929505, - "MinY": 0.6964201313396108, - "MinZ": -0.5134759087083195, - "MaxX": -0.1879307014929505, - "MaxY": 0.952420131339611, - "MaxZ": -0.43347590870831865 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.01365066003837418, - "MinY": 0.6898230800959508, - "MinZ": -0.48212590870831834, - "MaxX": 0.0996506600383742, - "MaxY": 0.7646564863764271, - "MaxZ": -0.4471259087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Lever arm", - "Part Number": "Lever arm", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0016111676334406777, - "Density": 1000.0, - "Volume": 1.6111676334406777E-06, - "SurfaceArea": 0.0010004211072629583, - "CenterOfMassX": 4.8493739043313375E-05, - "CenterOfMassY": 0.001234368631699718, - "CenterOfMassZ": -1.3346379784733545E-10 - }, - "Box": { - "MinX": 0.04034746261900028, - "MinY": 0.7440448826765728, - "MinZ": -0.4974759087083183, - "MaxX": 0.061509204514747326, - "MaxY": 0.7660693975823404, - "MaxZ": -0.4844759087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Latch", - "Part Number": "Latch", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0009888934418696032, - "Density": 1000.0, - "Volume": 9.888934418696032E-07, - "SurfaceArea": 0.0012942781774874686, - "CenterOfMassX": 1.986646411948317E-07, - "CenterOfMassY": 0.003526150057892247, - "CenterOfMassZ": 0.0005627263597425241 - }, - "Box": { - "MinX": 0.012175660038368686, - "MinY": 0.690207255711575, - "MinZ": -0.49887936180802855, - "MaxX": 0.04042566003836921, - "MaxY": 0.6958230800959608, - "MaxZ": -0.4830724556085881 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Circuit breaker Schneider Electric BA63", - "Part Number": "Circuit breaker Schneider Electric BA63", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07511758181744248, - "Density": 999.9999999999999, - "Volume": 7.511758181744248E-05, - "SurfaceArea": 0.017558252896280147, - "CenterOfMassX": 0.0006668141408676425, - "CenterOfMassY": 0.00697775286320669, - "CenterOfMassZ": -1.4154227227956247E-05 - }, - "Box": { - "MinX": 0.016075660038374184, - "MinY": 0.6905730800959506, - "MinZ": -0.49987590870831833, - "MaxX": 0.09722566003837418, - "MaxY": 0.7598616973884944, - "MaxZ": -0.4820759087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Plastic overlay", - "Part Number": "Plastic overlay", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000365355159423404, - "Density": 1000.0, - "Volume": 3.65355159423404E-07, - "SurfaceArea": 0.0005618495784127246, - "CenterOfMassX": -0.0016555113368291992, - "CenterOfMassY": 4.600410107798173E-08, - "CenterOfMassZ": -0.0003086570866772846 - }, - "Box": { - "MinX": 0.05165072888527111, - "MinY": 0.7568300085493788, - "MinZ": -0.49882840870831835, - "MaxX": 0.061305236998641086, - "MaxY": 0.7664846808276026, - "MaxZ": -0.4828259087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Definition": "UNKNOWN", - "Revision": "ANY", - "Source": "NOT_KNOWN", - "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", - "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07808299805217615, - "Density": 999.9999999999998, - "Volume": 7.808299805217617E-05, - "SurfaceArea": 0.020414801759443296, - "CenterOfMassX": 0.00011162665278921504, - "CenterOfMassY": 0.007445781346881958, - "CenterOfMassZ": -1.4361561135554359E-05 - }, - "Box": { - "MinX": 0.012175660038368688, - "MinY": 0.690207255711575, - "MinZ": -0.49987590870831833, - "MaxX": 0.09722566003837418, - "MaxY": 0.7664846808276025, - "MaxZ": -0.4820759087083183 - }, - "Material": { - "Lever arm.STEP-1": "", - "Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63.STEP-1": "", - "Plastic overlay.STEP-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.11366348920500421, - "Density": 999.9999999999998, - "Volume": 0.00011366348920500424, - "SurfaceArea": 0.0851928534916834, - "CenterOfMassX": 0.09296383004745593, - "CenterOfMassY": 0.08657895913282701, - "CenterOfMassZ": 0.07237414230568419 - }, - "Box": { - "MinX": 0.012175660038368674, - "MinY": 0.6898230800959506, - "MinZ": -0.49987590870831866, - "MaxX": 0.0996506600383742, - "MaxY": 0.7664846808276029, - "MaxZ": -0.44712590870831814 - }, - "Material": { - "MCB-2P-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": -0.21073029609776364, - "MinY": 0.6709205367347973, - "MinZ": -0.514475908708318, - "MaxX": -0.19973110688813742, - "MaxY": 0.6819197259444242, - "MaxZ": -0.432475908708318 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 162.0 - }, - "Mass": { - "Mass": 0.10291642126030051, - "Density": 8000.0, - "Volume": 1.2864552657537565E-05, - "SurfaceArea": 0.026270326546437073, - "CenterOfMassX": -8.867870296417158E-18, - "CenterOfMassY": -1.45207799386511E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.001980701492950515, - "MinY": 0.9624201313396106, - "MinZ": -0.51347590870832, - "MaxX": 0.1600192985070495, - "MaxY": 0.9634201313396111, - "MaxZ": -0.43347590870832 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.12246929850704945, - "MinY": 0.7150904058954869, - "MinZ": -0.4909759087083189, - "MaxX": 0.19730270478752565, - "MaxY": 0.8010904058954872, - "MaxZ": -0.45597590870831833 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Parent": null, - "Properties": { - "Default": { - "Checkbox7": "Unchecked", - "Comment": "", - "Hide": "0" - }, - "Global": { - "Catalog": "1", - "IsLaser": "1", - "Configurations": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 3.214322206160784, - "Density": 1842.4008341407553, - "Volume": 0.0017446378369991647, - "SurfaceArea": 1.141411711175074, - "CenterOfMassX": 0.0005905973394126806, - "CenterOfMassY": 0.00032781777041214293, - "CenterOfMassZ": -0.01545408759306101 - }, - "Box": { - "MinX": -0.2172307014929506, - "MinY": 0.6644201313396103, - "MinZ": -0.5184759087083202, - "MaxX": 0.2027692985070495, - "MaxY": 0.9844201313396113, - "MaxZ": -0.428475908708318 - }, - "Material": { - "540_SupportHookPins_x6_8mm_INOX-2": "AISI 304", - "540_SupportHookPins_x6_8mm_INOX-4": "AISI 304", - "E5C2-5": "", - "611_BackPanel_x2_1mm_INOX-2": "AISI 304", - "540_SupportHookPins_x6_8mm_INOX-5": "AISI 304", - "612_SidePanel_x2_1mm_INOX-2": "AISI 304", - "403_MountPlate_x2_4mm_INOX-4": "", - "3Pos-Switch-22mm-1": "", - "611_BackPanel_x2_1mm_INOX-1": "AISI 304", - "530_BasePost-1": "", - "403_MountPlate_x2_4mm_INOX-1": "", - "E5C2-1": "", - "525_Belt_x1_1mm_INOX-1": "AISI 347 Annealed Stainless Steel (SS)", - "610_FrontPanel_x1_1mm_INOX-1": "AISI 304", - "2P-Power-1/MCB-2P-1": "", - "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", - "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", - "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", - "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "", - "540_SupportHookPins_x6_8mm_INOX-1": "AISI 304", - "612_SidePanel_x2_1mm_INOX-1": "AISI 304", - "MCB-2P-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": 0.18526970390223638, - "MinY": 0.6709205367347975, - "MinZ": -0.5144759087083182, - "MaxX": 0.1962688931118626, - "MaxY": 0.6819197259444243, - "MaxZ": -0.43247590870831804 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": -0.21073029609776364, - "MinY": 0.9669205367347976, - "MinZ": -0.5144759087083203, - "MaxX": -0.19973110688813742, - "MaxY": 0.9779197259444244, - "MaxZ": -0.43247590870832014 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-9", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-8", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/E5C2-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "omron SLC": "V1.1 2006/08/11" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.16312890369028896, - "Density": 1000.0, - "Volume": 0.00016312890369028896, - "SurfaceArea": 0.022734052203142514, - "CenterOfMassX": -6.665313091742968E-07, - "CenterOfMassY": 2.513772071449182E-06, - "CenterOfMassZ": -0.032493435099066756 - }, - "Box": { - "MinX": -0.2039307014929505, - "MinY": 0.820131998107966, - "MinZ": -0.4974759087083196, - "MaxX": -0.1022307014929505, - "MaxY": 0.8681319981079663, - "MaxZ": -0.4494759087083192 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 128.0 - }, - "Mass": { - "Mass": 0.08115642126030051, - "Density": 8000.0, - "Volume": 1.0144552657537563E-05, - "SurfaceArea": 0.02076232654643708, - "CenterOfMassX": -2.8538785707662208E-18, - "CenterOfMassY": 8.969332650979551E-19, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.1734692985070495, - "MinY": 0.6951701313396105, - "MinZ": -0.513475908708319, - "MaxX": 0.1744692985070495, - "MaxY": 0.8231701313396113, - "MaxZ": -0.4334759087083177 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": 0.18526970390223638, - "MinY": 0.9669205367347975, - "MinZ": -0.5144759087083202, - "MaxX": 0.1962688931118626, - "MaxY": 0.9779197259444243, - "MaxZ": -0.43247590870832003 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-12", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-11", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 162.0 - }, - "Mass": { - "Mass": 0.10291642126030051, - "Density": 8000.0, - "Volume": 1.2864552657537565E-05, - "SurfaceArea": 0.026270326546437073, - "CenterOfMassX": -8.867870296417158E-18, - "CenterOfMassY": -1.45207799386511E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.001980701492950515, - "MinY": 0.6854201313396105, - "MinZ": -0.513475908708318, - "MaxX": 0.1600192985070495, - "MaxY": 0.6864201313396111, - "MaxZ": -0.4334759087083181 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Sketch1": 320.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 192.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.5081014764336184, - "Density": 1000.0000000000001, - "Volume": 0.0005081014764336183, - "SurfaceArea": 0.26084346717417695, - "CenterOfMassX": -1.3058262066535135E-18, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.0015121633899382117 - }, - "Box": { - "MinX": -0.2172307014929506, - "MinY": 0.6644201313396111, - "MinZ": -0.4324759087083202, - "MaxX": 0.2027692985070495, - "MaxY": 0.9844201313396114, - "MaxZ": -0.428475908708318 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-10", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/3Pos-Switch-22mm-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06393622115198451, - "Density": 1850.3871572108353, - "Volume": 3.4552888514616696E-05, - "SurfaceArea": 0.020152153011664488, - "CenterOfMassX": 0.014501305351547021, - "CenterOfMassY": 0.026656356266078544, - "CenterOfMassZ": -0.015001305351052195 - }, - "Box": { - "MinX": -0.2146657014929505, - "MinY": 0.7241562753186691, - "MinZ": -0.48847590870831864, - "MaxX": -0.1456307014929505, - "MaxY": 0.7641562753186694, - "MaxZ": -0.4584759087083184 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 128.0 - }, - "Mass": { - "Mass": 0.08115642126030051, - "Density": 8000.0, - "Volume": 1.0144552657537563E-05, - "SurfaceArea": 0.02076232654643708, - "CenterOfMassX": -2.8538785707662208E-18, - "CenterOfMassY": 8.969332650979551E-19, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.1734692985070495, - "MinY": 0.8256701313396108, - "MinZ": -0.5134759087083196, - "MaxX": 0.1744692985070495, - "MaxY": 0.9536701313396111, - "MaxZ": -0.4334759087083191 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.012622919282123791, - "Density": 1000.0, - "Volume": 1.262291928212379E-05, - "SurfaceArea": 0.003914424446372883, - "CenterOfMassX": 2.0746572187513447E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.04100000000000001 - }, - "Box": { - "MinX": -0.18831309706268717, - "MinY": 0.9458377357698741, - "MinZ": -0.51447590870832, - "MaxX": -0.17114830592321384, - "MaxY": 0.963002526909348, - "MaxZ": -0.43247590870831987 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Sketch1": 320.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 192.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.5081014764336184, - "Density": 1000.0000000000001, - "Volume": 0.0005081014764336183, - "SurfaceArea": 0.26084346717417695, - "CenterOfMassX": -1.3058262066535135E-18, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.0015121633899382117 - }, - "Box": { - "MinX": -0.2172307014929506, - "MinY": 0.6644201313396104, - "MinZ": -0.5184759087083202, - "MaxX": 0.2027692985070495, - "MaxY": 0.9844201313396107, - "MaxZ": -0.5144759087083179 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/E5C2-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "omron SLC": "V1.1 2006/08/11" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.16312890369028896, - "Density": 1000.0, - "Volume": 0.00016312890369028896, - "SurfaceArea": 0.022734052203142514, - "CenterOfMassX": -6.665313091742968E-07, - "CenterOfMassY": 2.513772071449182E-06, - "CenterOfMassZ": -0.032493435099066756 - }, - "Box": { - "MinX": -0.2039307014929505, - "MinY": 0.875131998107966, - "MinZ": -0.49747590870831976, - "MaxX": -0.1022307014929505, - "MaxY": 0.9231319981079663, - "MaxZ": -0.4494759087083194 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/530_BasePost-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/525_Belt_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Boss-Extrude1": 82.0, - "D1@profile": 361.0, - "D2@profile": 276.0, - "D1@Fillet2": 8.0, - "Belt-Thickness": 1.0, - "D1@Sketch44": 1.0, - "D1@Sketch51": 218.0, - "D2@Sketch51": 58.0, - "D1@Front-Panel": 1.0 - }, - "Mass": { - "Mass": 0.9832664441508816, - "Density": 8000.000133, - "Volume": 0.00012290830347550967, - "SurfaceArea": 0.2560595626034631, - "CenterOfMassX": -0.02091305361011175, - "CenterOfMassY": -2.880197716004848E-16, - "CenterOfMassZ": 0.04100000000000023 - }, - "Box": { - "MinX": -0.1877307014929505, - "MinY": 0.6864201313396106, - "MinZ": -0.514475908708319, - "MaxX": 0.17326929850704947, - "MaxY": 0.9624201313396106, - "MaxZ": -0.4324759087083191 - }, - "Material": { - "Material": "AISI 347 Annealed Stainless Steel (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/610_FrontPanel_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 256.0 - }, - "Mass": { - "Mass": 0.16274956996062104, - "Density": 8000.000000000001, - "Volume": 2.034369624507763E-05, - "SurfaceArea": 0.041448657966583834, - "CenterOfMassX": 5.3938028399064785E-18, - "CenterOfMassY": -2.6413786007417737E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.1889307014929505, - "MinY": 0.6964201313396108, - "MinZ": -0.5134759087083195, - "MaxX": -0.1879307014929505, - "MaxY": 0.952420131339611, - "MaxZ": -0.43347590870831865 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.01365066003837418, - "MinY": 0.6898230800959508, - "MinZ": -0.48212590870831834, - "MaxX": 0.0996506600383742, - "MaxY": 0.7646564863764271, - "MaxZ": -0.4471259087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Lever arm", - "Part Number": "Lever arm", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0016111676334406777, - "Density": 1000.0, - "Volume": 1.6111676334406777E-06, - "SurfaceArea": 0.0010004211072629583, - "CenterOfMassX": 4.8493739043313375E-05, - "CenterOfMassY": 0.001234368631699718, - "CenterOfMassZ": -1.3346379784733545E-10 - }, - "Box": { - "MinX": 0.04034746261900028, - "MinY": 0.7440448826765728, - "MinZ": -0.4974759087083183, - "MaxX": 0.061509204514747326, - "MaxY": 0.7660693975823404, - "MaxZ": -0.4844759087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Latch", - "Part Number": "Latch", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0009888934418696032, - "Density": 1000.0, - "Volume": 9.888934418696032E-07, - "SurfaceArea": 0.0012942781774874686, - "CenterOfMassX": 1.986646411948317E-07, - "CenterOfMassY": 0.003526150057892247, - "CenterOfMassZ": 0.0005627263597425241 - }, - "Box": { - "MinX": 0.012175660038368686, - "MinY": 0.690207255711575, - "MinZ": -0.49887936180802855, - "MaxX": 0.04042566003836921, - "MaxY": 0.6958230800959608, - "MaxZ": -0.4830724556085881 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Circuit breaker Schneider Electric BA63", - "Part Number": "Circuit breaker Schneider Electric BA63", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07511758181744248, - "Density": 999.9999999999999, - "Volume": 7.511758181744248E-05, - "SurfaceArea": 0.017558252896280147, - "CenterOfMassX": 0.0006668141408676425, - "CenterOfMassY": 0.00697775286320669, - "CenterOfMassZ": -1.4154227227956247E-05 - }, - "Box": { - "MinX": 0.016075660038374184, - "MinY": 0.6905730800959506, - "MinZ": -0.49987590870831833, - "MaxX": 0.09722566003837418, - "MaxY": 0.7598616973884944, - "MaxZ": -0.4820759087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Plastic overlay", - "Part Number": "Plastic overlay", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000365355159423404, - "Density": 1000.0, - "Volume": 3.65355159423404E-07, - "SurfaceArea": 0.0005618495784127246, - "CenterOfMassX": -0.0016555113368291992, - "CenterOfMassY": 4.600410107798173E-08, - "CenterOfMassZ": -0.0003086570866772846 - }, - "Box": { - "MinX": 0.05165072888527111, - "MinY": 0.7568300085493788, - "MinZ": -0.49882840870831835, - "MaxX": 0.061305236998641086, - "MaxY": 0.7664846808276026, - "MaxZ": -0.4828259087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Definition": "UNKNOWN", - "Revision": "ANY", - "Source": "NOT_KNOWN", - "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", - "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07808299805217615, - "Density": 999.9999999999998, - "Volume": 7.808299805217617E-05, - "SurfaceArea": 0.020414801759443296, - "CenterOfMassX": 0.00011162665278921495, - "CenterOfMassY": 0.007445781346881958, - "CenterOfMassZ": -1.4361561135554365E-05 - }, - "Box": { - "MinX": 0.012175660038368688, - "MinY": 0.690207255711575, - "MinZ": -0.49987590870831833, - "MaxX": 0.09722566003837418, - "MaxY": 0.7664846808276025, - "MaxZ": -0.4820759087083183 - }, - "Material": { - "Lever arm.STEP-1": "", - "Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63.STEP-1": "", - "Plastic overlay.STEP-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.11366348920500421, - "Density": 999.9999999999999, - "Volume": 0.00011366348920500422, - "SurfaceArea": 0.0851928534916834, - "CenterOfMassX": 0.09296383004745593, - "CenterOfMassY": 0.08657895913282701, - "CenterOfMassZ": 0.07237414230568419 - }, - "Box": { - "MinX": 0.012175660038368674, - "MinY": 0.6898230800959506, - "MinZ": -0.49987590870831866, - "MaxX": 0.0996506600383742, - "MaxY": 0.7664846808276029, - "MaxZ": -0.44712590870831814 - }, - "Material": { - "MCB-2P-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.01365066003837418, - "MinY": 0.6898230800959508, - "MinZ": -0.48212590870831834, - "MaxX": 0.0996506600383742, - "MaxY": 0.7646564863764271, - "MaxZ": -0.4471259087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Lever arm", - "Part Number": "Lever arm", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0016111676334406777, - "Density": 1000.0, - "Volume": 1.6111676334406777E-06, - "SurfaceArea": 0.0010004211072629583, - "CenterOfMassX": 4.8493739043313375E-05, - "CenterOfMassY": 0.001234368631699718, - "CenterOfMassZ": -1.3346379784733545E-10 - }, - "Box": { - "MinX": 0.04034746261900028, - "MinY": 0.7440448826765728, - "MinZ": -0.4974759087083183, - "MaxX": 0.061509204514747326, - "MaxY": 0.7660693975823404, - "MaxZ": -0.4844759087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Latch", - "Part Number": "Latch", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0009888934418696032, - "Density": 1000.0, - "Volume": 9.888934418696032E-07, - "SurfaceArea": 0.0012942781774874686, - "CenterOfMassX": 1.986646411948317E-07, - "CenterOfMassY": 0.003526150057892247, - "CenterOfMassZ": 0.0005627263597425241 - }, - "Box": { - "MinX": 0.012175660038368686, - "MinY": 0.690207255711575, - "MinZ": -0.49887936180802855, - "MaxX": 0.04042566003836921, - "MaxY": 0.6958230800959608, - "MaxZ": -0.4830724556085881 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Circuit breaker Schneider Electric BA63", - "Part Number": "Circuit breaker Schneider Electric BA63", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07511758181744248, - "Density": 999.9999999999999, - "Volume": 7.511758181744248E-05, - "SurfaceArea": 0.017558252896280147, - "CenterOfMassX": 0.0006668141408676425, - "CenterOfMassY": 0.00697775286320669, - "CenterOfMassZ": -1.4154227227956247E-05 - }, - "Box": { - "MinX": 0.016075660038374184, - "MinY": 0.6905730800959506, - "MinZ": -0.49987590870831833, - "MaxX": 0.09722566003837418, - "MaxY": 0.7598616973884944, - "MaxZ": -0.4820759087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Plastic overlay", - "Part Number": "Plastic overlay", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000365355159423404, - "Density": 1000.0, - "Volume": 3.65355159423404E-07, - "SurfaceArea": 0.0005618495784127246, - "CenterOfMassX": -0.0016555113368291992, - "CenterOfMassY": 4.600410107798173E-08, - "CenterOfMassZ": -0.0003086570866772846 - }, - "Box": { - "MinX": 0.05165072888527111, - "MinY": 0.7568300085493788, - "MinZ": -0.49882840870831835, - "MaxX": 0.061305236998641086, - "MaxY": 0.7664846808276026, - "MaxZ": -0.4828259087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Definition": "UNKNOWN", - "Revision": "ANY", - "Source": "NOT_KNOWN", - "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", - "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07808299805217615, - "Density": 999.9999999999998, - "Volume": 7.808299805217617E-05, - "SurfaceArea": 0.020414801759443296, - "CenterOfMassX": 0.00011162665278921452, - "CenterOfMassY": 0.007445781346881958, - "CenterOfMassZ": -1.4361561135554189E-05 - }, - "Box": { - "MinX": 0.012175660038368688, - "MinY": 0.690207255711575, - "MinZ": -0.49987590870831833, - "MaxX": 0.09722566003837418, - "MaxY": 0.7664846808276025, - "MaxZ": -0.4820759087083183 - }, - "Material": { - "Lever arm.STEP-1": "", - "Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63.STEP-1": "", - "Plastic overlay.STEP-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Lever arm", - "Part Number": "Lever arm", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0016111676334406777, - "Density": 1000.0, - "Volume": 1.6111676334406777E-06, - "SurfaceArea": 0.0010004211072629583, - "CenterOfMassX": 4.8493739043313375E-05, - "CenterOfMassY": 0.001234368631699718, - "CenterOfMassZ": -1.3346379784733545E-10 - }, - "Box": { - "MinX": 0.04034746261900028, - "MinY": 0.7440448826765728, - "MinZ": -0.4974759087083183, - "MaxX": 0.061509204514747326, - "MaxY": 0.7660693975823404, - "MaxZ": -0.4844759087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Latch", - "Part Number": "Latch", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0009888934418696032, - "Density": 1000.0, - "Volume": 9.888934418696032E-07, - "SurfaceArea": 0.0012942781774874686, - "CenterOfMassX": 1.986646411948317E-07, - "CenterOfMassY": 0.003526150057892247, - "CenterOfMassZ": 0.0005627263597425241 - }, - "Box": { - "MinX": 0.012175660038368686, - "MinY": 0.690207255711575, - "MinZ": -0.49887936180802855, - "MaxX": 0.04042566003836921, - "MaxY": 0.6958230800959608, - "MaxZ": -0.4830724556085881 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Circuit breaker Schneider Electric BA63", - "Part Number": "Circuit breaker Schneider Electric BA63", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07511758181744248, - "Density": 999.9999999999999, - "Volume": 7.511758181744248E-05, - "SurfaceArea": 0.017558252896280147, - "CenterOfMassX": 0.0006668141408676425, - "CenterOfMassY": 0.00697775286320669, - "CenterOfMassZ": -1.4154227227956247E-05 - }, - "Box": { - "MinX": 0.016075660038374184, - "MinY": 0.6905730800959506, - "MinZ": -0.49987590870831833, - "MaxX": 0.09722566003837418, - "MaxY": 0.7598616973884944, - "MaxZ": -0.4820759087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Plastic overlay", - "Part Number": "Plastic overlay", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000365355159423404, - "Density": 1000.0, - "Volume": 3.65355159423404E-07, - "SurfaceArea": 0.0005618495784127246, - "CenterOfMassX": -0.0016555113368291992, - "CenterOfMassY": 4.600410107798173E-08, - "CenterOfMassZ": -0.0003086570866772846 - }, - "Box": { - "MinX": 0.05165072888527111, - "MinY": 0.7568300085493788, - "MinZ": -0.49882840870831835, - "MaxX": 0.061305236998641086, - "MaxY": 0.7664846808276026, - "MaxZ": -0.4828259087083183 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": -0.21073029609776364, - "MinY": 0.6709205367347973, - "MinZ": -0.514475908708318, - "MaxX": -0.19973110688813742, - "MaxY": 0.6819197259444242, - "MaxZ": -0.432475908708318 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 162.0 - }, - "Mass": { - "Mass": 0.10291642126030051, - "Density": 8000.0, - "Volume": 1.2864552657537565E-05, - "SurfaceArea": 0.026270326546437073, - "CenterOfMassX": -8.867870296417158E-18, - "CenterOfMassY": -1.45207799386511E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.001980701492950515, - "MinY": 0.9624201313396106, - "MinZ": -0.51347590870832, - "MaxX": 0.1600192985070495, - "MaxY": 0.9634201313396111, - "MaxZ": -0.43347590870832 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-1/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.12246929850704945, - "MinY": 0.7150904058954869, - "MinZ": -0.4909759087083189, - "MaxX": 0.19730270478752565, - "MaxY": 0.8010904058954872, - "MaxZ": -0.45597590870831833 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06393622115198451, - "Density": 1850.3871572108353, - "Volume": 3.4552888514616696E-05, - "SurfaceArea": 0.020152153011664488, - "CenterOfMassX": 0.014501305351547021, - "CenterOfMassY": 0.026656356266078544, - "CenterOfMassZ": -0.015001305351052195 - }, - "Box": { - "MinX": -0.21466570149295353, - "MinY": 1.2771484242796993, - "MinZ": -0.46282709672584454, - "MaxX": -0.14563070149295324, - "MaxY": 1.3171484242796998, - "MaxZ": -0.4328270967258443 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Boss-Extrude1": 130.0 - }, - "Mass": { - "Mass": 0.05227610175573417, - "Density": 8000.0, - "Volume": 6.534512719466771E-06, - "SurfaceArea": 0.0033677873246482585, - "CenterOfMassX": 1.8533632998480494E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.06500000000000002 - }, - "Box": { - "MinX": 0.18557087175699985, - "MinY": 1.3632217045895691, - "MinZ": -0.48358025341031086, - "MaxX": 0.1959677252570937, - "MaxY": 1.3736185580896625, - "MaxZ": -0.35358025341031085 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-8", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02001194520336698, - "Density": 1000.0, - "Volume": 2.001194520336698E-05, - "SurfaceArea": 0.006025574709585223, - "CenterOfMassX": 2.074657218751345E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.065 - }, - "Box": { - "MinX": -0.18873111453917252, - "MinY": 1.3414197182933953, - "MinZ": -0.48358025341030964, - "MaxX": -0.170730288446734, - "MaxY": 1.3594205443858336, - "MaxZ": -0.35358025341030963 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\803_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 420.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 160.0, - "D1@Sketch1": 420.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 252.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 252.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.6750345849226297, - "Density": 1000.0, - "Volume": 0.0006750345849226297, - "SurfaceArea": 0.3449394113747195, - "CenterOfMassX": 7.696723697656068E-17, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.001554845852134811 - }, - "Box": { - "MinX": -0.2172307014929537, - "MinY": 0.9604201313396142, - "MinZ": -0.4875802534103109, - "MaxX": 0.20276929850704795, - "MaxY": 1.3804201313396156, - "MaxZ": -0.48358025341030947 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-12", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02001194520336698, - "Density": 1000.0, - "Volume": 2.001194520336698E-05, - "SurfaceArea": 0.006025574709585223, - "CenterOfMassX": 2.074657218751345E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.065 - }, - "Box": { - "MinX": 0.15626888546082882, - "MinY": 0.9814197182933965, - "MinZ": -0.4835802534103108, - "MaxX": 0.17426971155326734, - "MaxY": 0.9994205443858345, - "MaxZ": -0.3535802534103108 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 520.0, - "Base-Height": 420.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 415.99999999999994, - "Cutout-Vertical": 252.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Sketch1": 128.0, - "D2@Sketch1": 178.0 - }, - "Mass": { - "Mass": 0.18150842126030053, - "Density": 8000.0, - "Volume": 2.2688552657537566E-05, - "SurfaceArea": 0.04604632654643709, - "CenterOfMassX": 1.4023620047541432E-17, - "CenterOfMassY": 1.3804871687950969E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.18893070149295282, - "MinY": 0.9911701313396142, - "MinZ": -0.4825802534103102, - "MaxX": -0.18793070149295177, - "MaxY": 1.1691701313396146, - "MaxZ": -0.3545802534103095 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Boss-Extrude1": 130.0 - }, - "Mass": { - "Mass": 0.05227610175573417, - "Density": 8000.0, - "Volume": 6.534512719466771E-06, - "SurfaceArea": 0.0033677873246482585, - "CenterOfMassX": 1.8533632998480494E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.06500000000000002 - }, - "Box": { - "MinX": 0.18557087175700124, - "MinY": 0.9672217045895689, - "MinZ": -0.48358025341031086, - "MaxX": 0.19596772525709508, - "MaxY": 0.9776185580896622, - "MaxZ": -0.35358025341031085 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Boss-Extrude1": 130.0 - }, - "Mass": { - "Mass": 0.05227610175573417, - "Density": 8000.0, - "Volume": 6.534512719466771E-06, - "SurfaceArea": 0.0033677873246482585, - "CenterOfMassX": 1.8533632998480494E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.06500000000000002 - }, - "Box": { - "MinX": -0.2104291282429989, - "MinY": 0.9672217045895676, - "MinZ": -0.4835802534103095, - "MaxX": -0.20003227474290505, - "MaxY": 0.9776185580896609, - "MaxZ": -0.3535802534103095 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/812_SidePanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\812_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 520.0, - "Base-Height": 420.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 415.99999999999994, - "Cutout-Vertical": 252.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Sketch1": 128.0, - "D2@Sketch1": 178.0 - }, - "Mass": { - "Mass": 0.18150842126030053, - "Density": 8000.0, - "Volume": 2.2688552657537566E-05, - "SurfaceArea": 0.04604632654643709, - "CenterOfMassX": 1.4023620047541432E-17, - "CenterOfMassY": 1.3804871687950969E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.18893070149295343, - "MinY": 1.171670131339614, - "MinZ": -0.4825802534103102, - "MaxX": -0.18793070149295238, - "MaxY": 1.3496701313396144, - "MaxZ": -0.35458025341030963 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 520.0, - "Base-Height": 420.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 415.99999999999994, - "Cutout-Vertical": 252.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Sketch1": 128.0, - "D2@Sketch1": 178.0 - }, - "Mass": { - "Mass": 0.18150842126030053, - "Density": 8000.0, - "Volume": 2.2688552657537566E-05, - "SurfaceArea": 0.04604632654643709, - "CenterOfMassX": 1.4023620047541432E-17, - "CenterOfMassY": 1.3804871687950969E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.17346929850704657, - "MinY": 1.1716701313396154, - "MinZ": -0.4825802534103114, - "MaxX": 0.17446929850704762, - "MaxY": 1.3496701313396158, - "MaxZ": -0.35458025341031085 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-11", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02001194520336698, - "Density": 1000.0, - "Volume": 2.001194520336698E-05, - "SurfaceArea": 0.006025574709585223, - "CenterOfMassX": 2.074657218751345E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.065 - }, - "Box": { - "MinX": 0.15626888546082757, - "MinY": 1.3414197182933965, - "MinZ": -0.4835802534103108, - "MaxX": 0.1742697115532661, - "MaxY": 1.3594205443858347, - "MaxZ": -0.3535802534103108 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-6", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06393622115198451, - "Density": 1850.3871572108353, - "Volume": 3.4552888514616696E-05, - "SurfaceArea": 0.020152153011664488, - "CenterOfMassX": 0.014501305351547021, - "CenterOfMassY": 0.026656356266078544, - "CenterOfMassZ": -0.015001305351052195 - }, - "Box": { - "MinX": -0.21466570149295305, - "MinY": 1.2041918383995291, - "MinZ": -0.4043334100947749, - "MaxX": -0.14563070149295276, - "MaxY": 1.2441918383995296, - "MaxZ": -0.37433341009477467 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06393622115198451, - "Density": 1850.3871572108353, - "Volume": 3.4552888514616696E-05, - "SurfaceArea": 0.020152153011664488, - "CenterOfMassX": 0.014501305351547021, - "CenterOfMassY": 0.026656356266078544, - "CenterOfMassZ": -0.015001305351052195 - }, - "Box": { - "MinX": -0.21466570149295328, - "MinY": 1.2041918383995291, - "MinZ": -0.46282709672584454, - "MaxX": -0.14563070149295299, - "MaxY": 1.2441918383995296, - "MaxZ": -0.4328270967258443 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/2P-Power-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/vfd-cp-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd-cp.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "material property": "Steel", - "Nomenclature": "Huanyang VFD Controller v3", - "Part Number": "Huanyang VFD Controller", - "Definition": "Huanyang VFD Controller" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07012852873823408, - "Density": 1000.0, - "Volume": 7.012852873823408E-05, - "SurfaceArea": 0.013731257570199896, - "CenterOfMassX": 0.00018088182297487868, - "CenterOfMassY": -0.0011497879120567112, - "CenterOfMassZ": 0.008236856779337767 - }, - "Box": { - "MinX": -0.20343070149295264, - "MinY": 1.0178849355510045, - "MinZ": -0.4463302534103096, - "MaxX": -0.1701307014929522, - "MaxY": 1.0945849355510047, - "MaxZ": -0.39083025341030947 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06393622115198451, - "Density": 1850.3871572108353, - "Volume": 3.4552888514616696E-05, - "SurfaceArea": 0.020152153011664488, - "CenterOfMassX": 0.014501305351547021, - "CenterOfMassY": 0.026656356266078544, - "CenterOfMassZ": -0.015001305351052195 - }, - "Box": { - "MinX": -0.21466570149295333, - "MinY": 1.2771484242796993, - "MinZ": -0.4043334100947749, - "MaxX": -0.14563070149295304, - "MaxY": 1.3171484242796998, - "MaxZ": -0.37433341009477467 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/810_FrontPanel_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\810_FrontPanel_x1_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02001194520336698, - "Density": 1000.0, - "Volume": 2.001194520336698E-05, - "SurfaceArea": 0.006025574709585223, - "CenterOfMassX": 2.074657218751345E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.065 - }, - "Box": { - "MinX": -0.18873111453917127, - "MinY": 0.9814197182933954, - "MinZ": -0.4835802534103096, - "MaxX": -0.17073028844673274, - "MaxY": 0.9994205443858334, - "MaxZ": -0.3535802534103096 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/E5C2-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/825_Belt_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\825_Belt_x1_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 420.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "D1@Boss-Extrude1": 130.0, - "D1@profile": 361.0, - "D2@profile": 376.0, - "D1@Fillet2": 8.0, - "Belt-Thickness": 1.0, - "D1@Sketch44": 1.0, - "D1@Front-Panel": 1.0, - "Slot-Offset": 15.0, - "D1@Sketch52": 15.0, - "Slot-Mount-Offset": 6.0, - "D3@Sketch52": 6.0, - "D5@Sketch52": 6.0, - "D2@Sketch51": 15.0, - "D3@Sketch51": 6.0 - }, - "Mass": { - "Mass": 0.26572526986365874, - "Density": 1000.0, - "Volume": 0.00026572526986365873, - "SurfaceArea": 0.5423408051374319, - "CenterOfMassX": -0.00017612175170397769, - "CenterOfMassY": 3.479847790751692E-16, - "CenterOfMassZ": 0.06500000000000003 - }, - "Box": { - "MinX": -0.18773070149295348, - "MinY": 0.9824201313396144, - "MinZ": -0.4835802534103108, - "MaxX": 0.17326929850704828, - "MaxY": 1.3584201313396156, - "MaxZ": -0.3535802534103096 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\803_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 420.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 160.0, - "D1@Sketch1": 420.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 252.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 252.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.6750345849226297, - "Density": 1000.0, - "Volume": 0.0006750345849226297, - "SurfaceArea": 0.3449394113747195, - "CenterOfMassX": 7.696723697656068E-17, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.001554845852134811 - }, - "Box": { - "MinX": -0.2172307014929533, - "MinY": 0.9604201313396142, - "MinZ": -0.3535802534103109, - "MaxX": 0.20276929850704847, - "MaxY": 1.3804201313396158, - "MaxZ": -0.34958025341030946 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-13", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-14", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.12246929850704685, - "MinY": 1.2321832156719486, - "MinZ": -0.41591973796599935, - "MaxX": 0.1973027047875235, - "MaxY": 1.3181832156719488, - "MaxZ": -0.3809197379659991 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 520.0, - "Base-Height": 420.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 415.99999999999994, - "Cutout-Vertical": 252.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Sketch1": 128.0, - "D2@Sketch1": 178.0 - }, - "Mass": { - "Mass": 0.18150842126030053, - "Density": 8000.0, - "Volume": 2.2688552657537566E-05, - "SurfaceArea": 0.04604632654643709, - "CenterOfMassX": 1.4023620047541432E-17, - "CenterOfMassY": 1.3804871687950969E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.17346929850704718, - "MinY": 0.9911701313396153, - "MinZ": -0.4825802534103114, - "MaxX": 0.17446929850704823, - "MaxY": 1.1691701313396157, - "MaxZ": -0.35458025341031074 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Boss-Extrude1": 130.0 - }, - "Mass": { - "Mass": 0.05227610175573417, - "Density": 8000.0, - "Volume": 6.534512719466771E-06, - "SurfaceArea": 0.0033677873246482585, - "CenterOfMassX": 1.8533632998480494E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.06500000000000002 - }, - "Box": { - "MinX": -0.21042912824300028, - "MinY": 1.3632217045895676, - "MinZ": -0.48358025341030947, - "MaxX": -0.20003227474290644, - "MaxY": 1.373618558089661, - "MaxZ": -0.35358025341030946 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/812_SidePanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\812_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/vfd-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.711108492499152, - "Density": 1000.0000000000001, - "Volume": 0.0007111084924991519, - "SurfaceArea": 0.24281888230625961, - "CenterOfMassX": -0.00021496011706241774, - "CenterOfMassY": 0.12008454904408697, - "CenterOfMassZ": -0.0010075097894868892 - }, - "Box": { - "MinX": -0.05843839095882489, - "MinY": 0.9834201313396147, - "MinZ": -0.4810803034103106, - "MaxX": 0.11456165904117618, - "MaxY": 1.1468099372219684, - "MaxZ": -0.35608020341031 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\Cabinet-EDC-Flex-Drive-130\\schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Description": "NOT SPECIFIED", - "Nomenclature": "SB108826_3D-COLOUR", - "Part Number": "SB108826_3D-COLOUR", - "Source": "MADE", - "Revision": "3", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.05231191923703928, - "Density": 1000.0, - "Volume": 5.2311919237039285E-05, - "SurfaceArea": 0.017493474727280703, - "CenterOfMassX": 0.015206400694263097, - "CenterOfMassY": 0.01633809961872699, - "CenterOfMassZ": 0.04322186240757931 - }, - "Box": { - "MinX": -0.22673037364183254, - "MinY": 1.0969401415231521, - "MinZ": -0.44753542869420954, - "MaxX": -0.14482787364183228, - "MaxY": 1.1502034704760742, - "MaxZ": -0.39065808738934077 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\Cabinet-EDC-Flex-Drive-130.SLDASM", - "Parent": null, - "Properties": { - "Default": { - "Checkbox7": "Unchecked", - "Comment": "", - "Hide": "0" - }, - "Global": { - "Catalog": "1", - "IsLaser": "1", - "Configurations": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 3.755854628821715, - "Density": 1331.8277017116302, - "Volume": 0.0028200754677161232, - "SurfaceArea": 1.8734086605921914, - "CenterOfMassX": -0.008347148608804995, - "CenterOfMassY": 0.00014696047164859425, - "CenterOfMassZ": -0.008350283922838403 - }, - "Box": { - "MinX": -0.22673037364183357, - "MinY": 0.9604201313396141, - "MinZ": -0.48758025341031097, - "MaxX": 0.20276929850704845, - "MaxY": 1.3804201313396158, - "MaxZ": -0.3495802534103094 - }, - "Material": { - "3Pos-Switch-22mm-3": "", - "840_SupportHookPins_x6_8mm_INOX-2": "AISI 304", - "830_BasePost-8": "", - "803_MountPlate_x2_4mm_INOX-3": "", - "830_BasePost-12": "", - "811_BackPanel_x2_1mm_INOX-3": "AISI 304", - "840_SupportHookPins_x6_8mm_INOX-5": "AISI 304", - "840_SupportHookPins_x6_8mm_INOX-4": "AISI 304", - "811_BackPanel_x2_1mm_INOX-4": "AISI 304", - "811_BackPanel_x2_1mm_INOX-2": "AISI 304", - "830_BasePost-11": "", - "3Pos-Switch-22mm-4": "", - "3Pos-Switch-22mm-5": "", - "vfd-cp-1": "", - "3Pos-Switch-22mm-1": "", - "830_BasePost-1": "", - "825_Belt_x1_1mm_INOX-1": "", - "803_MountPlate_x2_4mm_INOX-1": "", - "MCB-2P-1": "", - "811_BackPanel_x2_1mm_INOX-1": "AISI 304", - "840_SupportHookPins_x6_8mm_INOX-1": "AISI 304", - "vfd-1": "", - "schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06393622115198451, - "Density": 1850.3871572108353, - "Volume": 3.4552888514616696E-05, - "SurfaceArea": 0.020152153011664488, - "CenterOfMassX": 0.014501305351547021, - "CenterOfMassY": 0.026656356266078544, - "CenterOfMassZ": -0.015001305351052195 - }, - "Box": { - "MinX": -0.21466570149295353, - "MinY": 1.2771484242796993, - "MinZ": -0.46282709672584454, - "MaxX": -0.14563070149295324, - "MaxY": 1.3171484242796998, - "MaxZ": -0.4328270967258443 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Boss-Extrude1": 130.0 - }, - "Mass": { - "Mass": 0.05227610175573417, - "Density": 8000.0, - "Volume": 6.534512719466771E-06, - "SurfaceArea": 0.0033677873246482585, - "CenterOfMassX": 1.8533632998480494E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.06500000000000002 - }, - "Box": { - "MinX": 0.18557087175699985, - "MinY": 1.3632217045895691, - "MinZ": -0.48358025341031086, - "MaxX": 0.1959677252570937, - "MaxY": 1.3736185580896625, - "MaxZ": -0.35358025341031085 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-8", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02001194520336698, - "Density": 1000.0, - "Volume": 2.001194520336698E-05, - "SurfaceArea": 0.006025574709585223, - "CenterOfMassX": 2.074657218751345E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.065 - }, - "Box": { - "MinX": -0.18873111453917252, - "MinY": 1.3414197182933953, - "MinZ": -0.48358025341030964, - "MaxX": -0.170730288446734, - "MaxY": 1.3594205443858336, - "MaxZ": -0.35358025341030963 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\803_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 420.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 160.0, - "D1@Sketch1": 420.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 252.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 252.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.6750345849226297, - "Density": 1000.0, - "Volume": 0.0006750345849226297, - "SurfaceArea": 0.3449394113747195, - "CenterOfMassX": 7.696723697656068E-17, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.001554845852134811 - }, - "Box": { - "MinX": -0.2172307014929537, - "MinY": 0.9604201313396142, - "MinZ": -0.4875802534103109, - "MaxX": 0.20276929850704795, - "MaxY": 1.3804201313396156, - "MaxZ": -0.48358025341030947 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-12", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02001194520336698, - "Density": 1000.0, - "Volume": 2.001194520336698E-05, - "SurfaceArea": 0.006025574709585223, - "CenterOfMassX": 2.074657218751345E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.065 - }, - "Box": { - "MinX": 0.15626888546082882, - "MinY": 0.9814197182933965, - "MinZ": -0.4835802534103108, - "MaxX": 0.17426971155326734, - "MaxY": 0.9994205443858345, - "MaxZ": -0.3535802534103108 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 520.0, - "Base-Height": 420.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 415.99999999999994, - "Cutout-Vertical": 252.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Sketch1": 128.0, - "D2@Sketch1": 178.0 - }, - "Mass": { - "Mass": 0.18150842126030053, - "Density": 8000.0, - "Volume": 2.2688552657537566E-05, - "SurfaceArea": 0.04604632654643709, - "CenterOfMassX": 1.4023620047541432E-17, - "CenterOfMassY": 1.3804871687950969E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.18893070149295282, - "MinY": 0.9911701313396142, - "MinZ": -0.4825802534103102, - "MaxX": -0.18793070149295177, - "MaxY": 1.1691701313396146, - "MaxZ": -0.3545802534103095 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Boss-Extrude1": 130.0 - }, - "Mass": { - "Mass": 0.05227610175573417, - "Density": 8000.0, - "Volume": 6.534512719466771E-06, - "SurfaceArea": 0.0033677873246482585, - "CenterOfMassX": 1.8533632998480494E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.06500000000000002 - }, - "Box": { - "MinX": 0.18557087175700124, - "MinY": 0.9672217045895689, - "MinZ": -0.48358025341031086, - "MaxX": 0.19596772525709508, - "MaxY": 0.9776185580896622, - "MaxZ": -0.35358025341031085 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Boss-Extrude1": 130.0 - }, - "Mass": { - "Mass": 0.05227610175573417, - "Density": 8000.0, - "Volume": 6.534512719466771E-06, - "SurfaceArea": 0.0033677873246482585, - "CenterOfMassX": 1.8533632998480494E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.06500000000000002 - }, - "Box": { - "MinX": -0.2104291282429989, - "MinY": 0.9672217045895676, - "MinZ": -0.4835802534103095, - "MaxX": -0.20003227474290505, - "MaxY": 0.9776185580896609, - "MaxZ": -0.3535802534103095 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/812_SidePanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\812_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 520.0, - "Base-Height": 420.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 415.99999999999994, - "Cutout-Vertical": 252.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Sketch1": 128.0, - "D2@Sketch1": 178.0 - }, - "Mass": { - "Mass": 0.18150842126030053, - "Density": 8000.0, - "Volume": 2.2688552657537566E-05, - "SurfaceArea": 0.04604632654643709, - "CenterOfMassX": 1.4023620047541432E-17, - "CenterOfMassY": 1.3804871687950969E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.18893070149295343, - "MinY": 1.171670131339614, - "MinZ": -0.4825802534103102, - "MaxX": -0.18793070149295238, - "MaxY": 1.3496701313396144, - "MaxZ": -0.35458025341030963 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 520.0, - "Base-Height": 420.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 415.99999999999994, - "Cutout-Vertical": 252.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Sketch1": 128.0, - "D2@Sketch1": 178.0 - }, - "Mass": { - "Mass": 0.18150842126030053, - "Density": 8000.0, - "Volume": 2.2688552657537566E-05, - "SurfaceArea": 0.04604632654643709, - "CenterOfMassX": 1.4023620047541432E-17, - "CenterOfMassY": 1.3804871687950969E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.17346929850704657, - "MinY": 1.1716701313396154, - "MinZ": -0.4825802534103114, - "MaxX": 0.17446929850704762, - "MaxY": 1.3496701313396158, - "MaxZ": -0.35458025341031085 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-11", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02001194520336698, - "Density": 1000.0, - "Volume": 2.001194520336698E-05, - "SurfaceArea": 0.006025574709585223, - "CenterOfMassX": 2.074657218751345E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.065 - }, - "Box": { - "MinX": 0.15626888546082757, - "MinY": 1.3414197182933965, - "MinZ": -0.4835802534103108, - "MaxX": 0.1742697115532661, - "MaxY": 1.3594205443858347, - "MaxZ": -0.3535802534103108 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-6", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06393622115198451, - "Density": 1850.3871572108353, - "Volume": 3.4552888514616696E-05, - "SurfaceArea": 0.020152153011664488, - "CenterOfMassX": 0.014501305351547021, - "CenterOfMassY": 0.026656356266078544, - "CenterOfMassZ": -0.015001305351052195 - }, - "Box": { - "MinX": -0.21466570149295305, - "MinY": 1.2041918383995291, - "MinZ": -0.4043334100947749, - "MaxX": -0.14563070149295276, - "MaxY": 1.2441918383995296, - "MaxZ": -0.37433341009477467 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06393622115198451, - "Density": 1850.3871572108353, - "Volume": 3.4552888514616696E-05, - "SurfaceArea": 0.020152153011664488, - "CenterOfMassX": 0.014501305351547021, - "CenterOfMassY": 0.026656356266078544, - "CenterOfMassZ": -0.015001305351052195 - }, - "Box": { - "MinX": -0.21466570149295328, - "MinY": 1.2041918383995291, - "MinZ": -0.46282709672584454, - "MaxX": -0.14563070149295299, - "MaxY": 1.2441918383995296, - "MaxZ": -0.4328270967258443 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/2P-Power-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/vfd-cp-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd-cp.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "material property": "Steel", - "Nomenclature": "Huanyang VFD Controller v3", - "Part Number": "Huanyang VFD Controller", - "Definition": "Huanyang VFD Controller" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07012852873823408, - "Density": 1000.0, - "Volume": 7.012852873823408E-05, - "SurfaceArea": 0.013731257570199896, - "CenterOfMassX": 0.00018088182297487868, - "CenterOfMassY": -0.0011497879120567112, - "CenterOfMassZ": 0.008236856779337767 - }, - "Box": { - "MinX": -0.20343070149295264, - "MinY": 1.0178849355510045, - "MinZ": -0.4463302534103096, - "MaxX": -0.1701307014929522, - "MaxY": 1.0945849355510047, - "MaxZ": -0.39083025341030947 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06393622115198451, - "Density": 1850.3871572108353, - "Volume": 3.4552888514616696E-05, - "SurfaceArea": 0.020152153011664488, - "CenterOfMassX": 0.014501305351547021, - "CenterOfMassY": 0.026656356266078544, - "CenterOfMassZ": -0.015001305351052195 - }, - "Box": { - "MinX": -0.21466570149295333, - "MinY": 1.2771484242796993, - "MinZ": -0.4043334100947749, - "MaxX": -0.14563070149295304, - "MaxY": 1.3171484242796998, - "MaxZ": -0.37433341009477467 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/810_FrontPanel_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\810_FrontPanel_x1_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02001194520336698, - "Density": 1000.0, - "Volume": 2.001194520336698E-05, - "SurfaceArea": 0.006025574709585223, - "CenterOfMassX": 2.074657218751345E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.065 - }, - "Box": { - "MinX": -0.18873111453917127, - "MinY": 0.9814197182933954, - "MinZ": -0.4835802534103096, - "MaxX": -0.17073028844673274, - "MaxY": 0.9994205443858334, - "MaxZ": -0.3535802534103096 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/E5C2-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/825_Belt_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\825_Belt_x1_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 420.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "D1@Boss-Extrude1": 130.0, - "D1@profile": 361.0, - "D2@profile": 376.0, - "D1@Fillet2": 8.0, - "Belt-Thickness": 1.0, - "D1@Sketch44": 1.0, - "D1@Front-Panel": 1.0, - "Slot-Offset": 15.0, - "D1@Sketch52": 15.0, - "Slot-Mount-Offset": 6.0, - "D3@Sketch52": 6.0, - "D5@Sketch52": 6.0, - "D2@Sketch51": 15.0, - "D3@Sketch51": 6.0 - }, - "Mass": { - "Mass": 0.26572526986365874, - "Density": 1000.0, - "Volume": 0.00026572526986365873, - "SurfaceArea": 0.5423408051374319, - "CenterOfMassX": -0.00017612175170397769, - "CenterOfMassY": 3.479847790751692E-16, - "CenterOfMassZ": 0.06500000000000003 - }, - "Box": { - "MinX": -0.18773070149295348, - "MinY": 0.9824201313396144, - "MinZ": -0.4835802534103108, - "MaxX": 0.17326929850704828, - "MaxY": 1.3584201313396156, - "MaxZ": -0.3535802534103096 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\803_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 420.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 160.0, - "D1@Sketch1": 420.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 252.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 252.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.6750345849226297, - "Density": 1000.0, - "Volume": 0.0006750345849226297, - "SurfaceArea": 0.3449394113747195, - "CenterOfMassX": 7.696723697656068E-17, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.001554845852134811 - }, - "Box": { - "MinX": -0.2172307014929533, - "MinY": 0.9604201313396142, - "MinZ": -0.3535802534103109, - "MaxX": 0.20276929850704847, - "MaxY": 1.3804201313396158, - "MaxZ": -0.34958025341030946 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-13", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-14", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\830_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.12246929850704685, - "MinY": 1.2321832156719486, - "MinZ": -0.41591973796599935, - "MaxX": 0.1973027047875235, - "MaxY": 1.3181832156719488, - "MaxZ": -0.3809197379659991 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\811_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 520.0, - "Base-Height": 420.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 415.99999999999994, - "Cutout-Vertical": 252.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Sketch1": 128.0, - "D2@Sketch1": 178.0 - }, - "Mass": { - "Mass": 0.18150842126030053, - "Density": 8000.0, - "Volume": 2.2688552657537566E-05, - "SurfaceArea": 0.04604632654643709, - "CenterOfMassX": 1.4023620047541432E-17, - "CenterOfMassY": 1.3804871687950969E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.17346929850704718, - "MinY": 0.9911701313396153, - "MinZ": -0.4825802534103114, - "MaxX": 0.17446929850704823, - "MaxY": 1.1691701313396157, - "MaxZ": -0.35458025341031074 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 40.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 130.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 20.0, - "D1@Boss-Extrude1": 130.0 - }, - "Mass": { - "Mass": 0.05227610175573417, - "Density": 8000.0, - "Volume": 6.534512719466771E-06, - "SurfaceArea": 0.0033677873246482585, - "CenterOfMassX": 1.8533632998480494E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.06500000000000002 - }, - "Box": { - "MinX": -0.21042912824300028, - "MinY": 1.3632217045895676, - "MinZ": -0.48358025341030947, - "MaxX": -0.20003227474290644, - "MaxY": 1.373618558089661, - "MaxZ": -0.35358025341030946 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\840_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/812_SidePanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc-drive\\812_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/vfd-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\vfd\\huanyang\\cad\\vfd.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.711108492499152, - "Density": 1000.0000000000001, - "Volume": 0.0007111084924991519, - "SurfaceArea": 0.24281888230625961, - "CenterOfMassX": -0.00021496011706241774, - "CenterOfMassY": 0.12008454904408697, - "CenterOfMassZ": -0.0010075097894868892 - }, - "Box": { - "MinX": -0.05843839095882489, - "MinY": 0.9834201313396147, - "MinZ": -0.4810803034103106, - "MaxX": 0.11456165904117618, - "MaxY": 1.1468099372219684, - "MaxZ": -0.35608020341031 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-Drive-130-1/schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\Cabinet-EDC-Flex-Drive-130\\schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Description": "NOT SPECIFIED", - "Nomenclature": "SB108826_3D-COLOUR", - "Part Number": "SB108826_3D-COLOUR", - "Source": "MADE", - "Revision": "3", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.05231191923703928, - "Density": 1000.0, - "Volume": 5.2311919237039285E-05, - "SurfaceArea": 0.017493474727280703, - "CenterOfMassX": 0.015206400694263097, - "CenterOfMassY": 0.01633809961872699, - "CenterOfMassZ": 0.04322186240757931 - }, - "Box": { - "MinX": -0.22673037364183254, - "MinY": 1.0969401415231521, - "MinZ": -0.44753542869420954, - "MaxX": -0.14482787364183228, - "MaxY": 1.1502034704760742, - "MaxZ": -0.39065808738934077 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-17", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": 0.18526970390223635, - "MinY": 0.6709205367347975, - "MinZ": -0.4108290186620282, - "MaxX": 0.19626889311186257, - "MaxY": 0.6819197259444243, - "MaxZ": -0.3288290186620281 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": -0.21073029609776367, - "MinY": 0.9669205367347976, - "MinZ": -0.41082901866203025, - "MaxX": -0.19973110688813744, - "MaxY": 0.9779197259444244, - "MaxZ": -0.3288290186620302 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-9", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-8", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/E5C2-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "omron SLC": "V1.1 2006/08/11" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.16312890369028896, - "Density": 1000.0, - "Volume": 0.00016312890369028896, - "SurfaceArea": 0.022734052203142514, - "CenterOfMassX": -6.665313091742968E-07, - "CenterOfMassY": 2.513772071449182E-06, - "CenterOfMassZ": -0.032493435099066756 - }, - "Box": { - "MinX": -0.20393070149295053, - "MinY": 0.820131998107966, - "MinZ": -0.3938290186620297, - "MaxX": -0.10223070149295052, - "MaxY": 0.8681319981079663, - "MaxZ": -0.3458290186620293 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 128.0 - }, - "Mass": { - "Mass": 0.08115642126030051, - "Density": 8000.0, - "Volume": 1.0144552657537563E-05, - "SurfaceArea": 0.02076232654643708, - "CenterOfMassX": -2.8538785707662208E-18, - "CenterOfMassY": 8.969332650979551E-19, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.17346929850704948, - "MinY": 0.6951701313396105, - "MinZ": -0.4098290186620292, - "MaxX": 0.17446929850704948, - "MaxY": 0.8231701313396113, - "MaxZ": -0.3298290186620278 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": 0.18526970390223635, - "MinY": 0.9669205367347975, - "MinZ": -0.4108290186620302, - "MaxX": 0.19626889311186257, - "MaxY": 0.9779197259444243, - "MaxZ": -0.3288290186620301 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-12", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-11", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 162.0 - }, - "Mass": { - "Mass": 0.10291642126030051, - "Density": 8000.0, - "Volume": 1.2864552657537565E-05, - "SurfaceArea": 0.026270326546437073, - "CenterOfMassX": -8.867870296417158E-18, - "CenterOfMassY": -1.45207799386511E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.001980701492950515, - "MinY": 0.6854201313396105, - "MinZ": -0.40982901866202814, - "MaxX": 0.1600192985070495, - "MaxY": 0.6864201313396111, - "MaxZ": -0.3298290186620282 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Sketch1": 320.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 192.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.5081014764336184, - "Density": 1000.0000000000001, - "Volume": 0.0005081014764336183, - "SurfaceArea": 0.26084346717417695, - "CenterOfMassX": -1.3058262066535135E-18, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.0015121633899382117 - }, - "Box": { - "MinX": -0.21723070149295062, - "MinY": 0.6644201313396111, - "MinZ": -0.3288290186620303, - "MaxX": 0.20276929850704947, - "MaxY": 0.9844201313396114, - "MaxZ": -0.32482901866202807 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-10", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/3Pos-Switch-22mm-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06393622115198451, - "Density": 1850.3871572108353, - "Volume": 3.4552888514616696E-05, - "SurfaceArea": 0.020152153011664488, - "CenterOfMassX": 0.014501305351547021, - "CenterOfMassY": 0.026656356266078544, - "CenterOfMassZ": -0.015001305351052195 - }, - "Box": { - "MinX": -0.21466570149295053, - "MinY": 0.7241562753186691, - "MinZ": -0.38482901866202873, - "MaxX": -0.14563070149295052, - "MaxY": 0.7641562753186694, - "MaxZ": -0.3548290186620285 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 128.0 - }, - "Mass": { - "Mass": 0.08115642126030051, - "Density": 8000.0, - "Volume": 1.0144552657537563E-05, - "SurfaceArea": 0.02076232654643708, - "CenterOfMassX": -2.8538785707662208E-18, - "CenterOfMassY": 8.969332650979551E-19, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.17346929850704948, - "MinY": 0.8256701313396108, - "MinZ": -0.4098290186620297, - "MaxX": 0.17446929850704948, - "MaxY": 0.9536701313396111, - "MaxZ": -0.3298290186620292 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.012622919282123791, - "Density": 1000.0, - "Volume": 1.262291928212379E-05, - "SurfaceArea": 0.003914424446372883, - "CenterOfMassX": 2.0746572187513447E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.04100000000000001 - }, - "Box": { - "MinX": -0.18831309706268717, - "MinY": 0.9458377357698741, - "MinZ": -0.41082901866203014, - "MaxX": -0.17114830592321384, - "MaxY": 0.963002526909348, - "MaxZ": -0.32882901866203007 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Sketch1": 320.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 192.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.5081014764336184, - "Density": 1000.0000000000001, - "Volume": 0.0005081014764336183, - "SurfaceArea": 0.26084346717417695, - "CenterOfMassX": -1.3058262066535135E-18, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.0015121633899382117 - }, - "Box": { - "MinX": -0.21723070149295062, - "MinY": 0.6644201313396104, - "MinZ": -0.41482901866203026, - "MaxX": 0.20276929850704947, - "MaxY": 0.9844201313396107, - "MaxZ": -0.41082901866202803 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/E5C2-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "omron SLC": "V1.1 2006/08/11" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.16312890369028896, - "Density": 1000.0, - "Volume": 0.00016312890369028896, - "SurfaceArea": 0.022734052203142514, - "CenterOfMassX": -6.665313091742968E-07, - "CenterOfMassY": 2.513772071449182E-06, - "CenterOfMassZ": -0.032493435099066756 - }, - "Box": { - "MinX": -0.20393070149295053, - "MinY": 0.875131998107966, - "MinZ": -0.39382901866202985, - "MaxX": -0.10223070149295052, - "MaxY": 0.9231319981079663, - "MaxZ": -0.3458290186620295 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/525_Belt_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Boss-Extrude1": 82.0, - "D1@profile": 361.0, - "D2@profile": 276.0, - "D1@Fillet2": 8.0, - "Belt-Thickness": 1.0, - "D1@Sketch44": 1.0, - "D1@Sketch51": 218.0, - "D2@Sketch51": 58.0, - "D1@Front-Panel": 1.0 - }, - "Mass": { - "Mass": 0.9832664441508816, - "Density": 8000.000133, - "Volume": 0.00012290830347550967, - "SurfaceArea": 0.2560595626034631, - "CenterOfMassX": -0.02091305361011175, - "CenterOfMassY": -2.880197716004848E-16, - "CenterOfMassZ": 0.04100000000000023 - }, - "Box": { - "MinX": -0.1877307014929505, - "MinY": 0.6864201313396106, - "MinZ": -0.41082901866202914, - "MaxX": 0.17326929850704947, - "MaxY": 0.9624201313396106, - "MaxZ": -0.3288290186620292 - }, - "Material": { - "Material": "AISI 347 Annealed Stainless Steel (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/610_FrontPanel_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 256.0 - }, - "Mass": { - "Mass": 0.16274956996062104, - "Density": 8000.000000000001, - "Volume": 2.034369624507763E-05, - "SurfaceArea": 0.041448657966583834, - "CenterOfMassX": 5.3938028399064785E-18, - "CenterOfMassY": -2.6413786007417737E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.18893070149295052, - "MinY": 0.6964201313396108, - "MinZ": -0.4098290186620296, - "MaxX": -0.18793070149295052, - "MaxY": 0.952420131339611, - "MaxZ": -0.32982901866202874 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.013650660038374174, - "MinY": 0.6898230800959508, - "MinZ": -0.37847901866202843, - "MaxX": 0.0996506600383742, - "MaxY": 0.7646564863764271, - "MaxZ": -0.3434790186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Lever arm", - "Part Number": "Lever arm", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0016111676334406777, - "Density": 1000.0, - "Volume": 1.6111676334406777E-06, - "SurfaceArea": 0.0010004211072629583, - "CenterOfMassX": 4.8493739043313375E-05, - "CenterOfMassY": 0.001234368631699718, - "CenterOfMassZ": -1.3346379784733545E-10 - }, - "Box": { - "MinX": 0.040347462619000275, - "MinY": 0.7440448826765728, - "MinZ": -0.3938290186620284, - "MaxX": 0.06150920451474732, - "MaxY": 0.7660693975823404, - "MaxZ": -0.3808290186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Latch", - "Part Number": "Latch", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0009888934418696032, - "Density": 1000.0, - "Volume": 9.888934418696032E-07, - "SurfaceArea": 0.0012942781774874686, - "CenterOfMassX": 1.986646411948317E-07, - "CenterOfMassY": 0.003526150057892247, - "CenterOfMassZ": 0.0005627263597425241 - }, - "Box": { - "MinX": 0.01217566003836868, - "MinY": 0.690207255711575, - "MinZ": -0.39523247176173865, - "MaxX": 0.040425660038369206, - "MaxY": 0.6958230800959608, - "MaxZ": -0.3794255655622982 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Circuit breaker Schneider Electric BA63", - "Part Number": "Circuit breaker Schneider Electric BA63", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07511758181744248, - "Density": 999.9999999999999, - "Volume": 7.511758181744248E-05, - "SurfaceArea": 0.017558252896280147, - "CenterOfMassX": 0.0006668141408676425, - "CenterOfMassY": 0.00697775286320669, - "CenterOfMassZ": -1.4154227227956247E-05 - }, - "Box": { - "MinX": 0.016075660038374177, - "MinY": 0.6905730800959506, - "MinZ": -0.3962290186620284, - "MaxX": 0.09722566003837418, - "MaxY": 0.7598616973884944, - "MaxZ": -0.3784290186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Plastic overlay", - "Part Number": "Plastic overlay", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000365355159423404, - "Density": 1000.0, - "Volume": 3.65355159423404E-07, - "SurfaceArea": 0.0005618495784127246, - "CenterOfMassX": -0.0016555113368291992, - "CenterOfMassY": 4.600410107798173E-08, - "CenterOfMassZ": -0.0003086570866772846 - }, - "Box": { - "MinX": 0.051650728885271106, - "MinY": 0.7568300085493788, - "MinZ": -0.39518151866202844, - "MaxX": 0.06130523699864108, - "MaxY": 0.7664846808276026, - "MaxZ": -0.3791790186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Definition": "UNKNOWN", - "Revision": "ANY", - "Source": "NOT_KNOWN", - "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", - "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07808299805217615, - "Density": 999.9999999999998, - "Volume": 7.808299805217617E-05, - "SurfaceArea": 0.020414801759443296, - "CenterOfMassX": 0.00011162665278921409, - "CenterOfMassY": 0.0074457813468819575, - "CenterOfMassZ": -1.4361561135554198E-05 - }, - "Box": { - "MinX": 0.012175660038368681, - "MinY": 0.690207255711575, - "MinZ": -0.3962290186620284, - "MaxX": 0.09722566003837418, - "MaxY": 0.7664846808276025, - "MaxZ": -0.3784290186620284 - }, - "Material": { - "Lever arm.STEP-1": "", - "Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63.STEP-1": "", - "Plastic overlay.STEP-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.11366348920500421, - "Density": 999.9999999999998, - "Volume": 0.00011366348920500424, - "SurfaceArea": 0.0851928534916834, - "CenterOfMassX": 0.09296383004745593, - "CenterOfMassY": 0.08657895913282701, - "CenterOfMassZ": 0.07237414230568419 - }, - "Box": { - "MinX": 0.012175660038368667, - "MinY": 0.6898230800959506, - "MinZ": -0.39622901866202875, - "MaxX": 0.0996506600383742, - "MaxY": 0.7664846808276029, - "MaxZ": -0.34347901866202823 - }, - "Material": { - "MCB-2P-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": -0.21073029609776367, - "MinY": 0.6709205367347973, - "MinZ": -0.41082901866202814, - "MaxX": -0.19973110688813744, - "MaxY": 0.6819197259444242, - "MaxZ": -0.32882901866202807 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 162.0 - }, - "Mass": { - "Mass": 0.10291642126030051, - "Density": 8000.0, - "Volume": 1.2864552657537565E-05, - "SurfaceArea": 0.026270326546437073, - "CenterOfMassX": -8.867870296417158E-18, - "CenterOfMassY": -1.45207799386511E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.001980701492950515, - "MinY": 0.9624201313396106, - "MinZ": -0.40982901866203014, - "MaxX": 0.1600192985070495, - "MaxY": 0.9634201313396111, - "MaxZ": -0.32982901866203007 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.12246929850704945, - "MinY": 0.7150904058954869, - "MinZ": -0.387329018662029, - "MaxX": 0.19730270478752565, - "MaxY": 0.8010904058954872, - "MaxZ": -0.3523290186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Parent": null, - "Properties": { - "Default": { - "Checkbox7": "Unchecked", - "Comment": "", - "Hide": "0" - }, - "Global": { - "Catalog": "1", - "IsLaser": "1", - "Configurations": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 3.214322206160784, - "Density": 1842.4008341407553, - "Volume": 0.0017446378369991647, - "SurfaceArea": 1.141411711175074, - "CenterOfMassX": 0.0005905973394126945, - "CenterOfMassY": 0.00032781777041214293, - "CenterOfMassZ": -0.015454087593060937 - }, - "Box": { - "MinX": -0.21723070149295062, - "MinY": 0.6644201313396103, - "MinZ": -0.41482901866203026, - "MaxX": 0.20276929850704947, - "MaxY": 0.9844201313396113, - "MaxZ": -0.32482901866202807 - }, - "Material": { - "540_SupportHookPins_x6_8mm_INOX-2": "AISI 304", - "540_SupportHookPins_x6_8mm_INOX-4": "AISI 304", - "E5C2-5": "", - "611_BackPanel_x2_1mm_INOX-2": "AISI 304", - "540_SupportHookPins_x6_8mm_INOX-5": "AISI 304", - "612_SidePanel_x2_1mm_INOX-2": "AISI 304", - "403_MountPlate_x2_4mm_INOX-4": "", - "3Pos-Switch-22mm-1": "", - "611_BackPanel_x2_1mm_INOX-1": "AISI 304", - "530_BasePost-1": "", - "403_MountPlate_x2_4mm_INOX-1": "", - "E5C2-1": "", - "525_Belt_x1_1mm_INOX-1": "AISI 347 Annealed Stainless Steel (SS)", - "610_FrontPanel_x1_1mm_INOX-1": "AISI 304", - "2P-Power-1/MCB-2P-1": "", - "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", - "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", - "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", - "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "", - "540_SupportHookPins_x6_8mm_INOX-1": "AISI 304", - "612_SidePanel_x2_1mm_INOX-1": "AISI 304", - "MCB-2P-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": 0.18526970390223635, - "MinY": 0.6709205367347975, - "MinZ": -0.4108290186620282, - "MaxX": 0.19626889311186257, - "MaxY": 0.6819197259444243, - "MaxZ": -0.3288290186620281 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": -0.21073029609776367, - "MinY": 0.9669205367347976, - "MinZ": -0.41082901866203025, - "MaxX": -0.19973110688813744, - "MaxY": 0.9779197259444244, - "MaxZ": -0.3288290186620302 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-9", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-8", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/E5C2-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "omron SLC": "V1.1 2006/08/11" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.16312890369028896, - "Density": 1000.0, - "Volume": 0.00016312890369028896, - "SurfaceArea": 0.022734052203142514, - "CenterOfMassX": -6.665313091742968E-07, - "CenterOfMassY": 2.513772071449182E-06, - "CenterOfMassZ": -0.032493435099066756 - }, - "Box": { - "MinX": -0.20393070149295053, - "MinY": 0.820131998107966, - "MinZ": -0.3938290186620297, - "MaxX": -0.10223070149295052, - "MaxY": 0.8681319981079663, - "MaxZ": -0.3458290186620293 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 128.0 - }, - "Mass": { - "Mass": 0.08115642126030051, - "Density": 8000.0, - "Volume": 1.0144552657537563E-05, - "SurfaceArea": 0.02076232654643708, - "CenterOfMassX": -2.8538785707662208E-18, - "CenterOfMassY": 8.969332650979551E-19, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.17346929850704948, - "MinY": 0.6951701313396105, - "MinZ": -0.4098290186620292, - "MaxX": 0.17446929850704948, - "MaxY": 0.8231701313396113, - "MaxZ": -0.3298290186620278 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": 0.18526970390223635, - "MinY": 0.9669205367347975, - "MinZ": -0.4108290186620302, - "MaxX": 0.19626889311186257, - "MaxY": 0.9779197259444243, - "MaxZ": -0.3288290186620301 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-12", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-11", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 162.0 - }, - "Mass": { - "Mass": 0.10291642126030051, - "Density": 8000.0, - "Volume": 1.2864552657537565E-05, - "SurfaceArea": 0.026270326546437073, - "CenterOfMassX": -8.867870296417158E-18, - "CenterOfMassY": -1.45207799386511E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.001980701492950515, - "MinY": 0.6854201313396105, - "MinZ": -0.40982901866202814, - "MaxX": 0.1600192985070495, - "MaxY": 0.6864201313396111, - "MaxZ": -0.3298290186620282 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Sketch1": 320.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 192.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.5081014764336184, - "Density": 1000.0000000000001, - "Volume": 0.0005081014764336183, - "SurfaceArea": 0.26084346717417695, - "CenterOfMassX": -1.3058262066535135E-18, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.0015121633899382117 - }, - "Box": { - "MinX": -0.21723070149295062, - "MinY": 0.6644201313396111, - "MinZ": -0.3288290186620303, - "MaxX": 0.20276929850704947, - "MaxY": 0.9844201313396114, - "MaxZ": -0.32482901866202807 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-10", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/3Pos-Switch-22mm-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06393622115198451, - "Density": 1850.3871572108353, - "Volume": 3.4552888514616696E-05, - "SurfaceArea": 0.020152153011664488, - "CenterOfMassX": 0.014501305351547021, - "CenterOfMassY": 0.026656356266078544, - "CenterOfMassZ": -0.015001305351052195 - }, - "Box": { - "MinX": -0.21466570149295053, - "MinY": 0.7241562753186691, - "MinZ": -0.38482901866202873, - "MaxX": -0.14563070149295052, - "MaxY": 0.7641562753186694, - "MaxZ": -0.3548290186620285 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 128.0 - }, - "Mass": { - "Mass": 0.08115642126030051, - "Density": 8000.0, - "Volume": 1.0144552657537563E-05, - "SurfaceArea": 0.02076232654643708, - "CenterOfMassX": -2.8538785707662208E-18, - "CenterOfMassY": 8.969332650979551E-19, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.17346929850704948, - "MinY": 0.8256701313396108, - "MinZ": -0.4098290186620297, - "MaxX": 0.17446929850704948, - "MaxY": 0.9536701313396111, - "MaxZ": -0.3298290186620292 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.012622919282123791, - "Density": 1000.0, - "Volume": 1.262291928212379E-05, - "SurfaceArea": 0.003914424446372883, - "CenterOfMassX": 2.0746572187513447E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.04100000000000001 - }, - "Box": { - "MinX": -0.18831309706268717, - "MinY": 0.9458377357698741, - "MinZ": -0.41082901866203014, - "MaxX": -0.17114830592321384, - "MaxY": 0.963002526909348, - "MaxZ": -0.32882901866203007 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Sketch1": 320.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 192.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.5081014764336184, - "Density": 1000.0000000000001, - "Volume": 0.0005081014764336183, - "SurfaceArea": 0.26084346717417695, - "CenterOfMassX": -1.3058262066535135E-18, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.0015121633899382117 - }, - "Box": { - "MinX": -0.21723070149295062, - "MinY": 0.6644201313396104, - "MinZ": -0.41482901866203026, - "MaxX": 0.20276929850704947, - "MaxY": 0.9844201313396107, - "MaxZ": -0.41082901866202803 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/E5C2-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "omron SLC": "V1.1 2006/08/11" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.16312890369028896, - "Density": 1000.0, - "Volume": 0.00016312890369028896, - "SurfaceArea": 0.022734052203142514, - "CenterOfMassX": -6.665313091742968E-07, - "CenterOfMassY": 2.513772071449182E-06, - "CenterOfMassZ": -0.032493435099066756 - }, - "Box": { - "MinX": -0.20393070149295053, - "MinY": 0.875131998107966, - "MinZ": -0.39382901866202985, - "MaxX": -0.10223070149295052, - "MaxY": 0.9231319981079663, - "MaxZ": -0.3458290186620295 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/530_BasePost-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/525_Belt_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Boss-Extrude1": 82.0, - "D1@profile": 361.0, - "D2@profile": 276.0, - "D1@Fillet2": 8.0, - "Belt-Thickness": 1.0, - "D1@Sketch44": 1.0, - "D1@Sketch51": 218.0, - "D2@Sketch51": 58.0, - "D1@Front-Panel": 1.0 - }, - "Mass": { - "Mass": 0.9832664441508816, - "Density": 8000.000133, - "Volume": 0.00012290830347550967, - "SurfaceArea": 0.2560595626034631, - "CenterOfMassX": -0.02091305361011175, - "CenterOfMassY": -2.880197716004848E-16, - "CenterOfMassZ": 0.04100000000000023 - }, - "Box": { - "MinX": -0.1877307014929505, - "MinY": 0.6864201313396106, - "MinZ": -0.41082901866202914, - "MaxX": 0.17326929850704947, - "MaxY": 0.9624201313396106, - "MaxZ": -0.3288290186620292 - }, - "Material": { - "Material": "AISI 347 Annealed Stainless Steel (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/610_FrontPanel_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 256.0 - }, - "Mass": { - "Mass": 0.16274956996062104, - "Density": 8000.000000000001, - "Volume": 2.034369624507763E-05, - "SurfaceArea": 0.041448657966583834, - "CenterOfMassX": 5.3938028399064785E-18, - "CenterOfMassY": -2.6413786007417737E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.18893070149295052, - "MinY": 0.6964201313396108, - "MinZ": -0.4098290186620296, - "MaxX": -0.18793070149295052, - "MaxY": 0.952420131339611, - "MaxZ": -0.32982901866202874 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.013650660038374174, - "MinY": 0.6898230800959508, - "MinZ": -0.37847901866202843, - "MaxX": 0.0996506600383742, - "MaxY": 0.7646564863764271, - "MaxZ": -0.3434790186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Lever arm", - "Part Number": "Lever arm", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0016111676334406777, - "Density": 1000.0, - "Volume": 1.6111676334406777E-06, - "SurfaceArea": 0.0010004211072629583, - "CenterOfMassX": 4.8493739043313375E-05, - "CenterOfMassY": 0.001234368631699718, - "CenterOfMassZ": -1.3346379784733545E-10 - }, - "Box": { - "MinX": 0.040347462619000275, - "MinY": 0.7440448826765728, - "MinZ": -0.3938290186620284, - "MaxX": 0.06150920451474732, - "MaxY": 0.7660693975823404, - "MaxZ": -0.3808290186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Latch", - "Part Number": "Latch", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0009888934418696032, - "Density": 1000.0, - "Volume": 9.888934418696032E-07, - "SurfaceArea": 0.0012942781774874686, - "CenterOfMassX": 1.986646411948317E-07, - "CenterOfMassY": 0.003526150057892247, - "CenterOfMassZ": 0.0005627263597425241 - }, - "Box": { - "MinX": 0.01217566003836868, - "MinY": 0.690207255711575, - "MinZ": -0.39523247176173865, - "MaxX": 0.040425660038369206, - "MaxY": 0.6958230800959608, - "MaxZ": -0.3794255655622982 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Circuit breaker Schneider Electric BA63", - "Part Number": "Circuit breaker Schneider Electric BA63", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07511758181744248, - "Density": 999.9999999999999, - "Volume": 7.511758181744248E-05, - "SurfaceArea": 0.017558252896280147, - "CenterOfMassX": 0.0006668141408676425, - "CenterOfMassY": 0.00697775286320669, - "CenterOfMassZ": -1.4154227227956247E-05 - }, - "Box": { - "MinX": 0.016075660038374177, - "MinY": 0.6905730800959506, - "MinZ": -0.3962290186620284, - "MaxX": 0.09722566003837418, - "MaxY": 0.7598616973884944, - "MaxZ": -0.3784290186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Plastic overlay", - "Part Number": "Plastic overlay", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000365355159423404, - "Density": 1000.0, - "Volume": 3.65355159423404E-07, - "SurfaceArea": 0.0005618495784127246, - "CenterOfMassX": -0.0016555113368291992, - "CenterOfMassY": 4.600410107798173E-08, - "CenterOfMassZ": -0.0003086570866772846 - }, - "Box": { - "MinX": 0.051650728885271106, - "MinY": 0.7568300085493788, - "MinZ": -0.39518151866202844, - "MaxX": 0.06130523699864108, - "MaxY": 0.7664846808276026, - "MaxZ": -0.3791790186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Definition": "UNKNOWN", - "Revision": "ANY", - "Source": "NOT_KNOWN", - "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", - "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07808299805217615, - "Density": 999.9999999999998, - "Volume": 7.808299805217617E-05, - "SurfaceArea": 0.020414801759443296, - "CenterOfMassX": 0.00011162665278921439, - "CenterOfMassY": 0.007445781346881958, - "CenterOfMassZ": -1.436156113555421E-05 - }, - "Box": { - "MinX": 0.012175660038368681, - "MinY": 0.690207255711575, - "MinZ": -0.3962290186620284, - "MaxX": 0.09722566003837418, - "MaxY": 0.7664846808276025, - "MaxZ": -0.3784290186620284 - }, - "Material": { - "Lever arm.STEP-1": "", - "Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63.STEP-1": "", - "Plastic overlay.STEP-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.11366348920500421, - "Density": 999.9999999999998, - "Volume": 0.00011366348920500424, - "SurfaceArea": 0.0851928534916834, - "CenterOfMassX": 0.09296383004745593, - "CenterOfMassY": 0.08657895913282701, - "CenterOfMassZ": 0.07237414230568419 - }, - "Box": { - "MinX": 0.012175660038368667, - "MinY": 0.6898230800959506, - "MinZ": -0.39622901866202875, - "MaxX": 0.0996506600383742, - "MaxY": 0.7664846808276029, - "MaxZ": -0.34347901866202823 - }, - "Material": { - "MCB-2P-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.013650660038374174, - "MinY": 0.6898230800959508, - "MinZ": -0.37847901866202843, - "MaxX": 0.0996506600383742, - "MaxY": 0.7646564863764271, - "MaxZ": -0.3434790186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Lever arm", - "Part Number": "Lever arm", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0016111676334406777, - "Density": 1000.0, - "Volume": 1.6111676334406777E-06, - "SurfaceArea": 0.0010004211072629583, - "CenterOfMassX": 4.8493739043313375E-05, - "CenterOfMassY": 0.001234368631699718, - "CenterOfMassZ": -1.3346379784733545E-10 - }, - "Box": { - "MinX": 0.040347462619000275, - "MinY": 0.7440448826765728, - "MinZ": -0.3938290186620284, - "MaxX": 0.06150920451474732, - "MaxY": 0.7660693975823404, - "MaxZ": -0.3808290186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Latch", - "Part Number": "Latch", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0009888934418696032, - "Density": 1000.0, - "Volume": 9.888934418696032E-07, - "SurfaceArea": 0.0012942781774874686, - "CenterOfMassX": 1.986646411948317E-07, - "CenterOfMassY": 0.003526150057892247, - "CenterOfMassZ": 0.0005627263597425241 - }, - "Box": { - "MinX": 0.01217566003836868, - "MinY": 0.690207255711575, - "MinZ": -0.39523247176173865, - "MaxX": 0.040425660038369206, - "MaxY": 0.6958230800959608, - "MaxZ": -0.3794255655622982 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Circuit breaker Schneider Electric BA63", - "Part Number": "Circuit breaker Schneider Electric BA63", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07511758181744248, - "Density": 999.9999999999999, - "Volume": 7.511758181744248E-05, - "SurfaceArea": 0.017558252896280147, - "CenterOfMassX": 0.0006668141408676425, - "CenterOfMassY": 0.00697775286320669, - "CenterOfMassZ": -1.4154227227956247E-05 - }, - "Box": { - "MinX": 0.016075660038374177, - "MinY": 0.6905730800959506, - "MinZ": -0.3962290186620284, - "MaxX": 0.09722566003837418, - "MaxY": 0.7598616973884944, - "MaxZ": -0.3784290186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Plastic overlay", - "Part Number": "Plastic overlay", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000365355159423404, - "Density": 1000.0, - "Volume": 3.65355159423404E-07, - "SurfaceArea": 0.0005618495784127246, - "CenterOfMassX": -0.0016555113368291992, - "CenterOfMassY": 4.600410107798173E-08, - "CenterOfMassZ": -0.0003086570866772846 - }, - "Box": { - "MinX": 0.051650728885271106, - "MinY": 0.7568300085493788, - "MinZ": -0.39518151866202844, - "MaxX": 0.06130523699864108, - "MaxY": 0.7664846808276026, - "MaxZ": -0.3791790186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Definition": "UNKNOWN", - "Revision": "ANY", - "Source": "NOT_KNOWN", - "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", - "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07808299805217615, - "Density": 999.9999999999998, - "Volume": 7.808299805217617E-05, - "SurfaceArea": 0.020414801759443296, - "CenterOfMassX": 0.00011162665278921452, - "CenterOfMassY": 0.007445781346881958, - "CenterOfMassZ": -1.4361561135554198E-05 - }, - "Box": { - "MinX": 0.012175660038368681, - "MinY": 0.690207255711575, - "MinZ": -0.3962290186620284, - "MaxX": 0.09722566003837418, - "MaxY": 0.7664846808276025, - "MaxZ": -0.3784290186620284 - }, - "Material": { - "Lever arm.STEP-1": "", - "Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63.STEP-1": "", - "Plastic overlay.STEP-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Lever arm", - "Part Number": "Lever arm", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0016111676334406777, - "Density": 1000.0, - "Volume": 1.6111676334406777E-06, - "SurfaceArea": 0.0010004211072629583, - "CenterOfMassX": 4.8493739043313375E-05, - "CenterOfMassY": 0.001234368631699718, - "CenterOfMassZ": -1.3346379784733545E-10 - }, - "Box": { - "MinX": 0.040347462619000275, - "MinY": 0.7440448826765728, - "MinZ": -0.3938290186620284, - "MaxX": 0.06150920451474732, - "MaxY": 0.7660693975823404, - "MaxZ": -0.3808290186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Latch", - "Part Number": "Latch", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0009888934418696032, - "Density": 1000.0, - "Volume": 9.888934418696032E-07, - "SurfaceArea": 0.0012942781774874686, - "CenterOfMassX": 1.986646411948317E-07, - "CenterOfMassY": 0.003526150057892247, - "CenterOfMassZ": 0.0005627263597425241 - }, - "Box": { - "MinX": 0.01217566003836868, - "MinY": 0.690207255711575, - "MinZ": -0.39523247176173865, - "MaxX": 0.040425660038369206, - "MaxY": 0.6958230800959608, - "MaxZ": -0.3794255655622982 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Circuit breaker Schneider Electric BA63", - "Part Number": "Circuit breaker Schneider Electric BA63", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07511758181744248, - "Density": 999.9999999999999, - "Volume": 7.511758181744248E-05, - "SurfaceArea": 0.017558252896280147, - "CenterOfMassX": 0.0006668141408676425, - "CenterOfMassY": 0.00697775286320669, - "CenterOfMassZ": -1.4154227227956247E-05 - }, - "Box": { - "MinX": 0.016075660038374177, - "MinY": 0.6905730800959506, - "MinZ": -0.3962290186620284, - "MaxX": 0.09722566003837418, - "MaxY": 0.7598616973884944, - "MaxZ": -0.3784290186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Plastic overlay", - "Part Number": "Plastic overlay", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000365355159423404, - "Density": 1000.0, - "Volume": 3.65355159423404E-07, - "SurfaceArea": 0.0005618495784127246, - "CenterOfMassX": -0.0016555113368291992, - "CenterOfMassY": 4.600410107798173E-08, - "CenterOfMassZ": -0.0003086570866772846 - }, - "Box": { - "MinX": 0.051650728885271106, - "MinY": 0.7568300085493788, - "MinZ": -0.39518151866202844, - "MaxX": 0.06130523699864108, - "MaxY": 0.7664846808276026, - "MaxZ": -0.3791790186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": -0.21073029609776367, - "MinY": 0.6709205367347973, - "MinZ": -0.41082901866202814, - "MaxX": -0.19973110688813744, - "MaxY": 0.6819197259444242, - "MaxZ": -0.32882901866202807 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 162.0 - }, - "Mass": { - "Mass": 0.10291642126030051, - "Density": 8000.0, - "Volume": 1.2864552657537565E-05, - "SurfaceArea": 0.026270326546437073, - "CenterOfMassX": -8.867870296417158E-18, - "CenterOfMassY": -1.45207799386511E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.001980701492950515, - "MinY": 0.9624201313396106, - "MinZ": -0.40982901866203014, - "MaxX": 0.1600192985070495, - "MaxY": 0.9634201313396111, - "MaxZ": -0.32982901866203007 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-2/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.12246929850704945, - "MinY": 0.7150904058954869, - "MinZ": -0.387329018662029, - "MaxX": 0.19730270478752565, - "MaxY": 0.8010904058954872, - "MaxZ": -0.3523290186620284 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-16", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-18", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-25", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket button head cap screw_am-1", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket button head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, { "Name": "socket button head cap screw_am-4", "Children": null, @@ -28344,21 +31472,6 @@ "IsSuppressed": true, "activeConfiguration": null }, - { - "Name": "socket button head cap screw_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket button head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, { "Name": "socket button head cap screw_am-3", "Children": null, @@ -28374,628 +31487,254 @@ "IsSuppressed": true, "activeConfiguration": null }, + { + "Name": "socket head cap screw_am-22", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-5", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-12", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-8", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-14", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-17", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-13", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-19", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-7", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-16", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-15", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-20", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-25", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-28", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket button head cap screw_am-1", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket button head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_am-27", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "LaserParts": null, + "IsSuppressed": true, + "activeConfiguration": null + }, { "Name": "850_PressAssembly-1", "Children": [ { - "Name": "850_PressAssembly-1/105x80-Caster-5", + "Name": "850_PressAssembly-1/750_RodAssembly-1", "Children": [ { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body005^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body005", - "Part Number": "Body005", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.044472674984891616, - "Density": 999.9999999999999, - "Volume": 4.447267498489162E-05, - "SurfaceArea": 0.0068781858360364625, - "CenterOfMassX": 5.2119750064059625E-08, - "CenterOfMassY": 9.028815585559905E-09, - "CenterOfMassZ": -5.127525290385049E-07 - }, - "Box": { - "MinX": -0.25919520132449353, - "MinY": -0.07168, - "MinZ": -0.25715187105193393, - "MaxX": -0.2074039174781217, - "MaxY": -0.020879999999999996, - "MaxZ": -0.23313470671997327 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/M6x42-Screw^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "M6x42-Screw", - "Part Number": "M6x42-Screw", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0015270818386688796, - "Density": 1000.0, - "Volume": 1.5270818386688796E-06, - "SurfaceArea": 0.0010904874574710463, - "CenterOfMassX": -3.8929287444759396E-17, - "CenterOfMassY": 1.7669513595820228E-10, - "CenterOfMassZ": -0.01578825811215597 - }, - "Box": { - "MinX": -0.23920517227562135, - "MinY": -0.051280000000000006, - "MinZ": -0.2696783311220415, - "MaxX": -0.22737549731421428, - "MaxY": -0.04128, - "MaxZ": -0.2236081899204197 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body006^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body006", - "Part Number": "Body006", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.016740220874308917, - "Density": 1000.0, - "Volume": 1.6740220874308917E-05, - "SurfaceArea": 0.0036127620326998873, - "CenterOfMassX": -1.848413097948716E-19, - "CenterOfMassY": -5.929531889193853E-19, - "CenterOfMassZ": 1.3994832549010902E-19 - }, - "Box": { - "MinX": -0.24738846585902022, - "MinY": -0.06028, - "MinZ": -0.25972911101995894, - "MaxX": -0.21921065294359907, - "MaxY": -0.03227999999999999, - "MaxZ": -0.23055746675194735 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body008^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body008", - "Part Number": "Body008", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": -0.2447131158658989, - "MinY": -0.020730000000000002, - "MinZ": -0.264212421634302, - "MaxX": -0.2369826425297159, - "MaxY": -0.013230000000000002, - "MaxZ": -0.22666700772040652 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body003^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body003", - "Part Number": "Body003", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.004401015387868156, - "Density": 1000.0, - "Volume": 4.401015387868156E-06, - "SurfaceArea": 0.0026743993427077893, - "CenterOfMassX": -3.7035680648285773E-19, - "CenterOfMassY": -9.719770866822E-19, - "CenterOfMassZ": -0.005802416082260257 - }, - "Box": { - "MinX": -0.22941832497614464, - "MinY": -0.007000000000000003, - "MinZ": -0.2644183249761448, - "MaxX": -0.19058167502385512, - "MaxY": -0.0029999999999999936, - "MaxZ": -0.2255816750238553 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body007^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body007", - "Part Number": "Body007", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0031566488431149565, - "Density": 1000.0, - "Volume": 3.1566488431149566E-06, - "SurfaceArea": 0.003755004260552404, - "CenterOfMassX": -0.006899986932998869, - "CenterOfMassY": -4.859293310289619E-08, - "CenterOfMassZ": 0.005633728675843915 - }, - "Box": { - "MinX": -0.28338824467788243, - "MinY": -0.02639043484851101, - "MinZ": -0.26095044766986203, - "MaxX": -0.2431865967942516, - "MaxY": -0.00634037732698111, - "MaxZ": -0.22970497203323811 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/M6-Nut^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "M6-Nut", - "Part Number": "M6-Nut", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0003584677557128669, - "Density": 1000.0, - "Volume": 3.584677557128669E-07, - "SurfaceArea": 0.00039579051136886417, - "CenterOfMassX": -2.5279967771517576E-16, - "CenterOfMassY": -2.2980275211112486E-16, - "CenterOfMassZ": 0.0028857104987692547 - }, - "Box": { - "MinX": -0.2387168345166769, - "MinY": -0.05127999999999999, - "MinZ": -0.2686768218055098, - "MaxX": -0.2276301450445657, - "MaxY": -0.04127999999999998, - "MaxZ": -0.2626089806639802 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body002^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body002", - "Part Number": "Body002", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.009951342649145947, - "Density": 999.9999999999999, - "Volume": 9.951342649145948E-06, - "SurfaceArea": 0.011499613334121979, - "CenterOfMassX": -0.012770037934188025, - "CenterOfMassY": 2.0465972199525744E-07, - "CenterOfMassZ": -0.011981566398588276 - }, - "Box": { - "MinX": -0.26178124282007986, - "MinY": -0.05519275710866, - "MinZ": -0.26681725238526277, - "MaxX": -0.18836816204946946, - "MaxY": -0.007779999999999988, - "MaxZ": -0.22336816204946966 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body004^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body004", - "Part Number": "Body004", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0067453709543875496, - "Density": 1000.0, - "Volume": 6.74537095438755E-06, - "SurfaceArea": 0.0033252214768204496, - "CenterOfMassX": 3.033064556283E-11, - "CenterOfMassY": -4.21960434302852E-12, - "CenterOfMassZ": -0.007842568076846756 - }, - "Box": { - "MinX": -0.23074634423913445, - "MinY": -0.013750000000000002, - "MinZ": -0.2657463442391346, - "MaxX": -0.1892536557608653, - "MaxY": 0.00025000000000000456, - "MaxZ": -0.22425365576086548 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body009^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body009", - "Part Number": "Body009", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": -0.2595128360006365, - "MinY": -0.020730000000000005, - "MinZ": -0.26430343775070136, - "MaxX": -0.2517823626644535, - "MaxY": -0.013230000000000006, - "MaxZ": -0.22675802383680588 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body010^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body010", - "Part Number": "Body010", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.001335021065197122, - "Density": 999.9999999999999, - "Volume": 1.3350210651971221E-06, - "SurfaceArea": 0.0030550094216583445, - "CenterOfMassX": -0.003932737859156656, - "CenterOfMassY": -2.335952527998336E-15, - "CenterOfMassZ": -0.0025075156210761316 - }, - "Box": { - "MinX": -0.2666553142316688, - "MinY": -0.033309456158302164, - "MinZ": -0.26084754259251397, - "MaxX": -0.22075447389579123, - "MaxY": -0.012079999999985998, - "MaxZ": -0.22956701775503394 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1", - "Children": [ - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1/2-3751-105_80-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.023856024541873196, - "Density": 1000.0, - "Volume": 2.3856024541873196E-05, - "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, - "CenterOfMassZ": 0.0015 - }, - "Box": { - "MinX": -0.26249999999999996, - "MinY": -0.003000000000000007, - "MinZ": -0.2850000000000002, - "MaxX": -0.1574999999999998, - "MaxY": 5.204170427930421E-18, - "MaxZ": -0.20499999999999996 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.023856024541873196, - "Density": 1000.0, - "Volume": 2.3856024541873196E-05, - "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.3325066234256617E-17, - "CenterOfMassY": 0.0015, - "CenterOfMassZ": 6.914170399547882E-19 - }, - "Box": { - "MinX": -0.26249999999999996, - "MinY": -0.003000000000000007, - "MinZ": -0.2850000000000002, - "MaxX": -0.1574999999999998, - "MaxY": 5.204170427930421E-18, - "MaxZ": -0.20499999999999996 - }, - "Material": { - "2-3751-105_80-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Definition": "design", - "Part Number": "Unnamed6", - "Nomenclature": "Unnamed6" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.11404801292420105, - "Density": 999.9999999999997, - "Volume": 0.00011404801292420109, - "SurfaceArea": 0.05517800190664636, - "CenterOfMassX": -0.01637136403086971, - "CenterOfMassY": 5.869648941642153E-05, - "CenterOfMassZ": -0.02977380757544243 - }, - "Box": { - "MinX": -0.29343474243823126, - "MinY": -0.07168, - "MinZ": -0.32201468751518547, - "MaxX": -0.12656525756176845, - "MaxY": 0.00025000000000002104, - "MaxZ": -0.16798531248481471 - }, - "Material": { - "Body005^105x80-Caster-1": "", - "M6x42-Screw^105x80-Caster-1": "", - "Body006^105x80-Caster-1": "", - "Body008^105x80-Caster-1": "", - "Body003^105x80-Caster-1": "", - "Body007^105x80-Caster-1": "", - "M6-Nut^105x80-Caster-1": "", - "Body002^105x80-Caster-1": "", - "Body004^105x80-Caster-1": "", - "Body009^105x80-Caster-1": "", - "Body010^105x80-Caster-1": "", - "Alex-2-3751-105_80-1/2-3751-105_80-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/722_CasterExtensionSL_x4_10mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\100_Framework\\722_CasterExtensionSL_x4_10mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/820_ELZM-Slide-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_ELZM-Slide.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", - "Properties": { - "Default": {}, - "CAM": {}, - "Up": {}, - "Down": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.2158368360900975, - "Density": 7800.0, - "Volume": 0.0002840816456525766, - "SurfaceArea": 0.047078073940904214, - "CenterOfMassX": 2.608946548253673E-18, - "CenterOfMassY": 0.040959126839116754, - "CenterOfMassZ": 4.412054227306007E-19 - }, - "Box": { - "MinX": -0.029999999999999732, - "MinY": 1.4580000000000002, - "MinZ": 0.23500000000000007, - "MaxX": 0.030000000000000266, - "MaxY": 1.5380000000000003, - "MaxZ": 0.31500000000000006 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/750_RodAssembly-2", - "Children": [ - { - "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-1", + "Name": "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", @@ -29007,28 +31746,29 @@ "SM-1400": {}, "780-ELZM": {}, "580": {}, - "650": {} + "650": {}, + "450": {} }, "Equations": { - "Height": 750.0, - "D1@Boss-Extrude1": 750.0 + "Height": 450.0, + "D1@Boss-Extrude1": 450.0 }, "Mass": { - "Mass": 7.404133840314321, + "Mass": 4.46360311655427, "Density": 7800.0, - "Volume": 0.0009492479282454258, - "SurfaceArea": 0.10169335419670168, + "Volume": 0.0005722568098146501, + "SurfaceArea": 0.06399424235362415, "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": -1.1102230246251564E-16, - "CenterOfMassZ": 0.38275673909086405 + "CenterOfMassY": -1.1102230246251563E-16, + "CenterOfMassZ": 0.23279823501962615 }, "Box": { - "MinX": -0.025722530020175695, + "MinX": -0.025722530020175646, "MinY": 0.7390000000000001, - "MinZ": -0.3007225300201737, - "MaxX": 0.02572253002017314, + "MinZ": 0.2492774699798248, + "MaxX": 0.025722530020173204, "MaxY": 1.514, - "MaxZ": -0.24927746997982483 + "MaxZ": 0.3007225300201737 }, "Material": { "Material": "Plain Carbon Steel", @@ -29040,7 +31780,7 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-2", + "Name": "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-2", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", @@ -29052,28 +31792,29 @@ "SM-1400": {}, "780-ELZM": {}, "580": {}, - "650": {} + "650": {}, + "450": {} }, "Equations": { - "Height": 750.0, - "D1@Boss-Extrude1": 750.0 + "Height": 450.0, + "D1@Boss-Extrude1": 450.0 }, "Mass": { - "Mass": 7.404133840314321, + "Mass": 4.46360311655427, "Density": 7800.0, - "Volume": 0.0009492479282454258, - "SurfaceArea": 0.10169335419670168, + "Volume": 0.0005722568098146501, + "SurfaceArea": 0.06399424235362415, "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": -1.1102230246251564E-16, - "CenterOfMassZ": 0.38275673909086405 + "CenterOfMassY": -1.1102230246251563E-16, + "CenterOfMassZ": 0.23279823501962615 }, "Box": { - "MinX": -0.02739828003455768, + "MinX": -0.02323455601327362, "MinY": -0.013000000000000012, - "MinZ": -0.3023982800345556, - "MaxX": 0.027398280034555016, + "MinZ": 0.2517654439867269, + "MaxX": 0.023234556013271065, "MaxY": 0.762, - "MaxZ": -0.2476017199654429 + "MaxZ": 0.2982345560132716 }, "Material": { "Material": "Plain Carbon Steel", @@ -29088,29 +31829,30 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", "Properties": { - "Default": {} + "Default": {}, + "ELZ-Base": {} }, "Equations": {}, "Mass": { - "Mass": 14.808267680628642, - "Density": 7800.0, - "Volume": 0.0018984958564908516, - "SurfaceArea": 0.20338670839340336, - "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": 0.758756739090864, + "Mass": 11.86773695686859, + "Density": 7799.999999999999, + "Volume": 0.0015215047380600759, + "SurfaceArea": 0.16568759655032583, + "CenterOfMassX": -0.3449999999999966, + "CenterOfMassY": 0.6091920154446534, "CenterOfMassZ": 1.1102230246251565E-16 }, "Box": { - "MinX": -0.029869167641146867, + "MinX": -0.02986916764114681, "MinY": -0.0129999999999999, - "MinZ": -0.3048691676411448, - "MaxX": 0.029869167641144313, + "MinZ": 0.24513083235885366, + "MaxX": 0.02986916764114437, "MaxY": 1.514, - "MaxZ": -0.24513083235885366 + "MaxZ": 0.3048691676411448 }, "Material": { - "820_Rod-40-1": "Plain Carbon Steel", - "820_Rod-40-2": "Plain Carbon Steel" + "820_Rod-40-2": "Plain Carbon Steel", + "820_Rod-40-1": "Plain Carbon Steel" }, "States": {}, "LaserParts": null, @@ -29118,640 +31860,9 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-4", - "Children": [ - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body005^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body005", - "Part Number": "Body005", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.044472674984891616, - "Density": 999.9999999999999, - "Volume": 4.447267498489162E-05, - "SurfaceArea": 0.0068781858360364625, - "CenterOfMassX": 5.2119750064059625E-08, - "CenterOfMassY": 9.028815585559905E-09, - "CenterOfMassZ": -5.127525290385049E-07 - }, - "Box": { - "MinX": 0.16080479867550654, - "MinY": -0.07168000000000001, - "MinZ": -0.2571518710519342, - "MaxX": 0.21259608252187853, - "MaxY": -0.020879999999999996, - "MaxZ": -0.23313470671997327 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/M6x42-Screw^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "M6x42-Screw", - "Part Number": "M6x42-Screw", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0015270818386688796, - "Density": 1000.0, - "Volume": 1.5270818386688796E-06, - "SurfaceArea": 0.0010904874574710463, - "CenterOfMassX": -3.8929287444759396E-17, - "CenterOfMassY": 1.7669513595820228E-10, - "CenterOfMassZ": -0.01578825811215597 - }, - "Box": { - "MinX": 0.18079482772437871, - "MinY": -0.05128000000000002, - "MinZ": -0.26967833112204165, - "MaxX": 0.19262450268578601, - "MaxY": -0.04128, - "MaxZ": -0.22360818992041978 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body006^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body006", - "Part Number": "Body006", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.016740220874308917, - "Density": 1000.0, - "Volume": 1.6740220874308917E-05, - "SurfaceArea": 0.0036127620326998873, - "CenterOfMassX": -1.848413097948716E-19, - "CenterOfMassY": -5.929531889193853E-19, - "CenterOfMassZ": 1.3994832549010902E-19 - }, - "Box": { - "MinX": 0.17261153414097985, - "MinY": -0.060280000000000014, - "MinZ": -0.2597291110199591, - "MaxX": 0.20078934705640117, - "MaxY": -0.03227999999999999, - "MaxZ": -0.2305574667519474 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body008^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body008", - "Part Number": "Body008", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": 0.17528688413410115, - "MinY": -0.02073, - "MinZ": -0.26421242163430214, - "MaxX": 0.18301735747028436, - "MaxY": -0.013229999999999997, - "MaxZ": -0.22666700772040665 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body003^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body003", - "Part Number": "Body003", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.004401015387868156, - "Density": 1000.0, - "Volume": 4.401015387868156E-06, - "SurfaceArea": 0.0026743993427077893, - "CenterOfMassX": -3.7035680648285773E-19, - "CenterOfMassY": -9.719770866822E-19, - "CenterOfMassZ": -0.005802416082260257 - }, - "Box": { - "MinX": 0.1905816750238554, - "MinY": -0.0069999999999999975, - "MinZ": -0.2644183249761449, - "MaxX": 0.22941832497614514, - "MaxY": -0.002999999999999987, - "MaxZ": -0.22558167502385518 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body007^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body007", - "Part Number": "Body007", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0031566488431149565, - "Density": 1000.0, - "Volume": 3.1566488431149566E-06, - "SurfaceArea": 0.003755004260552404, - "CenterOfMassX": -0.006899986932998869, - "CenterOfMassY": -4.859293310289619E-08, - "CenterOfMassZ": 0.005633728675843915 - }, - "Box": { - "MinX": 0.13661175532211756, - "MinY": -0.02639043484851101, - "MinZ": -0.2609504476698624, - "MaxX": 0.17681340320574856, - "MaxY": -0.006340377326981105, - "MaxZ": -0.22970497203323825 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/M6-Nut^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "M6-Nut", - "Part Number": "M6-Nut", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0003584677557128669, - "Density": 1000.0, - "Volume": 3.584677557128669E-07, - "SurfaceArea": 0.00039579051136886417, - "CenterOfMassX": -2.5279967771517576E-16, - "CenterOfMassY": -2.2980275211112486E-16, - "CenterOfMassZ": 0.0028857104987692547 - }, - "Box": { - "MinX": 0.18128316548332332, - "MinY": -0.05128, - "MinZ": -0.26867682180551, - "MaxX": 0.1923698549554346, - "MaxY": -0.04127999999999999, - "MaxZ": -0.2626089806639803 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body002^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body002", - "Part Number": "Body002", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.009951342649145947, - "Density": 999.9999999999999, - "Volume": 9.951342649145948E-06, - "SurfaceArea": 0.011499613334121979, - "CenterOfMassX": -0.012770037934188025, - "CenterOfMassY": 2.0465972199525744E-07, - "CenterOfMassZ": -0.011981566398588276 - }, - "Box": { - "MinX": 0.1582187571799202, - "MinY": -0.05519275710866001, - "MinZ": -0.26681725238526305, - "MaxX": 0.2316318379505308, - "MaxY": -0.007779999999999981, - "MaxZ": -0.22336816204946952 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body004^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body004", - "Part Number": "Body004", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0067453709543875496, - "Density": 1000.0, - "Volume": 6.74537095438755E-06, - "SurfaceArea": 0.0033252214768204496, - "CenterOfMassX": 3.033064556283E-11, - "CenterOfMassY": -4.21960434302852E-12, - "CenterOfMassZ": -0.007842568076846756 - }, - "Box": { - "MinX": 0.18925365576086575, - "MinY": -0.013749999999999998, - "MinZ": -0.26574634423913457, - "MaxX": 0.2307463442391348, - "MaxY": 0.0002500000000000115, - "MaxZ": -0.22425365576086553 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body009^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body009", - "Part Number": "Body009", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": 0.1604871639993636, - "MinY": -0.020730000000000005, - "MinZ": -0.26430343775070164, - "MaxX": 0.16821763733554682, - "MaxY": -0.01323, - "MaxZ": -0.2267580238368061 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body010^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body010", - "Part Number": "Body010", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.001335021065197122, - "Density": 999.9999999999999, - "Volume": 1.3350210651971221E-06, - "SurfaceArea": 0.0030550094216583445, - "CenterOfMassX": -0.003932737859156656, - "CenterOfMassY": -2.335952527998336E-15, - "CenterOfMassZ": -0.0025075156210761316 - }, - "Box": { - "MinX": 0.15334468576833124, - "MinY": -0.033309456158302164, - "MinZ": -0.26084754259251425, - "MaxX": 0.199245526104209, - "MaxY": -0.012079999999985993, - "MaxZ": -0.22956701775503402 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1", - "Children": [ - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1/2-3751-105_80-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.023856024541873196, - "Density": 1000.0, - "Volume": 2.3856024541873196E-05, - "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, - "CenterOfMassZ": 0.0015 - }, - "Box": { - "MinX": 0.15750000000000014, - "MinY": -0.003, - "MinZ": -0.28500000000000025, - "MaxX": 0.2625000000000004, - "MaxY": 1.1926223897340549E-17, - "MaxZ": -0.2049999999999999 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.023856024541873196, - "Density": 1000.0, - "Volume": 2.3856024541873196E-05, - "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.3741152633447456E-17, - "CenterOfMassY": 0.0015, - "CenterOfMassZ": 1.1075034391456284E-18 - }, - "Box": { - "MinX": 0.15750000000000014, - "MinY": -0.003, - "MinZ": -0.28500000000000025, - "MaxX": 0.2625000000000004, - "MaxY": 1.1926223897340549E-17, - "MaxZ": -0.2049999999999999 - }, - "Material": { - "2-3751-105_80-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Definition": "design", - "Part Number": "Unnamed6", - "Nomenclature": "Unnamed6" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.11404801292420105, - "Density": 999.9999999999998, - "Volume": 0.00011404801292420107, - "SurfaceArea": 0.05517800190664636, - "CenterOfMassX": -0.01637136403086971, - "CenterOfMassY": 5.869648941642155E-05, - "CenterOfMassZ": -0.02977380757544243 - }, - "Box": { - "MinX": 0.1265652575617685, - "MinY": -0.07168000000000001, - "MinZ": -0.32201468751518586, - "MaxX": 0.2934347424382321, - "MaxY": 0.000250000000000028, - "MaxZ": -0.1679853124848143 - }, - "Material": { - "Body005^105x80-Caster-1": "", - "M6x42-Screw^105x80-Caster-1": "", - "Body006^105x80-Caster-1": "", - "Body008^105x80-Caster-1": "", - "Body003^105x80-Caster-1": "", - "Body007^105x80-Caster-1": "", - "M6-Nut^105x80-Caster-1": "", - "Body002^105x80-Caster-1": "", - "Body004^105x80-Caster-1": "", - "Body009^105x80-Caster-1": "", - "Body010^105x80-Caster-1": "", - "Alex-2-3751-105_80-1/2-3751-105_80-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/303_Front_x1_10mm_FERRO-2", + "Name": "850_PressAssembly-1/710_60-40-SupportBeam-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\303_Front_x1_10mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.4834007268063496, - "Density": 999.9999999999999, - "Volume": 0.00048340072680634963, - "SurfaceArea": 0.1170700354793252, - "CenterOfMassX": -0.0005790973821967123, - "CenterOfMassY": -2.185664370946215E-07, - "CenterOfMassZ": 0.0050000000000006775 - }, - "Box": { - "MinX": 0.0299999999999188, - "MinY": 1.4580000000000002, - "MinZ": -0.315, - "MaxX": 0.03999999999999977, - "MaxY": 1.5380000000000003, - "MaxZ": 0.315 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/303_Front_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\303_Front_x1_10mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.4834007268063496, - "Density": 999.9999999999999, - "Volume": 0.00048340072680634963, - "SurfaceArea": 0.1170700354793252, - "CenterOfMassX": -0.0005790973821967123, - "CenterOfMassY": -2.185664370946215E-07, - "CenterOfMassZ": 0.0050000000000006775 - }, - "Box": { - "MinX": -0.03999999999999977, - "MinY": 1.4580000000000002, - "MinZ": -0.315, - "MaxX": -0.0299999999999188, - "MaxY": 1.5380000000000003, - "MaxZ": 0.315 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/722_CasterExtension_x4_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\100_Framework\\722_CasterExtension_x4_10mm_FERRO.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", "Properties": null, "Equations": null, @@ -29767,35 +31878,75 @@ "Name": "850_PressAssembly-1/105x80-Caster-3", "Children": [ { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body005^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-3/Body007^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body005", - "Part Number": "Body005", + "Nomenclature": "Body007", + "Part Number": "Body007", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.044472674984891616, + "Mass": 0.0031566488431149556, + "Density": 1000.0, + "Volume": 3.1566488431149557E-06, + "SurfaceArea": 0.003755004260552404, + "CenterOfMassX": -0.0068999869329988694, + "CenterOfMassY": -4.859293310229432E-08, + "CenterOfMassZ": 0.005633728675843913 + }, + "Box": { + "MinX": 0.13661175532211736, + "MinY": -0.02639043484851101, + "MinZ": 0.22904955233013757, + "MaxX": 0.17681340320574837, + "MaxY": -0.006340377326981105, + "MaxZ": 0.26029502796676174 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body010^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body010", + "Part Number": "Body010", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0013350210651971218, "Density": 999.9999999999999, - "Volume": 4.447267498489162E-05, - "SurfaceArea": 0.0068781858360364625, - "CenterOfMassX": 5.2119750064059625E-08, - "CenterOfMassY": 9.028815585559905E-09, - "CenterOfMassZ": -5.127525290385049E-07 + "Volume": 1.335021065197122E-06, + "SurfaceArea": 0.0030550094216583445, + "CenterOfMassX": -0.003932737859156653, + "CenterOfMassY": -2.3363611077730683E-15, + "CenterOfMassZ": -0.002507515621076131 }, "Box": { - "MinX": 0.16080479867550634, - "MinY": -0.07168000000000001, - "MinZ": 0.23284812894806578, - "MaxX": 0.21259608252187834, - "MaxY": -0.020879999999999996, - "MaxZ": 0.2568652932800267 + "MinX": 0.15334468576833105, + "MinY": -0.033309456158302164, + "MinZ": 0.22915245740748574, + "MaxX": 0.19924552610420881, + "MaxY": -0.012079999999985993, + "MaxZ": 0.26043298224496597 }, "Material": { "Material": "", @@ -29807,115 +31958,35 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-3/M6x42-Screw^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-3/Body002^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "M6x42-Screw", - "Part Number": "M6x42-Screw", + "Nomenclature": "Body002", + "Part Number": "Body002", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.0015270818386688796, - "Density": 1000.0, - "Volume": 1.5270818386688796E-06, - "SurfaceArea": 0.0010904874574710463, - "CenterOfMassX": -3.8929287444759396E-17, - "CenterOfMassY": 1.7669513595820228E-10, - "CenterOfMassZ": -0.01578825811215597 + "Mass": 0.009951342649145947, + "Density": 999.9999999999999, + "Volume": 9.951342649145948E-06, + "SurfaceArea": 0.011499613334121979, + "CenterOfMassX": -0.012770037934188024, + "CenterOfMassY": 2.0465972199525744E-07, + "CenterOfMassZ": -0.011981566398588281 }, "Box": { - "MinX": 0.18079482772437852, - "MinY": -0.05128000000000002, - "MinZ": 0.22032166887795837, - "MaxX": 0.19262450268578582, - "MaxY": -0.04128, - "MaxZ": 0.26639181007958024 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body006^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body006", - "Part Number": "Body006", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.016740220874308917, - "Density": 1000.0, - "Volume": 1.6740220874308917E-05, - "SurfaceArea": 0.0036127620326998873, - "CenterOfMassX": -1.848413097948716E-19, - "CenterOfMassY": -5.929531889193853E-19, - "CenterOfMassZ": 1.3994832549010902E-19 - }, - "Box": { - "MinX": 0.17261153414097966, - "MinY": -0.060280000000000014, - "MinZ": 0.23027088898004086, - "MaxX": 0.20078934705640097, - "MaxY": -0.03227999999999999, - "MaxZ": 0.25944253324805255 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body008^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body008", - "Part Number": "Body008", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": 0.17528688413410093, - "MinY": -0.02073, - "MinZ": 0.22578757836569785, - "MaxX": 0.18301735747028414, - "MaxY": -0.013229999999999997, - "MaxZ": 0.26333299227959334 + "MinX": 0.15821875717992, + "MinY": -0.05519275710866001, + "MinZ": 0.22318274761473694, + "MaxX": 0.2316318379505306, + "MaxY": -0.007779999999999981, + "MaxZ": 0.26663183795053047 }, "Material": { "Material": "", @@ -29929,7 +32000,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-3/Body003^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, @@ -29967,35 +32038,155 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body007^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-3/M6x42-Screw^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body007", - "Part Number": "Body007", + "Nomenclature": "M6x42-Screw", + "Part Number": "M6x42-Screw", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.0031566488431149565, + "Mass": 0.0015270818386688796, "Density": 1000.0, - "Volume": 3.1566488431149566E-06, - "SurfaceArea": 0.003755004260552404, - "CenterOfMassX": -0.006899986932998869, - "CenterOfMassY": -4.859293310289619E-08, - "CenterOfMassZ": 0.005633728675843915 + "Volume": 1.5270818386688796E-06, + "SurfaceArea": 0.0010904874574710463, + "CenterOfMassX": -3.893775110187577E-17, + "CenterOfMassY": 1.7669513598200632E-10, + "CenterOfMassZ": -0.01578825811215597 }, "Box": { - "MinX": 0.13661175532211736, - "MinY": -0.02639043484851101, - "MinZ": 0.22904955233013757, - "MaxX": 0.17681340320574837, - "MaxY": -0.006340377326981105, - "MaxZ": 0.26029502796676174 + "MinX": 0.18079482772437852, + "MinY": -0.05128000000000002, + "MinZ": 0.22032166887795837, + "MaxX": 0.19262450268578582, + "MaxY": -0.04128, + "MaxZ": 0.26639181007958024 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body004^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body004", + "Part Number": "Body004", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00674537095438755, + "Density": 1000.0, + "Volume": 6.745370954387551E-06, + "SurfaceArea": 0.0033252214768204496, + "CenterOfMassX": 3.0330645560539677E-11, + "CenterOfMassY": -4.2196043123711755E-12, + "CenterOfMassZ": -0.007842568076846756 + }, + "Box": { + "MinX": 0.18925365576086556, + "MinY": -0.013749999999999998, + "MinZ": 0.22425365576086542, + "MaxX": 0.2307463442391346, + "MaxY": 0.0002500000000000115, + "MaxZ": 0.26574634423913446 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body006^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body006", + "Part Number": "Body006", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.016740220874308917, + "Density": 1000.0, + "Volume": 1.6740220874308917E-05, + "SurfaceArea": 0.0036127620326998873, + "CenterOfMassX": -1.848413097948716E-19, + "CenterOfMassY": -7.350148904313213E-19, + "CenterOfMassZ": 1.3994832549010902E-19 + }, + "Box": { + "MinX": 0.17261153414097966, + "MinY": -0.060280000000000014, + "MinZ": 0.23027088898004086, + "MaxX": 0.20078934705640097, + "MaxY": -0.03227999999999999, + "MaxZ": 0.25944253324805255 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body005^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body005", + "Part Number": "Body005", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.044472674984891616, + "Density": 999.9999999999999, + "Volume": 4.447267498489162E-05, + "SurfaceArea": 0.0068781858360364625, + "CenterOfMassX": 5.2119750064059625E-08, + "CenterOfMassY": 9.028815585559905E-09, + "CenterOfMassZ": -5.127525290385049E-07 + }, + "Box": { + "MinX": 0.16080479867550634, + "MinY": -0.07168000000000001, + "MinZ": 0.23284812894806578, + "MaxX": 0.21259608252187834, + "MaxY": -0.020879999999999996, + "MaxZ": 0.2568652932800267 }, "Material": { "Material": "", @@ -30009,7 +32200,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-3/M6-Nut^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, @@ -30025,7 +32216,7 @@ "Density": 1000.0, "Volume": 3.584677557128669E-07, "SurfaceArea": 0.00039579051136886417, - "CenterOfMassX": -2.5279967771517576E-16, + "CenterOfMassX": -2.5281678762513634E-16, "CenterOfMassY": -2.2980275211112486E-16, "CenterOfMassZ": 0.0028857104987692547 }, @@ -30047,75 +32238,35 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body002^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-3/Body008^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body002", - "Part Number": "Body002", + "Nomenclature": "Body008", + "Part Number": "Body008", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.009951342649145947, - "Density": 999.9999999999999, - "Volume": 9.951342649145948E-06, - "SurfaceArea": 0.011499613334121979, - "CenterOfMassX": -0.012770037934188025, - "CenterOfMassY": 2.0465972199525744E-07, - "CenterOfMassZ": -0.011981566398588276 - }, - "Box": { - "MinX": 0.15821875717992, - "MinY": -0.05519275710866001, - "MinZ": 0.22318274761473694, - "MaxX": 0.2316318379505306, - "MaxY": -0.007779999999999981, - "MaxZ": 0.26663183795053047 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body004^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body004", - "Part Number": "Body004", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0067453709543875496, + "Mass": 0.000752072014515922, "Density": 1000.0, - "Volume": 6.74537095438755E-06, - "SurfaceArea": 0.0033252214768204496, - "CenterOfMassX": 3.033064556283E-11, - "CenterOfMassY": -4.21960434302852E-12, - "CenterOfMassZ": -0.007842568076846756 + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 }, "Box": { - "MinX": 0.18925365576086556, - "MinY": -0.013749999999999998, - "MinZ": 0.22425365576086542, - "MaxX": 0.2307463442391346, - "MaxY": 0.0002500000000000115, - "MaxZ": 0.26574634423913446 + "MinX": 0.17528688413410093, + "MinY": -0.02073, + "MinZ": 0.22578757836569785, + "MaxX": 0.18301735747028414, + "MaxY": -0.013229999999999997, + "MaxZ": 0.26333299227959334 }, "Material": { "Material": "", @@ -30129,7 +32280,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-3/Body009^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, @@ -30166,46 +32317,6 @@ "IsSuppressed": false, "activeConfiguration": null }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body010^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body010", - "Part Number": "Body010", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.001335021065197122, - "Density": 999.9999999999999, - "Volume": 1.3350210651971221E-06, - "SurfaceArea": 0.0030550094216583445, - "CenterOfMassX": -0.003932737859156656, - "CenterOfMassY": -2.335952527998336E-15, - "CenterOfMassZ": -0.0025075156210761316 - }, - "Box": { - "MinX": 0.15334468576833105, - "MinY": -0.033309456158302164, - "MinZ": 0.22915245740748574, - "MaxX": 0.19924552610420881, - "MaxY": -0.012079999999985993, - "MaxZ": 0.26043298224496597 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "850_PressAssembly-1/105x80-Caster-3/Alex-2-3751-105_80-1", "Children": [ @@ -30223,8 +32334,8 @@ "Density": 1000.0, "Volume": 2.3856024541873196E-05, "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, "CenterOfMassZ": 0.0015 }, "Box": { @@ -30252,13 +32363,13 @@ }, "Equations": {}, "Mass": { - "Mass": 0.023856024541873196, + "Mass": 0.023856024541873192, "Density": 1000.0, - "Volume": 2.3856024541873196E-05, + "Volume": 2.3856024541873193E-05, "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.360245716705051E-17, + "CenterOfMassX": 1.339441396745509E-17, "CenterOfMassY": 0.0015, - "CenterOfMassZ": 8.994602395502083E-19 + "CenterOfMassZ": 8.647863729509721E-19 }, "Box": { "MinX": 0.15749999999999992, @@ -30289,13 +32400,13 @@ }, "Equations": {}, "Mass": { - "Mass": 0.11404801292420105, - "Density": 999.9999999999998, + "Mass": 0.11404801292420107, + "Density": 1000.0, "Volume": 0.00011404801292420107, "SurfaceArea": 0.05517800190664636, - "CenterOfMassX": -0.01637136403086971, - "CenterOfMassY": 5.8696489416421623E-05, - "CenterOfMassZ": -0.02977380757544242 + "CenterOfMassX": -0.016371364030869705, + "CenterOfMassY": 5.8696489416421407E-05, + "CenterOfMassZ": -0.029773807575442422 }, "Box": { "MinX": 0.12656525756176834, @@ -30306,17 +32417,17 @@ "MaxZ": 0.3220146875151857 }, "Material": { - "Body005^105x80-Caster-1": "", - "M6x42-Screw^105x80-Caster-1": "", - "Body006^105x80-Caster-1": "", - "Body008^105x80-Caster-1": "", - "Body003^105x80-Caster-1": "", "Body007^105x80-Caster-1": "", - "M6-Nut^105x80-Caster-1": "", - "Body002^105x80-Caster-1": "", - "Body004^105x80-Caster-1": "", - "Body009^105x80-Caster-1": "", "Body010^105x80-Caster-1": "", + "Body002^105x80-Caster-1": "", + "Body003^105x80-Caster-1": "", + "M6x42-Screw^105x80-Caster-1": "", + "Body004^105x80-Caster-1": "", + "Body006^105x80-Caster-1": "", + "Body005^105x80-Caster-1": "", + "M6-Nut^105x80-Caster-1": "", + "Body008^105x80-Caster-1": "", + "Body009^105x80-Caster-1": "", "Alex-2-3751-105_80-1/2-3751-105_80-1": "" }, "States": {}, @@ -30324,39 +32435,196 @@ "IsSuppressed": false, "activeConfiguration": null }, + { + "Name": "850_PressAssembly-1/720_GroundPlate_x1_10mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\720_GroundPlate_x1_10mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", + "Properties": { + "ELZM-Default": {}, + "CS-650": {} + }, + "Equations": { + "Width": 600.0, + "D1@Sketch1": 600.0, + "Depth": 500.0, + "Casters-X-Offset": 25.0, + "Casters-Y-Offset": 25.0, + "D3@Sketch4": 25.0, + "D4@Sketch4": 25.0 + }, + "Mass": { + "Mass": 2.897912348562946, + "Density": 1000.0, + "Volume": 0.0028979123485629458, + "SurfaceArea": 0.5273972799644386, + "CenterOfMassX": -3.2641813058948614E-18, + "CenterOfMassY": 1.795801444018304E-17, + "CenterOfMassZ": 0.006000000000000003 + }, + "Box": { + "MinX": -0.2749999999999999, + "MinY": -1.2535111837408408E-14, + "MinZ": -0.30000000000000004, + "MaxX": 0.27500000000000013, + "MaxY": 0.012, + "MaxZ": 0.29999999999999993 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/303_Front_x1_10mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\303_Front_x1_10mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.4848392620824169, + "Density": 1000.0, + "Volume": 0.0004848392620824169, + "SurfaceArea": 0.11704986645449905, + "CenterOfMassX": -0.0008516288298827752, + "CenterOfMassY": -2.1791794271521652E-07, + "CenterOfMassZ": 0.005000000000000773 + }, + "Box": { + "MinX": -0.03999999999999977, + "MinY": 1.4580000000000002, + "MinZ": -0.315, + "MaxX": -0.0299999999999188, + "MaxY": 1.5380000000000003, + "MaxZ": 0.315 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/820_ELZM-Slide-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_ELZM-Slide.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", + "Properties": { + "Default": {}, + "CAM": {}, + "Up": {}, + "Down": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.2158368360900975, + "Density": 7800.0, + "Volume": 0.0002840816456525766, + "SurfaceArea": 0.047078073940904214, + "CenterOfMassX": 1.9101215799714393E-18, + "CenterOfMassY": 0.040959126839116754, + "CenterOfMassZ": 2.9435900272889384E-19 + }, + "Box": { + "MinX": -0.029999999999999742, + "MinY": 1.4580000000000002, + "MinZ": -0.31500000000000006, + "MaxX": 0.030000000000000276, + "MaxY": 1.5380000000000003, + "MaxZ": -0.23500000000000007 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, { "Name": "850_PressAssembly-1/105x80-Caster-1", "Children": [ { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body005^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-1/Body007^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body005", - "Part Number": "Body005", + "Nomenclature": "Body007", + "Part Number": "Body007", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.044472674984891616, + "Mass": 0.0031566488431149556, + "Density": 1000.0, + "Volume": 3.1566488431149557E-06, + "SurfaceArea": 0.003755004260552404, + "CenterOfMassX": -0.0068999869329988694, + "CenterOfMassY": -4.859293310229432E-08, + "CenterOfMassZ": 0.005633728675843913 + }, + "Box": { + "MinX": -0.28338824467788265, + "MinY": -0.02639043484851101, + "MinZ": 0.22904955233013793, + "MaxX": -0.24318659679425184, + "MaxY": -0.00634037732698111, + "MaxZ": 0.26029502796676185 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body010^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body010", + "Part Number": "Body010", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0013350210651971218, "Density": 999.9999999999999, - "Volume": 4.447267498489162E-05, - "SurfaceArea": 0.0068781858360364625, - "CenterOfMassX": 5.2119750064059625E-08, - "CenterOfMassY": 9.028815585559905E-09, - "CenterOfMassZ": -5.127525290385049E-07 + "Volume": 1.335021065197122E-06, + "SurfaceArea": 0.0030550094216583445, + "CenterOfMassX": -0.003932737859156653, + "CenterOfMassY": -2.3363611077730683E-15, + "CenterOfMassZ": -0.002507515621076131 }, "Box": { - "MinX": -0.25919520132449375, - "MinY": -0.07168, - "MinZ": 0.23284812894806606, - "MaxX": -0.20740391747812187, - "MaxY": -0.020879999999999996, - "MaxZ": 0.2568652932800267 + "MinX": -0.26665531423166905, + "MinY": -0.033309456158302164, + "MinZ": 0.22915245740748605, + "MaxX": -0.22075447389579142, + "MaxY": -0.012079999999985998, + "MaxZ": 0.260432982244966 }, "Material": { "Material": "", @@ -30368,115 +32636,35 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-1/M6x42-Screw^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-1/Body002^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "M6x42-Screw", - "Part Number": "M6x42-Screw", + "Nomenclature": "Body002", + "Part Number": "Body002", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.0015270818386688796, - "Density": 1000.0, - "Volume": 1.5270818386688796E-06, - "SurfaceArea": 0.0010904874574710463, - "CenterOfMassX": -3.8929287444759396E-17, - "CenterOfMassY": 1.7669513595820228E-10, - "CenterOfMassZ": -0.01578825811215597 + "Mass": 0.009951342649145947, + "Density": 999.9999999999999, + "Volume": 9.951342649145948E-06, + "SurfaceArea": 0.011499613334121979, + "CenterOfMassX": -0.012770037934188024, + "CenterOfMassY": 2.0465972199525744E-07, + "CenterOfMassZ": -0.011981566398588281 }, "Box": { - "MinX": -0.23920517227562155, - "MinY": -0.051280000000000006, - "MinZ": 0.2203216688779585, - "MaxX": -0.22737549731421447, - "MaxY": -0.04128, - "MaxZ": 0.2663918100795803 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body006^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body006", - "Part Number": "Body006", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.016740220874308917, - "Density": 1000.0, - "Volume": 1.6740220874308917E-05, - "SurfaceArea": 0.0036127620326998873, - "CenterOfMassX": -1.848413097948716E-19, - "CenterOfMassY": -5.929531889193853E-19, - "CenterOfMassZ": 1.3994832549010902E-19 - }, - "Box": { - "MinX": -0.2473884658590204, - "MinY": -0.06028, - "MinZ": 0.23027088898004108, - "MaxX": -0.21921065294359926, - "MaxY": -0.03227999999999999, - "MaxZ": 0.25944253324805266 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body008^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body008", - "Part Number": "Body008", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": -0.2447131158658991, - "MinY": -0.020730000000000002, - "MinZ": 0.225787578365698, - "MaxX": -0.23698264252971613, - "MaxY": -0.013230000000000002, - "MaxZ": 0.26333299227959345 + "MinX": -0.26178124282008003, + "MinY": -0.05519275710866, + "MinZ": 0.2231827476147372, + "MaxX": -0.18836816204946966, + "MaxY": -0.007779999999999988, + "MaxZ": 0.26663183795053036 }, "Material": { "Material": "", @@ -30490,7 +32678,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-1/Body003^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, @@ -30528,35 +32716,155 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body007^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-1/M6x42-Screw^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body007", - "Part Number": "Body007", + "Nomenclature": "M6x42-Screw", + "Part Number": "M6x42-Screw", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.0031566488431149565, + "Mass": 0.0015270818386688796, "Density": 1000.0, - "Volume": 3.1566488431149566E-06, - "SurfaceArea": 0.003755004260552404, - "CenterOfMassX": -0.006899986932998869, - "CenterOfMassY": -4.859293310289619E-08, - "CenterOfMassZ": 0.005633728675843915 + "Volume": 1.5270818386688796E-06, + "SurfaceArea": 0.0010904874574710463, + "CenterOfMassX": -3.893775110187577E-17, + "CenterOfMassY": 1.7669513598200632E-10, + "CenterOfMassZ": -0.01578825811215597 }, "Box": { - "MinX": -0.28338824467788265, - "MinY": -0.02639043484851101, - "MinZ": 0.22904955233013793, - "MaxX": -0.24318659679425184, - "MaxY": -0.00634037732698111, - "MaxZ": 0.26029502796676185 + "MinX": -0.23920517227562155, + "MinY": -0.051280000000000006, + "MinZ": 0.2203216688779585, + "MaxX": -0.22737549731421447, + "MaxY": -0.04128, + "MaxZ": 0.2663918100795803 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body004^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body004", + "Part Number": "Body004", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00674537095438755, + "Density": 1000.0, + "Volume": 6.745370954387551E-06, + "SurfaceArea": 0.0033252214768204496, + "CenterOfMassX": 3.0330645560539677E-11, + "CenterOfMassY": -4.2196043123711755E-12, + "CenterOfMassZ": -0.007842568076846756 + }, + "Box": { + "MinX": -0.23074634423913465, + "MinY": -0.013750000000000002, + "MinZ": 0.22425365576086537, + "MaxX": -0.1892536557608655, + "MaxY": 0.00025000000000000456, + "MaxZ": 0.2657463442391345 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body006^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body006", + "Part Number": "Body006", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.016740220874308917, + "Density": 1000.0, + "Volume": 1.6740220874308917E-05, + "SurfaceArea": 0.0036127620326998873, + "CenterOfMassX": -1.848413097948716E-19, + "CenterOfMassY": -7.350148904313213E-19, + "CenterOfMassZ": 1.3994832549010902E-19 + }, + "Box": { + "MinX": -0.2473884658590204, + "MinY": -0.06028, + "MinZ": 0.23027088898004108, + "MaxX": -0.21921065294359926, + "MaxY": -0.03227999999999999, + "MaxZ": 0.25944253324805266 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body005^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body005", + "Part Number": "Body005", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.044472674984891616, + "Density": 999.9999999999999, + "Volume": 4.447267498489162E-05, + "SurfaceArea": 0.0068781858360364625, + "CenterOfMassX": 5.2119750064059625E-08, + "CenterOfMassY": 9.028815585559905E-09, + "CenterOfMassZ": -5.127525290385049E-07 + }, + "Box": { + "MinX": -0.25919520132449375, + "MinY": -0.07168, + "MinZ": 0.23284812894806606, + "MaxX": -0.20740391747812187, + "MaxY": -0.020879999999999996, + "MaxZ": 0.2568652932800267 }, "Material": { "Material": "", @@ -30570,7 +32878,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-1/M6-Nut^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, @@ -30586,7 +32894,7 @@ "Density": 1000.0, "Volume": 3.584677557128669E-07, "SurfaceArea": 0.00039579051136886417, - "CenterOfMassX": -2.5279967771517576E-16, + "CenterOfMassX": -2.5281678762513634E-16, "CenterOfMassY": -2.2980275211112486E-16, "CenterOfMassZ": 0.0028857104987692547 }, @@ -30608,75 +32916,35 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body002^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-1/Body008^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body002", - "Part Number": "Body002", + "Nomenclature": "Body008", + "Part Number": "Body008", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.009951342649145947, - "Density": 999.9999999999999, - "Volume": 9.951342649145948E-06, - "SurfaceArea": 0.011499613334121979, - "CenterOfMassX": -0.012770037934188025, - "CenterOfMassY": 2.0465972199525744E-07, - "CenterOfMassZ": -0.011981566398588276 - }, - "Box": { - "MinX": -0.26178124282008003, - "MinY": -0.05519275710866, - "MinZ": 0.2231827476147372, - "MaxX": -0.18836816204946966, - "MaxY": -0.007779999999999988, - "MaxZ": 0.26663183795053036 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body004^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body004", - "Part Number": "Body004", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0067453709543875496, + "Mass": 0.000752072014515922, "Density": 1000.0, - "Volume": 6.74537095438755E-06, - "SurfaceArea": 0.0033252214768204496, - "CenterOfMassX": 3.033064556283E-11, - "CenterOfMassY": -4.21960434302852E-12, - "CenterOfMassZ": -0.007842568076846756 + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 }, "Box": { - "MinX": -0.23074634423913465, - "MinY": -0.013750000000000002, - "MinZ": 0.22425365576086537, - "MaxX": -0.1892536557608655, - "MaxY": 0.00025000000000000456, - "MaxZ": 0.2657463442391345 + "MinX": -0.2447131158658991, + "MinY": -0.020730000000000002, + "MinZ": 0.225787578365698, + "MaxX": -0.23698264252971613, + "MaxY": -0.013230000000000002, + "MaxZ": 0.26333299227959345 }, "Material": { "Material": "", @@ -30690,7 +32958,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-1/Body009^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, @@ -30727,46 +32995,6 @@ "IsSuppressed": false, "activeConfiguration": null }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body010^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body010", - "Part Number": "Body010", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.001335021065197122, - "Density": 999.9999999999999, - "Volume": 1.3350210651971221E-06, - "SurfaceArea": 0.0030550094216583445, - "CenterOfMassX": -0.003932737859156656, - "CenterOfMassY": -2.335952527998336E-15, - "CenterOfMassZ": -0.0025075156210761316 - }, - "Box": { - "MinX": -0.26665531423166905, - "MinY": -0.033309456158302164, - "MinZ": 0.22915245740748605, - "MaxX": -0.22075447389579142, - "MaxY": -0.012079999999985998, - "MaxZ": 0.260432982244966 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "850_PressAssembly-1/105x80-Caster-1/Alex-2-3751-105_80-1", "Children": [ @@ -30784,8 +33012,8 @@ "Density": 1000.0, "Volume": 2.3856024541873196E-05, "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, "CenterOfMassZ": 0.0015 }, "Box": { @@ -30813,13 +33041,13 @@ }, "Equations": {}, "Mass": { - "Mass": 0.023856024541873192, + "Mass": 0.023856024541873196, "Density": 1000.0, - "Volume": 2.3856024541873193E-05, + "Volume": 2.3856024541873196E-05, "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, + "CenterOfMassX": 1.360245716705051E-17, "CenterOfMassY": 0.0015, - "CenterOfMassZ": 1.2808727721418125E-18 + "CenterOfMassZ": 8.994602395502083E-19 }, "Box": { "MinX": -0.2625000000000002, @@ -30855,7 +33083,7 @@ "Volume": 0.00011404801292420107, "SurfaceArea": 0.05517800190664636, "CenterOfMassX": -0.01637136403086971, - "CenterOfMassY": 5.869648941642145E-05, + "CenterOfMassY": 5.869648941642168E-05, "CenterOfMassZ": -0.02977380757544243 }, "Box": { @@ -30867,17 +33095,17 @@ "MaxZ": 0.32201468751518525 }, "Material": { - "Body005^105x80-Caster-1": "", - "M6x42-Screw^105x80-Caster-1": "", - "Body006^105x80-Caster-1": "", - "Body008^105x80-Caster-1": "", - "Body003^105x80-Caster-1": "", "Body007^105x80-Caster-1": "", - "M6-Nut^105x80-Caster-1": "", - "Body002^105x80-Caster-1": "", - "Body004^105x80-Caster-1": "", - "Body009^105x80-Caster-1": "", "Body010^105x80-Caster-1": "", + "Body002^105x80-Caster-1": "", + "Body003^105x80-Caster-1": "", + "M6x42-Screw^105x80-Caster-1": "", + "Body004^105x80-Caster-1": "", + "Body006^105x80-Caster-1": "", + "Body005^105x80-Caster-1": "", + "M6-Nut^105x80-Caster-1": "", + "Body008^105x80-Caster-1": "", + "Body009^105x80-Caster-1": "", "Alex-2-3751-105_80-1/2-3751-105_80-1": "" }, "States": {}, @@ -30886,10 +33114,10 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/750_RodAssembly-1", + "Name": "850_PressAssembly-1/750_RodAssembly-2", "Children": [ { - "Name": "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-1", + "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", @@ -30901,28 +33129,29 @@ "SM-1400": {}, "780-ELZM": {}, "580": {}, - "650": {} + "650": {}, + "450": {} }, "Equations": { - "Height": 750.0, - "D1@Boss-Extrude1": 750.0 + "Height": 450.0, + "D1@Boss-Extrude1": 450.0 }, "Mass": { - "Mass": 7.404133840314321, + "Mass": 4.46360311655427, "Density": 7800.0, - "Volume": 0.0009492479282454258, - "SurfaceArea": 0.10169335419670168, + "Volume": 0.0005722568098146501, + "SurfaceArea": 0.06399424235362415, "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": -1.1102230246251564E-16, - "CenterOfMassZ": 0.38275673909086405 + "CenterOfMassY": -1.1102230246251563E-16, + "CenterOfMassZ": 0.23279823501962615 }, "Box": { - "MinX": -0.025722530020175646, + "MinX": -0.025722530020175695, "MinY": 0.7390000000000001, - "MinZ": 0.2492774699798248, - "MaxX": 0.025722530020173204, + "MinZ": -0.3007225300201737, + "MaxX": 0.02572253002017314, "MaxY": 1.514, - "MaxZ": 0.3007225300201737 + "MaxZ": -0.24927746997982483 }, "Material": { "Material": "Plain Carbon Steel", @@ -30934,7 +33163,7 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-2", + "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-2", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", @@ -30946,28 +33175,29 @@ "SM-1400": {}, "780-ELZM": {}, "580": {}, - "650": {} + "650": {}, + "450": {} }, "Equations": { - "Height": 750.0, - "D1@Boss-Extrude1": 750.0 + "Height": 450.0, + "D1@Boss-Extrude1": 450.0 }, "Mass": { - "Mass": 7.404133840314321, + "Mass": 4.46360311655427, "Density": 7800.0, - "Volume": 0.0009492479282454258, - "SurfaceArea": 0.10169335419670168, + "Volume": 0.0005722568098146501, + "SurfaceArea": 0.06399424235362415, "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": -1.1102230246251564E-16, - "CenterOfMassZ": 0.38275673909086405 + "CenterOfMassY": -1.1102230246251563E-16, + "CenterOfMassZ": 0.23279823501962615 }, "Box": { - "MinX": -0.02323455601327362, + "MinX": -0.02739828003455768, "MinY": -0.013000000000000012, - "MinZ": 0.2517654439867269, - "MaxX": 0.023234556013271065, + "MinZ": -0.3023982800345556, + "MaxX": 0.027398280034555016, "MaxY": 0.762, - "MaxZ": 0.2982345560132716 + "MaxZ": -0.2476017199654429 }, "Material": { "Material": "Plain Carbon Steel", @@ -30982,29 +33212,30 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", "Properties": { - "Default": {} + "Default": {}, + "ELZ-Base": {} }, "Equations": {}, "Mass": { - "Mass": 14.808267680628642, - "Density": 7800.0, - "Volume": 0.0018984958564908516, - "SurfaceArea": 0.20338670839340336, - "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": 0.758756739090864, + "Mass": 11.86773695686859, + "Density": 7799.999999999999, + "Volume": 0.0015215047380600759, + "SurfaceArea": 0.16568759655032583, + "CenterOfMassX": -0.3449999999999966, + "CenterOfMassY": 0.6091920154446534, "CenterOfMassZ": 1.1102230246251565E-16 }, "Box": { - "MinX": -0.02986916764114681, + "MinX": -0.029869167641146867, "MinY": -0.0129999999999999, - "MinZ": 0.24513083235885366, - "MaxX": 0.02986916764114437, + "MinZ": -0.3048691676411448, + "MaxX": 0.029869167641144313, "MaxY": 1.514, - "MaxZ": 0.3048691676411448 + "MaxZ": -0.24513083235885366 }, "Material": { - "820_Rod-40-1": "Plain Carbon Steel", - "820_Rod-40-2": "Plain Carbon Steel" + "820_Rod-40-2": "Plain Carbon Steel", + "820_Rod-40-1": "Plain Carbon Steel" }, "States": {}, "LaserParts": null, @@ -31012,86 +33243,7 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/710_60-40-SupportBeam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 10.566937971965148, - "Density": 7800.0, - "Volume": 0.0013547356374314292, - "SurfaceArea": 0.14115604934325893, - "CenterOfMassX": -7.22753598862512E-17, - "CenterOfMassY": 0.00012956032993320928, - "CenterOfMassZ": 0.020000000000000004 - }, - "Box": { - "MinX": -0.020000000000000094, - "MinY": -0.06, - "MinZ": -0.29999999999999993, - "MaxX": 0.019999999999999976, - "MaxY": 0.0, - "MaxZ": 0.30000000000000004 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/720_GroundPlate_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\720_GroundPlate_x1_10mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", - "Properties": { - "ELZM-Default": {}, - "CS-650": {} - }, - "Equations": { - "Width": 600.0, - "D1@Sketch1": 600.0, - "Depth": 500.0, - "Casters-X-Offset": 25.0, - "Casters-Y-Offset": 25.0, - "D3@Sketch4": 25.0, - "D4@Sketch4": 25.0 - }, - "Mass": { - "Mass": 2.8979123485629454, - "Density": 1000.0, - "Volume": 0.0028979123485629453, - "SurfaceArea": 0.5273972799644386, - "CenterOfMassX": -7.264910821158661E-18, - "CenterOfMassY": 1.666097427770024E-17, - "CenterOfMassZ": 0.006000000000000003 - }, - "Box": { - "MinX": -0.2749999999999999, - "MinY": -1.2535111837408408E-14, - "MinZ": -0.30000000000000004, - "MaxX": 0.27500000000000013, - "MaxY": 0.012, - "MaxZ": 0.29999999999999993 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/820_ELZM-Slide-1", + "Name": "850_PressAssembly-1/820_ELZM-Slide-2", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_ELZM-Slide.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", @@ -31107,17 +33259,17 @@ "Density": 7800.0, "Volume": 0.0002840816456525766, "SurfaceArea": 0.047078073940904214, - "CenterOfMassX": 2.608946548253673E-18, + "CenterOfMassX": 1.9101215799714393E-18, "CenterOfMassY": 0.040959126839116754, - "CenterOfMassZ": 4.412054227306007E-19 + "CenterOfMassZ": 2.9435900272889384E-19 }, "Box": { - "MinX": -0.029999999999999742, + "MinX": -0.029999999999999732, "MinY": 1.4580000000000002, - "MinZ": -0.31500000000000006, - "MaxX": 0.030000000000000276, + "MinZ": 0.23500000000000007, + "MaxX": 0.030000000000000266, "MaxY": 1.5380000000000003, - "MaxZ": -0.23500000000000007 + "MaxZ": 0.31500000000000006 }, "Material": { "Material": "Plain Carbon Steel", @@ -31129,557 +33281,489 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/722_CasterExtensionSL_x4_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\100_Framework\\722_CasterExtensionSL_x4_10mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "Cassandra": {} - }, - "Equations": {}, - "Mass": { - "Mass": 43.537577733482124, - "Density": 5118.556187058128, - "Volume": 0.008505831750672878, - "SurfaceArea": 1.2960387537210905, - "CenterOfMassX": -1.6699504060948368E-06, - "CenterOfMassY": 0.5066013740741755, - "CenterOfMassZ": 0.00017153412377738262 - }, - "Box": { - "MinX": -0.2934347424382314, - "MinY": -0.07167999999999997, - "MinZ": -0.3220146875151859, - "MaxX": 0.2934347424382321, - "MaxY": 1.5380000000000003, - "MaxZ": 0.3220146875151857 - }, - "Material": { - "750_RodAssembly-2/820_Rod-40-1": "Plain Carbon Steel", - "750_RodAssembly-2/820_Rod-40-2": "Plain Carbon Steel", - "105x80-Caster-4/Body005^105x80-Caster-1": "", - "105x80-Caster-4/M6x42-Screw^105x80-Caster-1": "", - "105x80-Caster-4/Body006^105x80-Caster-1": "", - "105x80-Caster-4/Body008^105x80-Caster-1": "", - "105x80-Caster-4/Body003^105x80-Caster-1": "", - "105x80-Caster-4/Body007^105x80-Caster-1": "", - "105x80-Caster-4/M6-Nut^105x80-Caster-1": "", - "105x80-Caster-4/Body002^105x80-Caster-1": "", - "105x80-Caster-4/Body004^105x80-Caster-1": "", - "105x80-Caster-4/Body009^105x80-Caster-1": "", - "105x80-Caster-4/Body010^105x80-Caster-1": "", - "105x80-Caster-4/Alex-2-3751-105_80-1/2-3751-105_80-1": "", - "105x80-Caster-5/Body005^105x80-Caster-1": "", - "105x80-Caster-5/M6x42-Screw^105x80-Caster-1": "", - "105x80-Caster-5/Body006^105x80-Caster-1": "", - "105x80-Caster-5/Body008^105x80-Caster-1": "", - "105x80-Caster-5/Body003^105x80-Caster-1": "", - "105x80-Caster-5/Body007^105x80-Caster-1": "", - "105x80-Caster-5/M6-Nut^105x80-Caster-1": "", - "105x80-Caster-5/Body002^105x80-Caster-1": "", - "105x80-Caster-5/Body004^105x80-Caster-1": "", - "105x80-Caster-5/Body009^105x80-Caster-1": "", - "105x80-Caster-5/Body010^105x80-Caster-1": "", - "105x80-Caster-5/Alex-2-3751-105_80-1/2-3751-105_80-1": "", - "105x80-Caster-3/Body005^105x80-Caster-1": "", - "105x80-Caster-3/M6x42-Screw^105x80-Caster-1": "", - "105x80-Caster-3/Body006^105x80-Caster-1": "", - "105x80-Caster-3/Body008^105x80-Caster-1": "", - "105x80-Caster-3/Body003^105x80-Caster-1": "", - "105x80-Caster-3/Body007^105x80-Caster-1": "", - "105x80-Caster-3/M6-Nut^105x80-Caster-1": "", - "105x80-Caster-3/Body002^105x80-Caster-1": "", - "105x80-Caster-3/Body004^105x80-Caster-1": "", - "105x80-Caster-3/Body009^105x80-Caster-1": "", - "105x80-Caster-3/Body010^105x80-Caster-1": "", - "105x80-Caster-3/Alex-2-3751-105_80-1/2-3751-105_80-1": "", - "710_60-40-SupportBeam-1": "Plain Carbon Steel", - "720_GroundPlate_x1_10mm_FERRO-1": "", - "105x80-Caster-1/Body005^105x80-Caster-1": "", - "105x80-Caster-1/M6x42-Screw^105x80-Caster-1": "", - "105x80-Caster-1/Body006^105x80-Caster-1": "", - "105x80-Caster-1/Body008^105x80-Caster-1": "", - "105x80-Caster-1/Body003^105x80-Caster-1": "", - "105x80-Caster-1/Body007^105x80-Caster-1": "", - "105x80-Caster-1/M6-Nut^105x80-Caster-1": "", - "105x80-Caster-1/Body002^105x80-Caster-1": "", - "105x80-Caster-1/Body004^105x80-Caster-1": "", - "105x80-Caster-1/Body009^105x80-Caster-1": "", - "105x80-Caster-1/Body010^105x80-Caster-1": "", - "105x80-Caster-1/Alex-2-3751-105_80-1/2-3751-105_80-1": "", - "750_RodAssembly-1/820_Rod-40-1": "Plain Carbon Steel", - "750_RodAssembly-1/820_Rod-40-2": "Plain Carbon Steel" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5", - "Children": [ - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body005^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body005", - "Part Number": "Body005", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.044472674984891616, - "Density": 999.9999999999999, - "Volume": 4.447267498489162E-05, - "SurfaceArea": 0.0068781858360364625, - "CenterOfMassX": 5.2119750064059625E-08, - "CenterOfMassY": 9.028815585559905E-09, - "CenterOfMassZ": -5.127525290385049E-07 - }, - "Box": { - "MinX": -0.25919520132449353, - "MinY": -0.07168, - "MinZ": -0.25715187105193393, - "MaxX": -0.2074039174781217, - "MaxY": -0.020879999999999996, - "MaxZ": -0.23313470671997327 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/M6x42-Screw^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "M6x42-Screw", - "Part Number": "M6x42-Screw", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0015270818386688796, - "Density": 1000.0, - "Volume": 1.5270818386688796E-06, - "SurfaceArea": 0.0010904874574710463, - "CenterOfMassX": -3.8929287444759396E-17, - "CenterOfMassY": 1.7669513595820228E-10, - "CenterOfMassZ": -0.01578825811215597 - }, - "Box": { - "MinX": -0.23920517227562135, - "MinY": -0.051280000000000006, - "MinZ": -0.2696783311220415, - "MaxX": -0.22737549731421428, - "MaxY": -0.04128, - "MaxZ": -0.2236081899204197 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body006^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body006", - "Part Number": "Body006", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.016740220874308917, - "Density": 1000.0, - "Volume": 1.6740220874308917E-05, - "SurfaceArea": 0.0036127620326998873, - "CenterOfMassX": -1.848413097948716E-19, - "CenterOfMassY": -5.929531889193853E-19, - "CenterOfMassZ": 1.3994832549010902E-19 - }, - "Box": { - "MinX": -0.24738846585902022, - "MinY": -0.06028, - "MinZ": -0.25972911101995894, - "MaxX": -0.21921065294359907, - "MaxY": -0.03227999999999999, - "MaxZ": -0.23055746675194735 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body008^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body008", - "Part Number": "Body008", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": -0.2447131158658989, - "MinY": -0.020730000000000002, - "MinZ": -0.264212421634302, - "MaxX": -0.2369826425297159, - "MaxY": -0.013230000000000002, - "MaxZ": -0.22666700772040652 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body003^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body003", - "Part Number": "Body003", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.004401015387868156, - "Density": 1000.0, - "Volume": 4.401015387868156E-06, - "SurfaceArea": 0.0026743993427077893, - "CenterOfMassX": -3.7035680648285773E-19, - "CenterOfMassY": -9.719770866822E-19, - "CenterOfMassZ": -0.005802416082260257 - }, - "Box": { - "MinX": -0.22941832497614464, - "MinY": -0.007000000000000003, - "MinZ": -0.2644183249761448, - "MaxX": -0.19058167502385512, - "MaxY": -0.0029999999999999936, - "MaxZ": -0.2255816750238553 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body007^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body007", - "Part Number": "Body007", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0031566488431149565, - "Density": 1000.0, - "Volume": 3.1566488431149566E-06, - "SurfaceArea": 0.003755004260552404, - "CenterOfMassX": -0.006899986932998869, - "CenterOfMassY": -4.859293310289619E-08, - "CenterOfMassZ": 0.005633728675843915 - }, - "Box": { - "MinX": -0.28338824467788243, - "MinY": -0.02639043484851101, - "MinZ": -0.26095044766986203, - "MaxX": -0.2431865967942516, - "MaxY": -0.00634037732698111, - "MaxZ": -0.22970497203323811 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/M6-Nut^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "M6-Nut", - "Part Number": "M6-Nut", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0003584677557128669, - "Density": 1000.0, - "Volume": 3.584677557128669E-07, - "SurfaceArea": 0.00039579051136886417, - "CenterOfMassX": -2.5279967771517576E-16, - "CenterOfMassY": -2.2980275211112486E-16, - "CenterOfMassZ": 0.0028857104987692547 - }, - "Box": { - "MinX": -0.2387168345166769, - "MinY": -0.05127999999999999, - "MinZ": -0.2686768218055098, - "MaxX": -0.2276301450445657, - "MaxY": -0.04127999999999998, - "MaxZ": -0.2626089806639802 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body002^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body002", - "Part Number": "Body002", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.009951342649145947, - "Density": 999.9999999999999, - "Volume": 9.951342649145948E-06, - "SurfaceArea": 0.011499613334121979, - "CenterOfMassX": -0.012770037934188025, - "CenterOfMassY": 2.0465972199525744E-07, - "CenterOfMassZ": -0.011981566398588276 - }, - "Box": { - "MinX": -0.26178124282007986, - "MinY": -0.05519275710866, - "MinZ": -0.26681725238526277, - "MaxX": -0.18836816204946946, - "MaxY": -0.007779999999999988, - "MaxZ": -0.22336816204946966 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body004^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body004", - "Part Number": "Body004", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0067453709543875496, - "Density": 1000.0, - "Volume": 6.74537095438755E-06, - "SurfaceArea": 0.0033252214768204496, - "CenterOfMassX": 3.033064556283E-11, - "CenterOfMassY": -4.21960434302852E-12, - "CenterOfMassZ": -0.007842568076846756 - }, - "Box": { - "MinX": -0.23074634423913445, - "MinY": -0.013750000000000002, - "MinZ": -0.2657463442391346, - "MaxX": -0.1892536557608653, - "MaxY": 0.00025000000000000456, - "MaxZ": -0.22425365576086548 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body009^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body009", - "Part Number": "Body009", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": -0.2595128360006365, - "MinY": -0.020730000000000005, - "MinZ": -0.26430343775070136, - "MaxX": -0.2517823626644535, - "MaxY": -0.013230000000000006, - "MaxZ": -0.22675802383680588 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body010^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body010", - "Part Number": "Body010", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.001335021065197122, - "Density": 999.9999999999999, - "Volume": 1.3350210651971221E-06, - "SurfaceArea": 0.0030550094216583445, - "CenterOfMassX": -0.003932737859156656, - "CenterOfMassY": -2.335952527998336E-15, - "CenterOfMassZ": -0.0025075156210761316 - }, - "Box": { - "MinX": -0.2666553142316688, - "MinY": -0.033309456158302164, - "MinZ": -0.26084754259251397, - "MaxX": -0.22075447389579123, - "MaxY": -0.012079999999985998, - "MaxZ": -0.22956701775503394 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1", + "Name": "850_PressAssembly-1/105x80-Caster-4", "Children": [ { - "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1/2-3751-105_80-1", + "Name": "850_PressAssembly-1/105x80-Caster-4/Body007^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body007", + "Part Number": "Body007", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0031566488431149556, + "Density": 1000.0, + "Volume": 3.1566488431149557E-06, + "SurfaceArea": 0.003755004260552404, + "CenterOfMassX": -0.0068999869329988694, + "CenterOfMassY": -4.859293310229432E-08, + "CenterOfMassZ": 0.005633728675843913 + }, + "Box": { + "MinX": 0.13661175532211756, + "MinY": -0.02639043484851101, + "MinZ": -0.2609504476698624, + "MaxX": 0.17681340320574856, + "MaxY": -0.006340377326981105, + "MaxZ": -0.22970497203323825 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body010^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body010", + "Part Number": "Body010", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0013350210651971218, + "Density": 999.9999999999999, + "Volume": 1.335021065197122E-06, + "SurfaceArea": 0.0030550094216583445, + "CenterOfMassX": -0.003932737859156653, + "CenterOfMassY": -2.3363611077730683E-15, + "CenterOfMassZ": -0.002507515621076131 + }, + "Box": { + "MinX": 0.15334468576833124, + "MinY": -0.033309456158302164, + "MinZ": -0.26084754259251425, + "MaxX": 0.199245526104209, + "MaxY": -0.012079999999985993, + "MaxZ": -0.22956701775503402 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body002^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body002", + "Part Number": "Body002", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.009951342649145947, + "Density": 999.9999999999999, + "Volume": 9.951342649145948E-06, + "SurfaceArea": 0.011499613334121979, + "CenterOfMassX": -0.012770037934188024, + "CenterOfMassY": 2.0465972199525744E-07, + "CenterOfMassZ": -0.011981566398588281 + }, + "Box": { + "MinX": 0.1582187571799202, + "MinY": -0.05519275710866001, + "MinZ": -0.26681725238526305, + "MaxX": 0.2316318379505308, + "MaxY": -0.007779999999999981, + "MaxZ": -0.22336816204946952 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body003^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body003", + "Part Number": "Body003", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.004401015387868156, + "Density": 1000.0, + "Volume": 4.401015387868156E-06, + "SurfaceArea": 0.0026743993427077893, + "CenterOfMassX": -3.7035680648285773E-19, + "CenterOfMassY": -9.719770866822E-19, + "CenterOfMassZ": -0.005802416082260257 + }, + "Box": { + "MinX": 0.1905816750238554, + "MinY": -0.0069999999999999975, + "MinZ": -0.2644183249761449, + "MaxX": 0.22941832497614514, + "MaxY": -0.002999999999999987, + "MaxZ": -0.22558167502385518 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/M6x42-Screw^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "M6x42-Screw", + "Part Number": "M6x42-Screw", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0015270818386688796, + "Density": 1000.0, + "Volume": 1.5270818386688796E-06, + "SurfaceArea": 0.0010904874574710463, + "CenterOfMassX": -3.893775110187577E-17, + "CenterOfMassY": 1.7669513598200632E-10, + "CenterOfMassZ": -0.01578825811215597 + }, + "Box": { + "MinX": 0.18079482772437871, + "MinY": -0.05128000000000002, + "MinZ": -0.26967833112204165, + "MaxX": 0.19262450268578601, + "MaxY": -0.04128, + "MaxZ": -0.22360818992041978 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body004^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body004", + "Part Number": "Body004", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00674537095438755, + "Density": 1000.0, + "Volume": 6.745370954387551E-06, + "SurfaceArea": 0.0033252214768204496, + "CenterOfMassX": 3.0330645560539677E-11, + "CenterOfMassY": -4.2196043123711755E-12, + "CenterOfMassZ": -0.007842568076846756 + }, + "Box": { + "MinX": 0.18925365576086575, + "MinY": -0.013749999999999998, + "MinZ": -0.26574634423913457, + "MaxX": 0.2307463442391348, + "MaxY": 0.0002500000000000115, + "MaxZ": -0.22425365576086553 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body006^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body006", + "Part Number": "Body006", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.016740220874308917, + "Density": 1000.0, + "Volume": 1.6740220874308917E-05, + "SurfaceArea": 0.0036127620326998873, + "CenterOfMassX": -1.848413097948716E-19, + "CenterOfMassY": -7.350148904313213E-19, + "CenterOfMassZ": 1.3994832549010902E-19 + }, + "Box": { + "MinX": 0.17261153414097985, + "MinY": -0.060280000000000014, + "MinZ": -0.2597291110199591, + "MaxX": 0.20078934705640117, + "MaxY": -0.03227999999999999, + "MaxZ": -0.2305574667519474 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body005^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body005", + "Part Number": "Body005", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.044472674984891616, + "Density": 999.9999999999999, + "Volume": 4.447267498489162E-05, + "SurfaceArea": 0.0068781858360364625, + "CenterOfMassX": 5.2119750064059625E-08, + "CenterOfMassY": 9.028815585559905E-09, + "CenterOfMassZ": -5.127525290385049E-07 + }, + "Box": { + "MinX": 0.16080479867550654, + "MinY": -0.07168000000000001, + "MinZ": -0.2571518710519342, + "MaxX": 0.21259608252187853, + "MaxY": -0.020879999999999996, + "MaxZ": -0.23313470671997327 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/M6-Nut^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "M6-Nut", + "Part Number": "M6-Nut", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003584677557128669, + "Density": 1000.0, + "Volume": 3.584677557128669E-07, + "SurfaceArea": 0.00039579051136886417, + "CenterOfMassX": -2.5281678762513634E-16, + "CenterOfMassY": -2.2980275211112486E-16, + "CenterOfMassZ": 0.0028857104987692547 + }, + "Box": { + "MinX": 0.18128316548332332, + "MinY": -0.05128, + "MinZ": -0.26867682180551, + "MaxX": 0.1923698549554346, + "MaxY": -0.04127999999999999, + "MaxZ": -0.2626089806639803 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body008^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body008", + "Part Number": "Body008", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000752072014515922, + "Density": 1000.0, + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 + }, + "Box": { + "MinX": 0.17528688413410115, + "MinY": -0.02073, + "MinZ": -0.26421242163430214, + "MaxX": 0.18301735747028436, + "MaxY": -0.013229999999999997, + "MaxZ": -0.22666700772040665 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body009^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body009", + "Part Number": "Body009", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000752072014515922, + "Density": 1000.0, + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 + }, + "Box": { + "MinX": 0.1604871639993636, + "MinY": -0.020730000000000005, + "MinZ": -0.26430343775070164, + "MaxX": 0.16821763733554682, + "MaxY": -0.01323, + "MaxZ": -0.2267580238368061 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1", + "Children": [ + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1/2-3751-105_80-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.023856024541873196, + "Density": 1000.0, + "Volume": 2.3856024541873196E-05, + "SurfaceArea": 0.017412811168962948, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, + "CenterOfMassZ": 0.0015 + }, + "Box": { + "MinX": 0.15750000000000014, + "MinY": -0.003, + "MinZ": -0.28500000000000025, + "MaxX": 0.2625000000000004, + "MaxY": 1.1926223897340549E-17, + "MaxZ": -0.2049999999999999 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {} }, @@ -31689,9 +33773,570 @@ "Density": 1000.0, "Volume": 2.3856024541873196E-05, "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, - "CenterOfMassZ": 0.0015 + "CenterOfMassX": 1.3463761700653563E-17, + "CenterOfMassY": 0.0015, + "CenterOfMassZ": 1.800980771130362E-18 + }, + "Box": { + "MinX": 0.15750000000000014, + "MinY": -0.003, + "MinZ": -0.28500000000000025, + "MaxX": 0.2625000000000004, + "MaxY": 1.1926223897340549E-17, + "MaxZ": -0.2049999999999999 + }, + "Material": { + "2-3751-105_80-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Definition": "design", + "Part Number": "Unnamed6", + "Nomenclature": "Unnamed6" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.11404801292420105, + "Density": 999.9999999999998, + "Volume": 0.00011404801292420107, + "SurfaceArea": 0.05517800190664636, + "CenterOfMassX": -0.01637136403086971, + "CenterOfMassY": 5.869648941642159E-05, + "CenterOfMassZ": -0.02977380757544243 + }, + "Box": { + "MinX": 0.1265652575617685, + "MinY": -0.07168000000000001, + "MinZ": -0.32201468751518586, + "MaxX": 0.2934347424382321, + "MaxY": 0.000250000000000028, + "MaxZ": -0.1679853124848143 + }, + "Material": { + "Body007^105x80-Caster-1": "", + "Body010^105x80-Caster-1": "", + "Body002^105x80-Caster-1": "", + "Body003^105x80-Caster-1": "", + "M6x42-Screw^105x80-Caster-1": "", + "Body004^105x80-Caster-1": "", + "Body006^105x80-Caster-1": "", + "Body005^105x80-Caster-1": "", + "M6-Nut^105x80-Caster-1": "", + "Body008^105x80-Caster-1": "", + "Body009^105x80-Caster-1": "", + "Alex-2-3751-105_80-1/2-3751-105_80-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5", + "Children": [ + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body007^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body007", + "Part Number": "Body007", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0031566488431149556, + "Density": 1000.0, + "Volume": 3.1566488431149557E-06, + "SurfaceArea": 0.003755004260552404, + "CenterOfMassX": -0.0068999869329988694, + "CenterOfMassY": -4.859293310229432E-08, + "CenterOfMassZ": 0.005633728675843913 + }, + "Box": { + "MinX": -0.28338824467788243, + "MinY": -0.02639043484851101, + "MinZ": -0.26095044766986203, + "MaxX": -0.2431865967942516, + "MaxY": -0.00634037732698111, + "MaxZ": -0.22970497203323811 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body010^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body010", + "Part Number": "Body010", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0013350210651971218, + "Density": 999.9999999999999, + "Volume": 1.335021065197122E-06, + "SurfaceArea": 0.0030550094216583445, + "CenterOfMassX": -0.003932737859156653, + "CenterOfMassY": -2.3363611077730683E-15, + "CenterOfMassZ": -0.002507515621076131 + }, + "Box": { + "MinX": -0.2666553142316688, + "MinY": -0.033309456158302164, + "MinZ": -0.26084754259251397, + "MaxX": -0.22075447389579123, + "MaxY": -0.012079999999985998, + "MaxZ": -0.22956701775503394 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body002^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body002", + "Part Number": "Body002", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.009951342649145947, + "Density": 999.9999999999999, + "Volume": 9.951342649145948E-06, + "SurfaceArea": 0.011499613334121979, + "CenterOfMassX": -0.012770037934188024, + "CenterOfMassY": 2.0465972199525744E-07, + "CenterOfMassZ": -0.011981566398588281 + }, + "Box": { + "MinX": -0.26178124282007986, + "MinY": -0.05519275710866, + "MinZ": -0.26681725238526277, + "MaxX": -0.18836816204946946, + "MaxY": -0.007779999999999988, + "MaxZ": -0.22336816204946966 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body003^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body003", + "Part Number": "Body003", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.004401015387868156, + "Density": 1000.0, + "Volume": 4.401015387868156E-06, + "SurfaceArea": 0.0026743993427077893, + "CenterOfMassX": -3.7035680648285773E-19, + "CenterOfMassY": -9.719770866822E-19, + "CenterOfMassZ": -0.005802416082260257 + }, + "Box": { + "MinX": -0.22941832497614464, + "MinY": -0.007000000000000003, + "MinZ": -0.2644183249761448, + "MaxX": -0.19058167502385512, + "MaxY": -0.0029999999999999936, + "MaxZ": -0.2255816750238553 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/M6x42-Screw^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "M6x42-Screw", + "Part Number": "M6x42-Screw", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0015270818386688796, + "Density": 1000.0, + "Volume": 1.5270818386688796E-06, + "SurfaceArea": 0.0010904874574710463, + "CenterOfMassX": -3.893775110187577E-17, + "CenterOfMassY": 1.7669513598200632E-10, + "CenterOfMassZ": -0.01578825811215597 + }, + "Box": { + "MinX": -0.23920517227562135, + "MinY": -0.051280000000000006, + "MinZ": -0.2696783311220415, + "MaxX": -0.22737549731421428, + "MaxY": -0.04128, + "MaxZ": -0.2236081899204197 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body004^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body004", + "Part Number": "Body004", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00674537095438755, + "Density": 1000.0, + "Volume": 6.745370954387551E-06, + "SurfaceArea": 0.0033252214768204496, + "CenterOfMassX": 3.0330645560539677E-11, + "CenterOfMassY": -4.2196043123711755E-12, + "CenterOfMassZ": -0.007842568076846756 + }, + "Box": { + "MinX": -0.23074634423913445, + "MinY": -0.013750000000000002, + "MinZ": -0.2657463442391346, + "MaxX": -0.1892536557608653, + "MaxY": 0.00025000000000000456, + "MaxZ": -0.22425365576086548 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body006^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body006", + "Part Number": "Body006", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.016740220874308917, + "Density": 1000.0, + "Volume": 1.6740220874308917E-05, + "SurfaceArea": 0.0036127620326998873, + "CenterOfMassX": -1.848413097948716E-19, + "CenterOfMassY": -7.350148904313213E-19, + "CenterOfMassZ": 1.3994832549010902E-19 + }, + "Box": { + "MinX": -0.24738846585902022, + "MinY": -0.06028, + "MinZ": -0.25972911101995894, + "MaxX": -0.21921065294359907, + "MaxY": -0.03227999999999999, + "MaxZ": -0.23055746675194735 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body005^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body005", + "Part Number": "Body005", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.044472674984891616, + "Density": 999.9999999999999, + "Volume": 4.447267498489162E-05, + "SurfaceArea": 0.0068781858360364625, + "CenterOfMassX": 5.2119750064059625E-08, + "CenterOfMassY": 9.028815585559905E-09, + "CenterOfMassZ": -5.127525290385049E-07 + }, + "Box": { + "MinX": -0.25919520132449353, + "MinY": -0.07168, + "MinZ": -0.25715187105193393, + "MaxX": -0.2074039174781217, + "MaxY": -0.020879999999999996, + "MaxZ": -0.23313470671997327 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/M6-Nut^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "M6-Nut", + "Part Number": "M6-Nut", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003584677557128669, + "Density": 1000.0, + "Volume": 3.584677557128669E-07, + "SurfaceArea": 0.00039579051136886417, + "CenterOfMassX": -2.5281678762513634E-16, + "CenterOfMassY": -2.2980275211112486E-16, + "CenterOfMassZ": 0.0028857104987692547 + }, + "Box": { + "MinX": -0.2387168345166769, + "MinY": -0.05127999999999999, + "MinZ": -0.2686768218055098, + "MaxX": -0.2276301450445657, + "MaxY": -0.04127999999999998, + "MaxZ": -0.2626089806639802 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body008^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body008", + "Part Number": "Body008", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000752072014515922, + "Density": 1000.0, + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 + }, + "Box": { + "MinX": -0.2447131158658989, + "MinY": -0.020730000000000002, + "MinZ": -0.264212421634302, + "MaxX": -0.2369826425297159, + "MaxY": -0.013230000000000002, + "MaxZ": -0.22666700772040652 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body009^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body009", + "Part Number": "Body009", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000752072014515922, + "Density": 1000.0, + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 + }, + "Box": { + "MinX": -0.2595128360006365, + "MinY": -0.020730000000000005, + "MinZ": -0.26430343775070136, + "MaxX": -0.2517823626644535, + "MaxY": -0.013230000000000006, + "MaxZ": -0.22675802383680588 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1", + "Children": [ + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1/2-3751-105_80-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.023856024541873196, + "Density": 1000.0, + "Volume": 2.3856024541873196E-05, + "SurfaceArea": 0.017412811168962948, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, + "CenterOfMassZ": 0.0015 + }, + "Box": { + "MinX": -0.26249999999999996, + "MinY": -0.003000000000000007, + "MinZ": -0.2850000000000002, + "MaxX": -0.1574999999999998, + "MaxY": 5.204170427930421E-18, + "MaxZ": -0.20499999999999996 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.023856024541873196, + "Density": 1000.0, + "Volume": 2.3856024541873196E-05, + "SurfaceArea": 0.017412811168962948, + "CenterOfMassX": 1.3047675301462722E-17, + "CenterOfMassY": 0.0015, + "CenterOfMassZ": 1.2461989055425753E-18 }, "Box": { "MinX": -0.26249999999999996, @@ -31702,8 +34347,7 @@ "MaxZ": -0.20499999999999996 }, "Material": { - "Material": "", - "Materials": "" + "2-3751-105_80-1": "" }, "States": {}, "LaserParts": null, @@ -31711,553 +34355,78 @@ "activeConfiguration": null } ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", "Properties": { - "Default": {} + "Default": {}, + "Global": { + "Definition": "design", + "Part Number": "Unnamed6", + "Nomenclature": "Unnamed6" + } }, "Equations": {}, "Mass": { - "Mass": 0.023856024541873196, - "Density": 1000.0, - "Volume": 2.3856024541873196E-05, - "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.360245716705051E-17, - "CenterOfMassY": 0.0015, - "CenterOfMassZ": 1.3155466387410485E-18 + "Mass": 0.11404801292420105, + "Density": 999.9999999999998, + "Volume": 0.00011404801292420107, + "SurfaceArea": 0.05517800190664636, + "CenterOfMassX": -0.01637136403086971, + "CenterOfMassY": 5.869648941642153E-05, + "CenterOfMassZ": -0.02977380757544243 }, "Box": { - "MinX": -0.26249999999999996, - "MinY": -0.003000000000000007, - "MinZ": -0.2850000000000002, - "MaxX": -0.1574999999999998, - "MaxY": 5.204170427930421E-18, - "MaxZ": -0.20499999999999996 + "MinX": -0.29343474243823126, + "MinY": -0.07168, + "MinZ": -0.32201468751518547, + "MaxX": -0.12656525756176845, + "MaxY": 0.00025000000000002104, + "MaxZ": -0.16798531248481471 }, "Material": { - "2-3751-105_80-1": "" + "Body007^105x80-Caster-1": "", + "Body010^105x80-Caster-1": "", + "Body002^105x80-Caster-1": "", + "Body003^105x80-Caster-1": "", + "M6x42-Screw^105x80-Caster-1": "", + "Body004^105x80-Caster-1": "", + "Body006^105x80-Caster-1": "", + "Body005^105x80-Caster-1": "", + "M6-Nut^105x80-Caster-1": "", + "Body008^105x80-Caster-1": "", + "Body009^105x80-Caster-1": "", + "Alex-2-3751-105_80-1/2-3751-105_80-1": "" }, "States": {}, "LaserParts": null, "IsSuppressed": false, "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Definition": "design", - "Part Number": "Unnamed6", - "Nomenclature": "Unnamed6" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.11404801292420104, - "Density": 999.9999999999997, - "Volume": 0.00011404801292420107, - "SurfaceArea": 0.05517800190664636, - "CenterOfMassX": -0.016371364030869712, - "CenterOfMassY": 5.869648941642146E-05, - "CenterOfMassZ": -0.029773807575442433 - }, - "Box": { - "MinX": -0.29343474243823126, - "MinY": -0.07168, - "MinZ": -0.32201468751518547, - "MaxX": -0.12656525756176845, - "MaxY": 0.00025000000000002104, - "MaxZ": -0.16798531248481471 - }, - "Material": { - "Body005^105x80-Caster-1": "", - "M6x42-Screw^105x80-Caster-1": "", - "Body006^105x80-Caster-1": "", - "Body008^105x80-Caster-1": "", - "Body003^105x80-Caster-1": "", - "Body007^105x80-Caster-1": "", - "M6-Nut^105x80-Caster-1": "", - "Body002^105x80-Caster-1": "", - "Body004^105x80-Caster-1": "", - "Body009^105x80-Caster-1": "", - "Body010^105x80-Caster-1": "", - "Alex-2-3751-105_80-1/2-3751-105_80-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body005^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body005", - "Part Number": "Body005", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.044472674984891616, - "Density": 999.9999999999999, - "Volume": 4.447267498489162E-05, - "SurfaceArea": 0.0068781858360364625, - "CenterOfMassX": 5.2119750064059625E-08, - "CenterOfMassY": 9.028815585559905E-09, - "CenterOfMassZ": -5.127525290385049E-07 - }, - "Box": { - "MinX": -0.25919520132449353, - "MinY": -0.07168, - "MinZ": -0.25715187105193393, - "MaxX": -0.2074039174781217, - "MaxY": -0.020879999999999996, - "MaxZ": -0.23313470671997327 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/M6x42-Screw^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "M6x42-Screw", - "Part Number": "M6x42-Screw", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0015270818386688796, - "Density": 1000.0, - "Volume": 1.5270818386688796E-06, - "SurfaceArea": 0.0010904874574710463, - "CenterOfMassX": -3.8929287444759396E-17, - "CenterOfMassY": 1.7669513595820228E-10, - "CenterOfMassZ": -0.01578825811215597 - }, - "Box": { - "MinX": -0.23920517227562135, - "MinY": -0.051280000000000006, - "MinZ": -0.2696783311220415, - "MaxX": -0.22737549731421428, - "MaxY": -0.04128, - "MaxZ": -0.2236081899204197 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body006^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body006", - "Part Number": "Body006", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.016740220874308917, - "Density": 1000.0, - "Volume": 1.6740220874308917E-05, - "SurfaceArea": 0.0036127620326998873, - "CenterOfMassX": -1.848413097948716E-19, - "CenterOfMassY": -5.929531889193853E-19, - "CenterOfMassZ": 1.3994832549010902E-19 - }, - "Box": { - "MinX": -0.24738846585902022, - "MinY": -0.06028, - "MinZ": -0.25972911101995894, - "MaxX": -0.21921065294359907, - "MaxY": -0.03227999999999999, - "MaxZ": -0.23055746675194735 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body008^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body008", - "Part Number": "Body008", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": -0.2447131158658989, - "MinY": -0.020730000000000002, - "MinZ": -0.264212421634302, - "MaxX": -0.2369826425297159, - "MaxY": -0.013230000000000002, - "MaxZ": -0.22666700772040652 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body003^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body003", - "Part Number": "Body003", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.004401015387868156, - "Density": 1000.0, - "Volume": 4.401015387868156E-06, - "SurfaceArea": 0.0026743993427077893, - "CenterOfMassX": -3.7035680648285773E-19, - "CenterOfMassY": -9.719770866822E-19, - "CenterOfMassZ": -0.005802416082260257 - }, - "Box": { - "MinX": -0.22941832497614464, - "MinY": -0.007000000000000003, - "MinZ": -0.2644183249761448, - "MaxX": -0.19058167502385512, - "MaxY": -0.0029999999999999936, - "MaxZ": -0.2255816750238553 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body007^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body007", - "Part Number": "Body007", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0031566488431149565, - "Density": 1000.0, - "Volume": 3.1566488431149566E-06, - "SurfaceArea": 0.003755004260552404, - "CenterOfMassX": -0.006899986932998869, - "CenterOfMassY": -4.859293310289619E-08, - "CenterOfMassZ": 0.005633728675843915 - }, - "Box": { - "MinX": -0.28338824467788243, - "MinY": -0.02639043484851101, - "MinZ": -0.26095044766986203, - "MaxX": -0.2431865967942516, - "MaxY": -0.00634037732698111, - "MaxZ": -0.22970497203323811 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/M6-Nut^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "M6-Nut", - "Part Number": "M6-Nut", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0003584677557128669, - "Density": 1000.0, - "Volume": 3.584677557128669E-07, - "SurfaceArea": 0.00039579051136886417, - "CenterOfMassX": -2.5279967771517576E-16, - "CenterOfMassY": -2.2980275211112486E-16, - "CenterOfMassZ": 0.0028857104987692547 - }, - "Box": { - "MinX": -0.2387168345166769, - "MinY": -0.05127999999999999, - "MinZ": -0.2686768218055098, - "MaxX": -0.2276301450445657, - "MaxY": -0.04127999999999998, - "MaxZ": -0.2626089806639802 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body002^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body002", - "Part Number": "Body002", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.009951342649145947, - "Density": 999.9999999999999, - "Volume": 9.951342649145948E-06, - "SurfaceArea": 0.011499613334121979, - "CenterOfMassX": -0.012770037934188025, - "CenterOfMassY": 2.0465972199525744E-07, - "CenterOfMassZ": -0.011981566398588276 - }, - "Box": { - "MinX": -0.26178124282007986, - "MinY": -0.05519275710866, - "MinZ": -0.26681725238526277, - "MaxX": -0.18836816204946946, - "MaxY": -0.007779999999999988, - "MaxZ": -0.22336816204946966 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body004^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body004", - "Part Number": "Body004", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0067453709543875496, - "Density": 1000.0, - "Volume": 6.74537095438755E-06, - "SurfaceArea": 0.0033252214768204496, - "CenterOfMassX": 3.033064556283E-11, - "CenterOfMassY": -4.21960434302852E-12, - "CenterOfMassZ": -0.007842568076846756 - }, - "Box": { - "MinX": -0.23074634423913445, - "MinY": -0.013750000000000002, - "MinZ": -0.2657463442391346, - "MaxX": -0.1892536557608653, - "MaxY": 0.00025000000000000456, - "MaxZ": -0.22425365576086548 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body009^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body009", - "Part Number": "Body009", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": -0.2595128360006365, - "MinY": -0.020730000000000005, - "MinZ": -0.26430343775070136, - "MaxX": -0.2517823626644535, - "MaxY": -0.013230000000000006, - "MaxZ": -0.22675802383680588 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Body010^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body010", - "Part Number": "Body010", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.001335021065197122, - "Density": 999.9999999999999, - "Volume": 1.3350210651971221E-06, - "SurfaceArea": 0.0030550094216583445, - "CenterOfMassX": -0.003932737859156656, - "CenterOfMassY": -2.335952527998336E-15, - "CenterOfMassZ": -0.0025075156210761316 - }, - "Box": { - "MinX": -0.2666553142316688, - "MinY": -0.033309456158302164, - "MinZ": -0.26084754259251397, - "MaxX": -0.22075447389579123, - "MaxY": -0.012079999999985998, - "MaxZ": -0.22956701775503394 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1", - "Children": [ + }, { - "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1/2-3751-105_80-1", + "Name": "850_PressAssembly-1/303_Front_x1_10mm_FERRO-2", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\303_Front_x1_10mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.023856024541873196, + "Mass": 0.4848392620824169, "Density": 1000.0, - "Volume": 2.3856024541873196E-05, - "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, - "CenterOfMassZ": 0.0015 + "Volume": 0.0004848392620824169, + "SurfaceArea": 0.11704986645449905, + "CenterOfMassX": -0.0008516288298827752, + "CenterOfMassY": -2.1791794271521652E-07, + "CenterOfMassZ": 0.005000000000000773 }, "Box": { - "MinX": -0.26249999999999996, - "MinY": -0.003000000000000007, - "MinZ": -0.2850000000000002, - "MaxX": -0.1574999999999998, - "MaxY": 5.204170427930421E-18, - "MaxZ": -0.20499999999999996 + "MinX": 0.0299999999999188, + "MinY": 1.4580000000000002, + "MinZ": -0.315, + "MaxX": 0.03999999999999977, + "MaxY": 1.5380000000000003, + "MaxZ": 0.315 }, "Material": { "Material": "", @@ -32269,119 +34438,86 @@ "activeConfiguration": null } ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.023856024541873196, - "Density": 1000.0, - "Volume": 2.3856024541873196E-05, - "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.3325066234256617E-17, - "CenterOfMassY": 0.0015, - "CenterOfMassZ": 1.3155466387410485E-18 - }, - "Box": { - "MinX": -0.26249999999999996, - "MinY": -0.003000000000000007, - "MinZ": -0.2850000000000002, - "MaxX": -0.1574999999999998, - "MaxY": 5.204170427930421E-18, - "MaxZ": -0.20499999999999996 - }, - "Material": { - "2-3751-105_80-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1/2-3751-105_80-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.023856024541873196, - "Density": 1000.0, - "Volume": 2.3856024541873196E-05, - "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, - "CenterOfMassZ": 0.0015 - }, - "Box": { - "MinX": -0.26249999999999996, - "MinY": -0.003000000000000007, - "MinZ": -0.2850000000000002, - "MaxX": -0.1574999999999998, - "MaxY": 5.204170427930421E-18, - "MaxZ": -0.20499999999999996 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/722_CasterExtensionSL_x4_10mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\100_Framework\\722_CasterExtensionSL_x4_10mm_FERRO.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/820_ELZM-Slide-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_ELZM-Slide.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\850_PressAssembly.SLDASM", "Parent": null, "Properties": { "Default": {}, - "CAM": {}, - "Up": {}, - "Down": {} + "Cassandra": {}, + "ELZ-Base": {} }, "Equations": {}, "Mass": { - "Mass": 2.2158368360900975, - "Density": 7800.0, - "Volume": 0.0002840816456525766, - "SurfaceArea": 0.047078073940904214, - "CenterOfMassX": 2.608946548253673E-18, - "CenterOfMassY": 0.040959126839116754, - "CenterOfMassZ": 4.412054227306007E-19 + "Mass": 43.537577733482124, + "Density": 5118.556187058128, + "Volume": 0.008505831750672878, + "SurfaceArea": 1.2960387537210905, + "CenterOfMassX": -1.6699504060959125E-06, + "CenterOfMassY": 0.5066013740741755, + "CenterOfMassZ": 0.0001715341237773826 }, "Box": { - "MinX": -0.029999999999999732, - "MinY": 1.4580000000000002, - "MinZ": 0.23500000000000007, - "MaxX": 0.030000000000000266, + "MinX": -0.2934347424382314, + "MinY": -0.07167999999999997, + "MinZ": -0.3220146875151859, + "MaxX": 0.2934347424382321, "MaxY": 1.5380000000000003, - "MaxZ": 0.31500000000000006 + "MaxZ": 0.3220146875151857 }, "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" + "710_60-40-SupportBeam-1": "Plain Carbon Steel", + "750_RodAssembly-1/820_Rod-40-1": "Plain Carbon Steel", + "750_RodAssembly-1/820_Rod-40-2": "Plain Carbon Steel", + "720_GroundPlate_x1_10mm_FERRO-1": "", + "105x80-Caster-1/Body007^105x80-Caster-1": "", + "105x80-Caster-1/Body010^105x80-Caster-1": "", + "105x80-Caster-1/Body002^105x80-Caster-1": "", + "105x80-Caster-1/Body003^105x80-Caster-1": "", + "105x80-Caster-1/M6x42-Screw^105x80-Caster-1": "", + "105x80-Caster-1/Body004^105x80-Caster-1": "", + "105x80-Caster-1/Body006^105x80-Caster-1": "", + "105x80-Caster-1/Body005^105x80-Caster-1": "", + "105x80-Caster-1/M6-Nut^105x80-Caster-1": "", + "105x80-Caster-1/Body008^105x80-Caster-1": "", + "105x80-Caster-1/Body009^105x80-Caster-1": "", + "105x80-Caster-1/Alex-2-3751-105_80-1/2-3751-105_80-1": "", + "105x80-Caster-3/Body007^105x80-Caster-1": "", + "105x80-Caster-3/Body010^105x80-Caster-1": "", + "105x80-Caster-3/Body002^105x80-Caster-1": "", + "105x80-Caster-3/Body003^105x80-Caster-1": "", + "105x80-Caster-3/M6x42-Screw^105x80-Caster-1": "", + "105x80-Caster-3/Body004^105x80-Caster-1": "", + "105x80-Caster-3/Body006^105x80-Caster-1": "", + "105x80-Caster-3/Body005^105x80-Caster-1": "", + "105x80-Caster-3/M6-Nut^105x80-Caster-1": "", + "105x80-Caster-3/Body008^105x80-Caster-1": "", + "105x80-Caster-3/Body009^105x80-Caster-1": "", + "105x80-Caster-3/Alex-2-3751-105_80-1/2-3751-105_80-1": "", + "750_RodAssembly-2/820_Rod-40-1": "Plain Carbon Steel", + "750_RodAssembly-2/820_Rod-40-2": "Plain Carbon Steel", + "105x80-Caster-4/Body007^105x80-Caster-1": "", + "105x80-Caster-4/Body010^105x80-Caster-1": "", + "105x80-Caster-4/Body002^105x80-Caster-1": "", + "105x80-Caster-4/Body003^105x80-Caster-1": "", + "105x80-Caster-4/M6x42-Screw^105x80-Caster-1": "", + "105x80-Caster-4/Body004^105x80-Caster-1": "", + "105x80-Caster-4/Body006^105x80-Caster-1": "", + "105x80-Caster-4/Body005^105x80-Caster-1": "", + "105x80-Caster-4/M6-Nut^105x80-Caster-1": "", + "105x80-Caster-4/Body008^105x80-Caster-1": "", + "105x80-Caster-4/Body009^105x80-Caster-1": "", + "105x80-Caster-4/Alex-2-3751-105_80-1/2-3751-105_80-1": "", + "105x80-Caster-5/Body007^105x80-Caster-1": "", + "105x80-Caster-5/Body010^105x80-Caster-1": "", + "105x80-Caster-5/Body002^105x80-Caster-1": "", + "105x80-Caster-5/Body003^105x80-Caster-1": "", + "105x80-Caster-5/M6x42-Screw^105x80-Caster-1": "", + "105x80-Caster-5/Body004^105x80-Caster-1": "", + "105x80-Caster-5/Body006^105x80-Caster-1": "", + "105x80-Caster-5/Body005^105x80-Caster-1": "", + "105x80-Caster-5/M6-Nut^105x80-Caster-1": "", + "105x80-Caster-5/Body008^105x80-Caster-1": "", + "105x80-Caster-5/Body009^105x80-Caster-1": "", + "105x80-Caster-5/Alex-2-3751-105_80-1/2-3751-105_80-1": "" }, "States": {}, "LaserParts": null, @@ -32389,10 +34525,10 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/750_RodAssembly-2", + "Name": "850_PressAssembly-1/750_RodAssembly-1", "Children": [ { - "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-1", + "Name": "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", @@ -32404,28 +34540,29 @@ "SM-1400": {}, "780-ELZM": {}, "580": {}, - "650": {} + "650": {}, + "450": {} }, "Equations": { - "Height": 750.0, - "D1@Boss-Extrude1": 750.0 + "Height": 450.0, + "D1@Boss-Extrude1": 450.0 }, "Mass": { - "Mass": 7.404133840314321, + "Mass": 4.46360311655427, "Density": 7800.0, - "Volume": 0.0009492479282454258, - "SurfaceArea": 0.10169335419670168, + "Volume": 0.0005722568098146501, + "SurfaceArea": 0.06399424235362415, "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": -1.1102230246251564E-16, - "CenterOfMassZ": 0.38275673909086405 + "CenterOfMassY": -1.1102230246251563E-16, + "CenterOfMassZ": 0.23279823501962615 }, "Box": { - "MinX": -0.025722530020175695, + "MinX": -0.025722530020175646, "MinY": 0.7390000000000001, - "MinZ": -0.3007225300201737, - "MaxX": 0.02572253002017314, + "MinZ": 0.2492774699798248, + "MaxX": 0.025722530020173204, "MaxY": 1.514, - "MaxZ": -0.24927746997982483 + "MaxZ": 0.3007225300201737 }, "Material": { "Material": "Plain Carbon Steel", @@ -32437,7 +34574,7 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-2", + "Name": "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-2", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", @@ -32449,28 +34586,29 @@ "SM-1400": {}, "780-ELZM": {}, "580": {}, - "650": {} + "650": {}, + "450": {} }, "Equations": { - "Height": 750.0, - "D1@Boss-Extrude1": 750.0 + "Height": 450.0, + "D1@Boss-Extrude1": 450.0 }, "Mass": { - "Mass": 7.404133840314321, + "Mass": 4.46360311655427, "Density": 7800.0, - "Volume": 0.0009492479282454258, - "SurfaceArea": 0.10169335419670168, + "Volume": 0.0005722568098146501, + "SurfaceArea": 0.06399424235362415, "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": -1.1102230246251564E-16, - "CenterOfMassZ": 0.38275673909086405 + "CenterOfMassY": -1.1102230246251563E-16, + "CenterOfMassZ": 0.23279823501962615 }, "Box": { - "MinX": -0.02739828003455768, + "MinX": -0.02323455601327362, "MinY": -0.013000000000000012, - "MinZ": -0.3023982800345556, - "MaxX": 0.027398280034555016, + "MinZ": 0.2517654439867269, + "MaxX": 0.023234556013271065, "MaxY": 0.762, - "MaxZ": -0.2476017199654429 + "MaxZ": 0.2982345560132716 }, "Material": { "Material": "Plain Carbon Steel", @@ -32485,29 +34623,30 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", "Parent": null, "Properties": { - "Default": {} + "Default": {}, + "ELZ-Base": {} }, "Equations": {}, "Mass": { - "Mass": 14.808267680628642, - "Density": 7800.0, - "Volume": 0.0018984958564908516, - "SurfaceArea": 0.20338670839340336, - "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": 0.758756739090864, + "Mass": 11.86773695686859, + "Density": 7799.999999999999, + "Volume": 0.0015215047380600759, + "SurfaceArea": 0.16568759655032583, + "CenterOfMassX": -0.3449999999999966, + "CenterOfMassY": 0.6091920154446534, "CenterOfMassZ": 1.1102230246251565E-16 }, "Box": { - "MinX": -0.029869167641146867, + "MinX": -0.02986916764114681, "MinY": -0.0129999999999999, - "MinZ": -0.3048691676411448, - "MaxX": 0.029869167641144313, + "MinZ": 0.24513083235885366, + "MaxX": 0.02986916764114437, "MaxY": 1.514, - "MaxZ": -0.24513083235885366 + "MaxZ": 0.3048691676411448 }, "Material": { - "820_Rod-40-1": "Plain Carbon Steel", - "820_Rod-40-2": "Plain Carbon Steel" + "820_Rod-40-2": "Plain Carbon Steel", + "820_Rod-40-1": "Plain Carbon Steel" }, "States": {}, "LaserParts": null, @@ -32515,7 +34654,7 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-1", + "Name": "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", "Parent": null, @@ -32527,28 +34666,29 @@ "SM-1400": {}, "780-ELZM": {}, "580": {}, - "650": {} + "650": {}, + "450": {} }, "Equations": { - "Height": 750.0, - "D1@Boss-Extrude1": 750.0 + "Height": 450.0, + "D1@Boss-Extrude1": 450.0 }, "Mass": { - "Mass": 7.404133840314321, + "Mass": 4.46360311655427, "Density": 7800.0, - "Volume": 0.0009492479282454258, - "SurfaceArea": 0.10169335419670168, + "Volume": 0.0005722568098146501, + "SurfaceArea": 0.06399424235362415, "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": -1.1102230246251564E-16, - "CenterOfMassZ": 0.38275673909086405 + "CenterOfMassY": -1.1102230246251563E-16, + "CenterOfMassZ": 0.23279823501962615 }, "Box": { - "MinX": -0.025722530020175695, + "MinX": -0.025722530020175646, "MinY": 0.7390000000000001, - "MinZ": -0.3007225300201737, - "MaxX": 0.02572253002017314, + "MinZ": 0.2492774699798248, + "MaxX": 0.025722530020173204, "MaxY": 1.514, - "MaxZ": -0.24927746997982483 + "MaxZ": 0.3007225300201737 }, "Material": { "Material": "Plain Carbon Steel", @@ -32560,7 +34700,7 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-2", + "Name": "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-2", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", "Parent": null, @@ -32572,28 +34712,29 @@ "SM-1400": {}, "780-ELZM": {}, "580": {}, - "650": {} + "650": {}, + "450": {} }, "Equations": { - "Height": 750.0, - "D1@Boss-Extrude1": 750.0 + "Height": 450.0, + "D1@Boss-Extrude1": 450.0 }, "Mass": { - "Mass": 7.404133840314321, + "Mass": 4.46360311655427, "Density": 7800.0, - "Volume": 0.0009492479282454258, - "SurfaceArea": 0.10169335419670168, + "Volume": 0.0005722568098146501, + "SurfaceArea": 0.06399424235362415, "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": -1.1102230246251564E-16, - "CenterOfMassZ": 0.38275673909086405 + "CenterOfMassY": -1.1102230246251563E-16, + "CenterOfMassZ": 0.23279823501962615 }, "Box": { - "MinX": -0.02739828003455768, + "MinX": -0.02323455601327362, "MinY": -0.013000000000000012, - "MinZ": -0.3023982800345556, - "MaxX": 0.027398280034555016, + "MinZ": 0.2517654439867269, + "MaxX": 0.023234556013271065, "MaxY": 0.762, - "MaxZ": -0.2476017199654429 + "MaxZ": 0.2982345560132716 }, "Material": { "Material": "Plain Carbon Steel", @@ -32605,1185 +34746,9 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-4", - "Children": [ - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body005^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body005", - "Part Number": "Body005", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.044472674984891616, - "Density": 999.9999999999999, - "Volume": 4.447267498489162E-05, - "SurfaceArea": 0.0068781858360364625, - "CenterOfMassX": 5.2119750064059625E-08, - "CenterOfMassY": 9.028815585559905E-09, - "CenterOfMassZ": -5.127525290385049E-07 - }, - "Box": { - "MinX": 0.16080479867550654, - "MinY": -0.07168000000000001, - "MinZ": -0.2571518710519342, - "MaxX": 0.21259608252187853, - "MaxY": -0.020879999999999996, - "MaxZ": -0.23313470671997327 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/M6x42-Screw^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "M6x42-Screw", - "Part Number": "M6x42-Screw", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0015270818386688796, - "Density": 1000.0, - "Volume": 1.5270818386688796E-06, - "SurfaceArea": 0.0010904874574710463, - "CenterOfMassX": -3.8929287444759396E-17, - "CenterOfMassY": 1.7669513595820228E-10, - "CenterOfMassZ": -0.01578825811215597 - }, - "Box": { - "MinX": 0.18079482772437871, - "MinY": -0.05128000000000002, - "MinZ": -0.26967833112204165, - "MaxX": 0.19262450268578601, - "MaxY": -0.04128, - "MaxZ": -0.22360818992041978 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body006^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body006", - "Part Number": "Body006", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.016740220874308917, - "Density": 1000.0, - "Volume": 1.6740220874308917E-05, - "SurfaceArea": 0.0036127620326998873, - "CenterOfMassX": -1.848413097948716E-19, - "CenterOfMassY": -5.929531889193853E-19, - "CenterOfMassZ": 1.3994832549010902E-19 - }, - "Box": { - "MinX": 0.17261153414097985, - "MinY": -0.060280000000000014, - "MinZ": -0.2597291110199591, - "MaxX": 0.20078934705640117, - "MaxY": -0.03227999999999999, - "MaxZ": -0.2305574667519474 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body008^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body008", - "Part Number": "Body008", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": 0.17528688413410115, - "MinY": -0.02073, - "MinZ": -0.26421242163430214, - "MaxX": 0.18301735747028436, - "MaxY": -0.013229999999999997, - "MaxZ": -0.22666700772040665 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body003^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body003", - "Part Number": "Body003", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.004401015387868156, - "Density": 1000.0, - "Volume": 4.401015387868156E-06, - "SurfaceArea": 0.0026743993427077893, - "CenterOfMassX": -3.7035680648285773E-19, - "CenterOfMassY": -9.719770866822E-19, - "CenterOfMassZ": -0.005802416082260257 - }, - "Box": { - "MinX": 0.1905816750238554, - "MinY": -0.0069999999999999975, - "MinZ": -0.2644183249761449, - "MaxX": 0.22941832497614514, - "MaxY": -0.002999999999999987, - "MaxZ": -0.22558167502385518 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body007^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body007", - "Part Number": "Body007", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0031566488431149565, - "Density": 1000.0, - "Volume": 3.1566488431149566E-06, - "SurfaceArea": 0.003755004260552404, - "CenterOfMassX": -0.006899986932998869, - "CenterOfMassY": -4.859293310289619E-08, - "CenterOfMassZ": 0.005633728675843915 - }, - "Box": { - "MinX": 0.13661175532211756, - "MinY": -0.02639043484851101, - "MinZ": -0.2609504476698624, - "MaxX": 0.17681340320574856, - "MaxY": -0.006340377326981105, - "MaxZ": -0.22970497203323825 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/M6-Nut^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "M6-Nut", - "Part Number": "M6-Nut", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0003584677557128669, - "Density": 1000.0, - "Volume": 3.584677557128669E-07, - "SurfaceArea": 0.00039579051136886417, - "CenterOfMassX": -2.5279967771517576E-16, - "CenterOfMassY": -2.2980275211112486E-16, - "CenterOfMassZ": 0.0028857104987692547 - }, - "Box": { - "MinX": 0.18128316548332332, - "MinY": -0.05128, - "MinZ": -0.26867682180551, - "MaxX": 0.1923698549554346, - "MaxY": -0.04127999999999999, - "MaxZ": -0.2626089806639803 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body002^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body002", - "Part Number": "Body002", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.009951342649145947, - "Density": 999.9999999999999, - "Volume": 9.951342649145948E-06, - "SurfaceArea": 0.011499613334121979, - "CenterOfMassX": -0.012770037934188025, - "CenterOfMassY": 2.0465972199525744E-07, - "CenterOfMassZ": -0.011981566398588276 - }, - "Box": { - "MinX": 0.1582187571799202, - "MinY": -0.05519275710866001, - "MinZ": -0.26681725238526305, - "MaxX": 0.2316318379505308, - "MaxY": -0.007779999999999981, - "MaxZ": -0.22336816204946952 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body004^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body004", - "Part Number": "Body004", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0067453709543875496, - "Density": 1000.0, - "Volume": 6.74537095438755E-06, - "SurfaceArea": 0.0033252214768204496, - "CenterOfMassX": 3.033064556283E-11, - "CenterOfMassY": -4.21960434302852E-12, - "CenterOfMassZ": -0.007842568076846756 - }, - "Box": { - "MinX": 0.18925365576086575, - "MinY": -0.013749999999999998, - "MinZ": -0.26574634423913457, - "MaxX": 0.2307463442391348, - "MaxY": 0.0002500000000000115, - "MaxZ": -0.22425365576086553 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body009^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body009", - "Part Number": "Body009", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": 0.1604871639993636, - "MinY": -0.020730000000000005, - "MinZ": -0.26430343775070164, - "MaxX": 0.16821763733554682, - "MaxY": -0.01323, - "MaxZ": -0.2267580238368061 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body010^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body010", - "Part Number": "Body010", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.001335021065197122, - "Density": 999.9999999999999, - "Volume": 1.3350210651971221E-06, - "SurfaceArea": 0.0030550094216583445, - "CenterOfMassX": -0.003932737859156656, - "CenterOfMassY": -2.335952527998336E-15, - "CenterOfMassZ": -0.0025075156210761316 - }, - "Box": { - "MinX": 0.15334468576833124, - "MinY": -0.033309456158302164, - "MinZ": -0.26084754259251425, - "MaxX": 0.199245526104209, - "MaxY": -0.012079999999985993, - "MaxZ": -0.22956701775503402 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1", - "Children": [ - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1/2-3751-105_80-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.023856024541873196, - "Density": 1000.0, - "Volume": 2.3856024541873196E-05, - "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, - "CenterOfMassZ": 0.0015 - }, - "Box": { - "MinX": 0.15750000000000014, - "MinY": -0.003, - "MinZ": -0.28500000000000025, - "MaxX": 0.2625000000000004, - "MaxY": 1.1926223897340549E-17, - "MaxZ": -0.2049999999999999 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.023856024541873192, - "Density": 1000.0, - "Volume": 2.3856024541873193E-05, - "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.3325066234256617E-17, - "CenterOfMassY": 0.0015, - "CenterOfMassZ": 6.9141703995478865E-19 - }, - "Box": { - "MinX": 0.15750000000000014, - "MinY": -0.003, - "MinZ": -0.28500000000000025, - "MaxX": 0.2625000000000004, - "MaxY": 1.1926223897340549E-17, - "MaxZ": -0.2049999999999999 - }, - "Material": { - "2-3751-105_80-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Definition": "design", - "Part Number": "Unnamed6", - "Nomenclature": "Unnamed6" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.11404801292420105, - "Density": 999.9999999999998, - "Volume": 0.00011404801292420107, - "SurfaceArea": 0.05517800190664636, - "CenterOfMassX": -0.01637136403086971, - "CenterOfMassY": 5.8696489416421596E-05, - "CenterOfMassZ": -0.02977380757544243 - }, - "Box": { - "MinX": 0.1265652575617685, - "MinY": -0.07168000000000001, - "MinZ": -0.32201468751518586, - "MaxX": 0.2934347424382321, - "MaxY": 0.000250000000000028, - "MaxZ": -0.1679853124848143 - }, - "Material": { - "Body005^105x80-Caster-1": "", - "M6x42-Screw^105x80-Caster-1": "", - "Body006^105x80-Caster-1": "", - "Body008^105x80-Caster-1": "", - "Body003^105x80-Caster-1": "", - "Body007^105x80-Caster-1": "", - "M6-Nut^105x80-Caster-1": "", - "Body002^105x80-Caster-1": "", - "Body004^105x80-Caster-1": "", - "Body009^105x80-Caster-1": "", - "Body010^105x80-Caster-1": "", - "Alex-2-3751-105_80-1/2-3751-105_80-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body005^105x80-Caster-1", + "Name": "850_PressAssembly-1/710_60-40-SupportBeam-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body005", - "Part Number": "Body005", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.044472674984891616, - "Density": 999.9999999999999, - "Volume": 4.447267498489162E-05, - "SurfaceArea": 0.0068781858360364625, - "CenterOfMassX": 5.2119750064059625E-08, - "CenterOfMassY": 9.028815585559905E-09, - "CenterOfMassZ": -5.127525290385049E-07 - }, - "Box": { - "MinX": 0.16080479867550654, - "MinY": -0.07168000000000001, - "MinZ": -0.2571518710519342, - "MaxX": 0.21259608252187853, - "MaxY": -0.020879999999999996, - "MaxZ": -0.23313470671997327 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/M6x42-Screw^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "M6x42-Screw", - "Part Number": "M6x42-Screw", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0015270818386688796, - "Density": 1000.0, - "Volume": 1.5270818386688796E-06, - "SurfaceArea": 0.0010904874574710463, - "CenterOfMassX": -3.8929287444759396E-17, - "CenterOfMassY": 1.7669513595820228E-10, - "CenterOfMassZ": -0.01578825811215597 - }, - "Box": { - "MinX": 0.18079482772437871, - "MinY": -0.05128000000000002, - "MinZ": -0.26967833112204165, - "MaxX": 0.19262450268578601, - "MaxY": -0.04128, - "MaxZ": -0.22360818992041978 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body006^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body006", - "Part Number": "Body006", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.016740220874308917, - "Density": 1000.0, - "Volume": 1.6740220874308917E-05, - "SurfaceArea": 0.0036127620326998873, - "CenterOfMassX": -1.848413097948716E-19, - "CenterOfMassY": -5.929531889193853E-19, - "CenterOfMassZ": 1.3994832549010902E-19 - }, - "Box": { - "MinX": 0.17261153414097985, - "MinY": -0.060280000000000014, - "MinZ": -0.2597291110199591, - "MaxX": 0.20078934705640117, - "MaxY": -0.03227999999999999, - "MaxZ": -0.2305574667519474 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body008^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body008", - "Part Number": "Body008", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": 0.17528688413410115, - "MinY": -0.02073, - "MinZ": -0.26421242163430214, - "MaxX": 0.18301735747028436, - "MaxY": -0.013229999999999997, - "MaxZ": -0.22666700772040665 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body003^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body003", - "Part Number": "Body003", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.004401015387868156, - "Density": 1000.0, - "Volume": 4.401015387868156E-06, - "SurfaceArea": 0.0026743993427077893, - "CenterOfMassX": -3.7035680648285773E-19, - "CenterOfMassY": -9.719770866822E-19, - "CenterOfMassZ": -0.005802416082260257 - }, - "Box": { - "MinX": 0.1905816750238554, - "MinY": -0.0069999999999999975, - "MinZ": -0.2644183249761449, - "MaxX": 0.22941832497614514, - "MaxY": -0.002999999999999987, - "MaxZ": -0.22558167502385518 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body007^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body007", - "Part Number": "Body007", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0031566488431149565, - "Density": 1000.0, - "Volume": 3.1566488431149566E-06, - "SurfaceArea": 0.003755004260552404, - "CenterOfMassX": -0.006899986932998869, - "CenterOfMassY": -4.859293310289619E-08, - "CenterOfMassZ": 0.005633728675843915 - }, - "Box": { - "MinX": 0.13661175532211756, - "MinY": -0.02639043484851101, - "MinZ": -0.2609504476698624, - "MaxX": 0.17681340320574856, - "MaxY": -0.006340377326981105, - "MaxZ": -0.22970497203323825 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/M6-Nut^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "M6-Nut", - "Part Number": "M6-Nut", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0003584677557128669, - "Density": 1000.0, - "Volume": 3.584677557128669E-07, - "SurfaceArea": 0.00039579051136886417, - "CenterOfMassX": -2.5279967771517576E-16, - "CenterOfMassY": -2.2980275211112486E-16, - "CenterOfMassZ": 0.0028857104987692547 - }, - "Box": { - "MinX": 0.18128316548332332, - "MinY": -0.05128, - "MinZ": -0.26867682180551, - "MaxX": 0.1923698549554346, - "MaxY": -0.04127999999999999, - "MaxZ": -0.2626089806639803 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body002^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body002", - "Part Number": "Body002", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.009951342649145947, - "Density": 999.9999999999999, - "Volume": 9.951342649145948E-06, - "SurfaceArea": 0.011499613334121979, - "CenterOfMassX": -0.012770037934188025, - "CenterOfMassY": 2.0465972199525744E-07, - "CenterOfMassZ": -0.011981566398588276 - }, - "Box": { - "MinX": 0.1582187571799202, - "MinY": -0.05519275710866001, - "MinZ": -0.26681725238526305, - "MaxX": 0.2316318379505308, - "MaxY": -0.007779999999999981, - "MaxZ": -0.22336816204946952 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body004^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body004", - "Part Number": "Body004", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0067453709543875496, - "Density": 1000.0, - "Volume": 6.74537095438755E-06, - "SurfaceArea": 0.0033252214768204496, - "CenterOfMassX": 3.033064556283E-11, - "CenterOfMassY": -4.21960434302852E-12, - "CenterOfMassZ": -0.007842568076846756 - }, - "Box": { - "MinX": 0.18925365576086575, - "MinY": -0.013749999999999998, - "MinZ": -0.26574634423913457, - "MaxX": 0.2307463442391348, - "MaxY": 0.0002500000000000115, - "MaxZ": -0.22425365576086553 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body009^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body009", - "Part Number": "Body009", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": 0.1604871639993636, - "MinY": -0.020730000000000005, - "MinZ": -0.26430343775070164, - "MaxX": 0.16821763733554682, - "MaxY": -0.01323, - "MaxZ": -0.2267580238368061 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Body010^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body010", - "Part Number": "Body010", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.001335021065197122, - "Density": 999.9999999999999, - "Volume": 1.3350210651971221E-06, - "SurfaceArea": 0.0030550094216583445, - "CenterOfMassX": -0.003932737859156656, - "CenterOfMassY": -2.335952527998336E-15, - "CenterOfMassZ": -0.0025075156210761316 - }, - "Box": { - "MinX": 0.15334468576833124, - "MinY": -0.033309456158302164, - "MinZ": -0.26084754259251425, - "MaxX": 0.199245526104209, - "MaxY": -0.012079999999985993, - "MaxZ": -0.22956701775503402 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1", - "Children": [ - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1/2-3751-105_80-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.023856024541873196, - "Density": 1000.0, - "Volume": 2.3856024541873196E-05, - "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, - "CenterOfMassZ": 0.0015 - }, - "Box": { - "MinX": 0.15750000000000014, - "MinY": -0.003, - "MinZ": -0.28500000000000025, - "MaxX": 0.2625000000000004, - "MaxY": 1.1926223897340549E-17, - "MaxZ": -0.2049999999999999 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.023856024541873196, - "Density": 1000.0, - "Volume": 2.3856024541873196E-05, - "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.3424540343779538E-17, - "CenterOfMassY": 0.0015, - "CenterOfMassZ": 7.671843209818461E-19 - }, - "Box": { - "MinX": 0.15750000000000014, - "MinY": -0.003, - "MinZ": -0.28500000000000025, - "MaxX": 0.2625000000000004, - "MaxY": 1.1926223897340549E-17, - "MaxZ": -0.2049999999999999 - }, - "Material": { - "2-3751-105_80-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1/2-3751-105_80-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.023856024541873196, - "Density": 1000.0, - "Volume": 2.3856024541873196E-05, - "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, - "CenterOfMassZ": 0.0015 - }, - "Box": { - "MinX": 0.15750000000000014, - "MinY": -0.003, - "MinZ": -0.28500000000000025, - "MaxX": 0.2625000000000004, - "MaxY": 1.1926223897340549E-17, - "MaxZ": -0.2049999999999999 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/303_Front_x1_10mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\303_Front_x1_10mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.4834007268063496, - "Density": 999.9999999999999, - "Volume": 0.00048340072680634963, - "SurfaceArea": 0.1170700354793252, - "CenterOfMassX": -0.0005790973821967123, - "CenterOfMassY": -2.185664370946215E-07, - "CenterOfMassZ": 0.0050000000000006775 - }, - "Box": { - "MinX": 0.0299999999999188, - "MinY": 1.4580000000000002, - "MinZ": -0.315, - "MaxX": 0.03999999999999977, - "MaxY": 1.5380000000000003, - "MaxZ": 0.315 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/303_Front_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\303_Front_x1_10mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.4834007268063496, - "Density": 999.9999999999999, - "Volume": 0.00048340072680634963, - "SurfaceArea": 0.1170700354793252, - "CenterOfMassX": -0.0005790973821967123, - "CenterOfMassY": -2.185664370946215E-07, - "CenterOfMassZ": 0.0050000000000006775 - }, - "Box": { - "MinX": -0.03999999999999977, - "MinY": 1.4580000000000002, - "MinZ": -0.315, - "MaxX": -0.0299999999999188, - "MaxY": 1.5380000000000003, - "MaxZ": 0.315 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/722_CasterExtension_x4_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\100_Framework\\722_CasterExtension_x4_10mm_FERRO.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", "Parent": null, "Properties": null, "Equations": null, @@ -33799,35 +34764,75 @@ "Name": "850_PressAssembly-1/105x80-Caster-3", "Children": [ { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body005^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-3/Body007^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body005", - "Part Number": "Body005", + "Nomenclature": "Body007", + "Part Number": "Body007", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.044472674984891616, + "Mass": 0.0031566488431149556, + "Density": 1000.0, + "Volume": 3.1566488431149557E-06, + "SurfaceArea": 0.003755004260552404, + "CenterOfMassX": -0.0068999869329988694, + "CenterOfMassY": -4.859293310229432E-08, + "CenterOfMassZ": 0.005633728675843913 + }, + "Box": { + "MinX": 0.13661175532211736, + "MinY": -0.02639043484851101, + "MinZ": 0.22904955233013757, + "MaxX": 0.17681340320574837, + "MaxY": -0.006340377326981105, + "MaxZ": 0.26029502796676174 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body010^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body010", + "Part Number": "Body010", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0013350210651971218, "Density": 999.9999999999999, - "Volume": 4.447267498489162E-05, - "SurfaceArea": 0.0068781858360364625, - "CenterOfMassX": 5.2119750064059625E-08, - "CenterOfMassY": 9.028815585559905E-09, - "CenterOfMassZ": -5.127525290385049E-07 + "Volume": 1.335021065197122E-06, + "SurfaceArea": 0.0030550094216583445, + "CenterOfMassX": -0.003932737859156653, + "CenterOfMassY": -2.3363611077730683E-15, + "CenterOfMassZ": -0.002507515621076131 }, "Box": { - "MinX": 0.16080479867550634, - "MinY": -0.07168000000000001, - "MinZ": 0.23284812894806578, - "MaxX": 0.21259608252187834, - "MaxY": -0.020879999999999996, - "MaxZ": 0.2568652932800267 + "MinX": 0.15334468576833105, + "MinY": -0.033309456158302164, + "MinZ": 0.22915245740748574, + "MaxX": 0.19924552610420881, + "MaxY": -0.012079999999985993, + "MaxZ": 0.26043298224496597 }, "Material": { "Material": "", @@ -33839,115 +34844,35 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-3/M6x42-Screw^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-3/Body002^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "M6x42-Screw", - "Part Number": "M6x42-Screw", + "Nomenclature": "Body002", + "Part Number": "Body002", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.0015270818386688796, - "Density": 1000.0, - "Volume": 1.5270818386688796E-06, - "SurfaceArea": 0.0010904874574710463, - "CenterOfMassX": -3.8929287444759396E-17, - "CenterOfMassY": 1.7669513595820228E-10, - "CenterOfMassZ": -0.01578825811215597 + "Mass": 0.009951342649145947, + "Density": 999.9999999999999, + "Volume": 9.951342649145948E-06, + "SurfaceArea": 0.011499613334121979, + "CenterOfMassX": -0.012770037934188024, + "CenterOfMassY": 2.0465972199525744E-07, + "CenterOfMassZ": -0.011981566398588281 }, "Box": { - "MinX": 0.18079482772437852, - "MinY": -0.05128000000000002, - "MinZ": 0.22032166887795837, - "MaxX": 0.19262450268578582, - "MaxY": -0.04128, - "MaxZ": 0.26639181007958024 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body006^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body006", - "Part Number": "Body006", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.016740220874308917, - "Density": 1000.0, - "Volume": 1.6740220874308917E-05, - "SurfaceArea": 0.0036127620326998873, - "CenterOfMassX": -1.848413097948716E-19, - "CenterOfMassY": -5.929531889193853E-19, - "CenterOfMassZ": 1.3994832549010902E-19 - }, - "Box": { - "MinX": 0.17261153414097966, - "MinY": -0.060280000000000014, - "MinZ": 0.23027088898004086, - "MaxX": 0.20078934705640097, - "MaxY": -0.03227999999999999, - "MaxZ": 0.25944253324805255 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body008^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body008", - "Part Number": "Body008", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": 0.17528688413410093, - "MinY": -0.02073, - "MinZ": 0.22578757836569785, - "MaxX": 0.18301735747028414, - "MaxY": -0.013229999999999997, - "MaxZ": 0.26333299227959334 + "MinX": 0.15821875717992, + "MinY": -0.05519275710866001, + "MinZ": 0.22318274761473694, + "MaxX": 0.2316318379505306, + "MaxY": -0.007779999999999981, + "MaxZ": 0.26663183795053047 }, "Material": { "Material": "", @@ -33961,7 +34886,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-3/Body003^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, @@ -33999,35 +34924,155 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body007^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-3/M6x42-Screw^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body007", - "Part Number": "Body007", + "Nomenclature": "M6x42-Screw", + "Part Number": "M6x42-Screw", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.0031566488431149565, + "Mass": 0.0015270818386688796, "Density": 1000.0, - "Volume": 3.1566488431149566E-06, - "SurfaceArea": 0.003755004260552404, - "CenterOfMassX": -0.006899986932998869, - "CenterOfMassY": -4.859293310289619E-08, - "CenterOfMassZ": 0.005633728675843915 + "Volume": 1.5270818386688796E-06, + "SurfaceArea": 0.0010904874574710463, + "CenterOfMassX": -3.893775110187577E-17, + "CenterOfMassY": 1.7669513598200632E-10, + "CenterOfMassZ": -0.01578825811215597 }, "Box": { - "MinX": 0.13661175532211736, - "MinY": -0.02639043484851101, - "MinZ": 0.22904955233013757, - "MaxX": 0.17681340320574837, - "MaxY": -0.006340377326981105, - "MaxZ": 0.26029502796676174 + "MinX": 0.18079482772437852, + "MinY": -0.05128000000000002, + "MinZ": 0.22032166887795837, + "MaxX": 0.19262450268578582, + "MaxY": -0.04128, + "MaxZ": 0.26639181007958024 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body004^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body004", + "Part Number": "Body004", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00674537095438755, + "Density": 1000.0, + "Volume": 6.745370954387551E-06, + "SurfaceArea": 0.0033252214768204496, + "CenterOfMassX": 3.0330645560539677E-11, + "CenterOfMassY": -4.2196043123711755E-12, + "CenterOfMassZ": -0.007842568076846756 + }, + "Box": { + "MinX": 0.18925365576086556, + "MinY": -0.013749999999999998, + "MinZ": 0.22425365576086542, + "MaxX": 0.2307463442391346, + "MaxY": 0.0002500000000000115, + "MaxZ": 0.26574634423913446 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body006^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body006", + "Part Number": "Body006", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.016740220874308917, + "Density": 1000.0, + "Volume": 1.6740220874308917E-05, + "SurfaceArea": 0.0036127620326998873, + "CenterOfMassX": -1.848413097948716E-19, + "CenterOfMassY": -7.350148904313213E-19, + "CenterOfMassZ": 1.3994832549010902E-19 + }, + "Box": { + "MinX": 0.17261153414097966, + "MinY": -0.060280000000000014, + "MinZ": 0.23027088898004086, + "MaxX": 0.20078934705640097, + "MaxY": -0.03227999999999999, + "MaxZ": 0.25944253324805255 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body005^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body005", + "Part Number": "Body005", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.044472674984891616, + "Density": 999.9999999999999, + "Volume": 4.447267498489162E-05, + "SurfaceArea": 0.0068781858360364625, + "CenterOfMassX": 5.2119750064059625E-08, + "CenterOfMassY": 9.028815585559905E-09, + "CenterOfMassZ": -5.127525290385049E-07 + }, + "Box": { + "MinX": 0.16080479867550634, + "MinY": -0.07168000000000001, + "MinZ": 0.23284812894806578, + "MaxX": 0.21259608252187834, + "MaxY": -0.020879999999999996, + "MaxZ": 0.2568652932800267 }, "Material": { "Material": "", @@ -34041,7 +35086,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-3/M6-Nut^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, @@ -34057,7 +35102,7 @@ "Density": 1000.0, "Volume": 3.584677557128669E-07, "SurfaceArea": 0.00039579051136886417, - "CenterOfMassX": -2.5279967771517576E-16, + "CenterOfMassX": -2.5281678762513634E-16, "CenterOfMassY": -2.2980275211112486E-16, "CenterOfMassZ": 0.0028857104987692547 }, @@ -34079,75 +35124,35 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body002^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-3/Body008^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body002", - "Part Number": "Body002", + "Nomenclature": "Body008", + "Part Number": "Body008", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.009951342649145947, - "Density": 999.9999999999999, - "Volume": 9.951342649145948E-06, - "SurfaceArea": 0.011499613334121979, - "CenterOfMassX": -0.012770037934188025, - "CenterOfMassY": 2.0465972199525744E-07, - "CenterOfMassZ": -0.011981566398588276 - }, - "Box": { - "MinX": 0.15821875717992, - "MinY": -0.05519275710866001, - "MinZ": 0.22318274761473694, - "MaxX": 0.2316318379505306, - "MaxY": -0.007779999999999981, - "MaxZ": 0.26663183795053047 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body004^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body004", - "Part Number": "Body004", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0067453709543875496, + "Mass": 0.000752072014515922, "Density": 1000.0, - "Volume": 6.74537095438755E-06, - "SurfaceArea": 0.0033252214768204496, - "CenterOfMassX": 3.033064556283E-11, - "CenterOfMassY": -4.21960434302852E-12, - "CenterOfMassZ": -0.007842568076846756 + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 }, "Box": { - "MinX": 0.18925365576086556, - "MinY": -0.013749999999999998, - "MinZ": 0.22425365576086542, - "MaxX": 0.2307463442391346, - "MaxY": 0.0002500000000000115, - "MaxZ": 0.26574634423913446 + "MinX": 0.17528688413410093, + "MinY": -0.02073, + "MinZ": 0.22578757836569785, + "MaxX": 0.18301735747028414, + "MaxY": -0.013229999999999997, + "MaxZ": 0.26333299227959334 }, "Material": { "Material": "", @@ -34161,7 +35166,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-3/Body009^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, @@ -34198,46 +35203,6 @@ "IsSuppressed": false, "activeConfiguration": null }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body010^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body010", - "Part Number": "Body010", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.001335021065197122, - "Density": 999.9999999999999, - "Volume": 1.3350210651971221E-06, - "SurfaceArea": 0.0030550094216583445, - "CenterOfMassX": -0.003932737859156656, - "CenterOfMassY": -2.335952527998336E-15, - "CenterOfMassZ": -0.0025075156210761316 - }, - "Box": { - "MinX": 0.15334468576833105, - "MinY": -0.033309456158302164, - "MinZ": 0.22915245740748574, - "MaxX": 0.19924552610420881, - "MaxY": -0.012079999999985993, - "MaxZ": 0.26043298224496597 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "850_PressAssembly-1/105x80-Caster-3/Alex-2-3751-105_80-1", "Children": [ @@ -34255,8 +35220,8 @@ "Density": 1000.0, "Volume": 2.3856024541873196E-05, "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, "CenterOfMassZ": 0.0015 }, "Box": { @@ -34284,13 +35249,13 @@ }, "Equations": {}, "Mass": { - "Mass": 0.023856024541873192, + "Mass": 0.023856024541873196, "Density": 1000.0, - "Volume": 2.3856024541873193E-05, + "Volume": 2.3856024541873196E-05, "SurfaceArea": 0.017412811168962948, "CenterOfMassX": 1.2908979835065776E-17, "CenterOfMassY": 0.0015, - "CenterOfMassZ": 7.607647731532621E-19 + "CenterOfMassZ": 6.525823093636429E-19 }, "Box": { "MinX": 0.15749999999999992, @@ -34326,7 +35291,7 @@ "Volume": 0.00011404801292420107, "SurfaceArea": 0.05517800190664636, "CenterOfMassX": -0.01637136403086971, - "CenterOfMassY": 5.869648941642162E-05, + "CenterOfMassY": 5.869648941642164E-05, "CenterOfMassZ": -0.02977380757544243 }, "Box": { @@ -34338,17 +35303,17 @@ "MaxZ": 0.3220146875151857 }, "Material": { - "Body005^105x80-Caster-1": "", - "M6x42-Screw^105x80-Caster-1": "", - "Body006^105x80-Caster-1": "", - "Body008^105x80-Caster-1": "", - "Body003^105x80-Caster-1": "", "Body007^105x80-Caster-1": "", - "M6-Nut^105x80-Caster-1": "", - "Body002^105x80-Caster-1": "", - "Body004^105x80-Caster-1": "", - "Body009^105x80-Caster-1": "", "Body010^105x80-Caster-1": "", + "Body002^105x80-Caster-1": "", + "Body003^105x80-Caster-1": "", + "M6x42-Screw^105x80-Caster-1": "", + "Body004^105x80-Caster-1": "", + "Body006^105x80-Caster-1": "", + "Body005^105x80-Caster-1": "", + "M6-Nut^105x80-Caster-1": "", + "Body008^105x80-Caster-1": "", + "Body009^105x80-Caster-1": "", "Alex-2-3751-105_80-1/2-3751-105_80-1": "" }, "States": {}, @@ -34357,35 +35322,75 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body005^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-3/Body007^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body005", - "Part Number": "Body005", + "Nomenclature": "Body007", + "Part Number": "Body007", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.044472674984891616, + "Mass": 0.0031566488431149556, + "Density": 1000.0, + "Volume": 3.1566488431149557E-06, + "SurfaceArea": 0.003755004260552404, + "CenterOfMassX": -0.0068999869329988694, + "CenterOfMassY": -4.859293310229432E-08, + "CenterOfMassZ": 0.005633728675843913 + }, + "Box": { + "MinX": 0.13661175532211736, + "MinY": -0.02639043484851101, + "MinZ": 0.22904955233013757, + "MaxX": 0.17681340320574837, + "MaxY": -0.006340377326981105, + "MaxZ": 0.26029502796676174 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body010^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body010", + "Part Number": "Body010", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0013350210651971218, "Density": 999.9999999999999, - "Volume": 4.447267498489162E-05, - "SurfaceArea": 0.0068781858360364625, - "CenterOfMassX": 5.2119750064059625E-08, - "CenterOfMassY": 9.028815585559905E-09, - "CenterOfMassZ": -5.127525290385049E-07 + "Volume": 1.335021065197122E-06, + "SurfaceArea": 0.0030550094216583445, + "CenterOfMassX": -0.003932737859156653, + "CenterOfMassY": -2.3363611077730683E-15, + "CenterOfMassZ": -0.002507515621076131 }, "Box": { - "MinX": 0.16080479867550634, - "MinY": -0.07168000000000001, - "MinZ": 0.23284812894806578, - "MaxX": 0.21259608252187834, - "MaxY": -0.020879999999999996, - "MaxZ": 0.2568652932800267 + "MinX": 0.15334468576833105, + "MinY": -0.033309456158302164, + "MinZ": 0.22915245740748574, + "MaxX": 0.19924552610420881, + "MaxY": -0.012079999999985993, + "MaxZ": 0.26043298224496597 }, "Material": { "Material": "", @@ -34397,115 +35402,35 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-3/M6x42-Screw^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-3/Body002^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, "Global": { - "Nomenclature": "M6x42-Screw", - "Part Number": "M6x42-Screw", + "Nomenclature": "Body002", + "Part Number": "Body002", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.0015270818386688796, - "Density": 1000.0, - "Volume": 1.5270818386688796E-06, - "SurfaceArea": 0.0010904874574710463, - "CenterOfMassX": -3.8929287444759396E-17, - "CenterOfMassY": 1.7669513595820228E-10, - "CenterOfMassZ": -0.01578825811215597 + "Mass": 0.009951342649145947, + "Density": 999.9999999999999, + "Volume": 9.951342649145948E-06, + "SurfaceArea": 0.011499613334121979, + "CenterOfMassX": -0.012770037934188024, + "CenterOfMassY": 2.0465972199525744E-07, + "CenterOfMassZ": -0.011981566398588281 }, "Box": { - "MinX": 0.18079482772437852, - "MinY": -0.05128000000000002, - "MinZ": 0.22032166887795837, - "MaxX": 0.19262450268578582, - "MaxY": -0.04128, - "MaxZ": 0.26639181007958024 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body006^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body006", - "Part Number": "Body006", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.016740220874308917, - "Density": 1000.0, - "Volume": 1.6740220874308917E-05, - "SurfaceArea": 0.0036127620326998873, - "CenterOfMassX": -1.848413097948716E-19, - "CenterOfMassY": -5.929531889193853E-19, - "CenterOfMassZ": 1.3994832549010902E-19 - }, - "Box": { - "MinX": 0.17261153414097966, - "MinY": -0.060280000000000014, - "MinZ": 0.23027088898004086, - "MaxX": 0.20078934705640097, - "MaxY": -0.03227999999999999, - "MaxZ": 0.25944253324805255 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body008^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body008", - "Part Number": "Body008", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": 0.17528688413410093, - "MinY": -0.02073, - "MinZ": 0.22578757836569785, - "MaxX": 0.18301735747028414, - "MaxY": -0.013229999999999997, - "MaxZ": 0.26333299227959334 + "MinX": 0.15821875717992, + "MinY": -0.05519275710866001, + "MinZ": 0.22318274761473694, + "MaxX": 0.2316318379505306, + "MaxY": -0.007779999999999981, + "MaxZ": 0.26663183795053047 }, "Material": { "Material": "", @@ -34519,7 +35444,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-3/Body003^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, @@ -34557,35 +35482,155 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body007^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-3/M6x42-Screw^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body007", - "Part Number": "Body007", + "Nomenclature": "M6x42-Screw", + "Part Number": "M6x42-Screw", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.0031566488431149565, + "Mass": 0.0015270818386688796, "Density": 1000.0, - "Volume": 3.1566488431149566E-06, - "SurfaceArea": 0.003755004260552404, - "CenterOfMassX": -0.006899986932998869, - "CenterOfMassY": -4.859293310289619E-08, - "CenterOfMassZ": 0.005633728675843915 + "Volume": 1.5270818386688796E-06, + "SurfaceArea": 0.0010904874574710463, + "CenterOfMassX": -3.893775110187577E-17, + "CenterOfMassY": 1.7669513598200632E-10, + "CenterOfMassZ": -0.01578825811215597 }, "Box": { - "MinX": 0.13661175532211736, - "MinY": -0.02639043484851101, - "MinZ": 0.22904955233013757, - "MaxX": 0.17681340320574837, - "MaxY": -0.006340377326981105, - "MaxZ": 0.26029502796676174 + "MinX": 0.18079482772437852, + "MinY": -0.05128000000000002, + "MinZ": 0.22032166887795837, + "MaxX": 0.19262450268578582, + "MaxY": -0.04128, + "MaxZ": 0.26639181007958024 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body004^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body004", + "Part Number": "Body004", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00674537095438755, + "Density": 1000.0, + "Volume": 6.745370954387551E-06, + "SurfaceArea": 0.0033252214768204496, + "CenterOfMassX": 3.0330645560539677E-11, + "CenterOfMassY": -4.2196043123711755E-12, + "CenterOfMassZ": -0.007842568076846756 + }, + "Box": { + "MinX": 0.18925365576086556, + "MinY": -0.013749999999999998, + "MinZ": 0.22425365576086542, + "MaxX": 0.2307463442391346, + "MaxY": 0.0002500000000000115, + "MaxZ": 0.26574634423913446 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body006^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body006", + "Part Number": "Body006", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.016740220874308917, + "Density": 1000.0, + "Volume": 1.6740220874308917E-05, + "SurfaceArea": 0.0036127620326998873, + "CenterOfMassX": -1.848413097948716E-19, + "CenterOfMassY": -7.350148904313213E-19, + "CenterOfMassZ": 1.3994832549010902E-19 + }, + "Box": { + "MinX": 0.17261153414097966, + "MinY": -0.060280000000000014, + "MinZ": 0.23027088898004086, + "MaxX": 0.20078934705640097, + "MaxY": -0.03227999999999999, + "MaxZ": 0.25944253324805255 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-3/Body005^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body005", + "Part Number": "Body005", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.044472674984891616, + "Density": 999.9999999999999, + "Volume": 4.447267498489162E-05, + "SurfaceArea": 0.0068781858360364625, + "CenterOfMassX": 5.2119750064059625E-08, + "CenterOfMassY": 9.028815585559905E-09, + "CenterOfMassZ": -5.127525290385049E-07 + }, + "Box": { + "MinX": 0.16080479867550634, + "MinY": -0.07168000000000001, + "MinZ": 0.23284812894806578, + "MaxX": 0.21259608252187834, + "MaxY": -0.020879999999999996, + "MaxZ": 0.2568652932800267 }, "Material": { "Material": "", @@ -34599,7 +35644,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-3/M6-Nut^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, @@ -34615,7 +35660,7 @@ "Density": 1000.0, "Volume": 3.584677557128669E-07, "SurfaceArea": 0.00039579051136886417, - "CenterOfMassX": -2.5279967771517576E-16, + "CenterOfMassX": -2.5281678762513634E-16, "CenterOfMassY": -2.2980275211112486E-16, "CenterOfMassZ": 0.0028857104987692547 }, @@ -34637,75 +35682,35 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body002^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-3/Body008^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body002", - "Part Number": "Body002", + "Nomenclature": "Body008", + "Part Number": "Body008", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.009951342649145947, - "Density": 999.9999999999999, - "Volume": 9.951342649145948E-06, - "SurfaceArea": 0.011499613334121979, - "CenterOfMassX": -0.012770037934188025, - "CenterOfMassY": 2.0465972199525744E-07, - "CenterOfMassZ": -0.011981566398588276 - }, - "Box": { - "MinX": 0.15821875717992, - "MinY": -0.05519275710866001, - "MinZ": 0.22318274761473694, - "MaxX": 0.2316318379505306, - "MaxY": -0.007779999999999981, - "MaxZ": 0.26663183795053047 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body004^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body004", - "Part Number": "Body004", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0067453709543875496, + "Mass": 0.000752072014515922, "Density": 1000.0, - "Volume": 6.74537095438755E-06, - "SurfaceArea": 0.0033252214768204496, - "CenterOfMassX": 3.033064556283E-11, - "CenterOfMassY": -4.21960434302852E-12, - "CenterOfMassZ": -0.007842568076846756 + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 }, "Box": { - "MinX": 0.18925365576086556, - "MinY": -0.013749999999999998, - "MinZ": 0.22425365576086542, - "MaxX": 0.2307463442391346, - "MaxY": 0.0002500000000000115, - "MaxZ": 0.26574634423913446 + "MinX": 0.17528688413410093, + "MinY": -0.02073, + "MinZ": 0.22578757836569785, + "MaxX": 0.18301735747028414, + "MaxY": -0.013229999999999997, + "MaxZ": 0.26333299227959334 }, "Material": { "Material": "", @@ -34719,7 +35724,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-3/Body009^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, @@ -34756,46 +35761,6 @@ "IsSuppressed": false, "activeConfiguration": null }, - { - "Name": "850_PressAssembly-1/105x80-Caster-3/Body010^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body010", - "Part Number": "Body010", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.001335021065197122, - "Density": 999.9999999999999, - "Volume": 1.3350210651971221E-06, - "SurfaceArea": 0.0030550094216583445, - "CenterOfMassX": -0.003932737859156656, - "CenterOfMassY": -2.335952527998336E-15, - "CenterOfMassZ": -0.0025075156210761316 - }, - "Box": { - "MinX": 0.15334468576833105, - "MinY": -0.033309456158302164, - "MinZ": 0.22915245740748574, - "MaxX": 0.19924552610420881, - "MaxY": -0.012079999999985993, - "MaxZ": 0.26043298224496597 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "850_PressAssembly-1/105x80-Caster-3/Alex-2-3751-105_80-1", "Children": [ @@ -34813,8 +35778,8 @@ "Density": 1000.0, "Volume": 2.3856024541873196E-05, "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, "CenterOfMassZ": 0.0015 }, "Box": { @@ -34842,13 +35807,13 @@ }, "Equations": {}, "Mass": { - "Mass": 0.023856024541873192, + "Mass": 0.023856024541873196, "Density": 1000.0, - "Volume": 2.3856024541873193E-05, + "Volume": 2.3856024541873196E-05, "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.2908979835065776E-17, + "CenterOfMassX": 1.3047675301462722E-17, "CenterOfMassY": 0.0015, - "CenterOfMassZ": 1.107503439145629E-18 + "CenterOfMassZ": 6.914170399547882E-19 }, "Box": { "MinX": 0.15749999999999992, @@ -34880,8 +35845,8 @@ "Density": 1000.0, "Volume": 2.3856024541873196E-05, "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, "CenterOfMassZ": 0.0015 }, "Box": { @@ -34901,39 +35866,196 @@ "IsSuppressed": false, "activeConfiguration": null }, + { + "Name": "850_PressAssembly-1/720_GroundPlate_x1_10mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\720_GroundPlate_x1_10mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "ELZM-Default": {}, + "CS-650": {} + }, + "Equations": { + "Width": 600.0, + "D1@Sketch1": 600.0, + "Depth": 500.0, + "Casters-X-Offset": 25.0, + "Casters-Y-Offset": 25.0, + "D3@Sketch4": 25.0, + "D4@Sketch4": 25.0 + }, + "Mass": { + "Mass": 2.897912348562946, + "Density": 1000.0, + "Volume": 0.0028979123485629458, + "SurfaceArea": 0.5273972799644386, + "CenterOfMassX": -3.2641813058948614E-18, + "CenterOfMassY": 1.795801444018304E-17, + "CenterOfMassZ": 0.006000000000000003 + }, + "Box": { + "MinX": -0.2749999999999999, + "MinY": -1.2535111837408408E-14, + "MinZ": -0.30000000000000004, + "MaxX": 0.27500000000000013, + "MaxY": 0.012, + "MaxZ": 0.29999999999999993 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/303_Front_x1_10mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\303_Front_x1_10mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.4848392620824169, + "Density": 1000.0, + "Volume": 0.0004848392620824169, + "SurfaceArea": 0.11704986645449905, + "CenterOfMassX": -0.0008516288298827752, + "CenterOfMassY": -2.1791794271521652E-07, + "CenterOfMassZ": 0.005000000000000773 + }, + "Box": { + "MinX": -0.03999999999999977, + "MinY": 1.4580000000000002, + "MinZ": -0.315, + "MaxX": -0.0299999999999188, + "MaxY": 1.5380000000000003, + "MaxZ": 0.315 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/820_ELZM-Slide-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_ELZM-Slide.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "CAM": {}, + "Up": {}, + "Down": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.2158368360900975, + "Density": 7800.0, + "Volume": 0.0002840816456525766, + "SurfaceArea": 0.047078073940904214, + "CenterOfMassX": 1.9101215799714393E-18, + "CenterOfMassY": 0.040959126839116754, + "CenterOfMassZ": 2.9435900272889384E-19 + }, + "Box": { + "MinX": -0.029999999999999742, + "MinY": 1.4580000000000002, + "MinZ": -0.31500000000000006, + "MaxX": 0.030000000000000276, + "MaxY": 1.5380000000000003, + "MaxZ": -0.23500000000000007 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Materials": "SOLIDWORKS Materials" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, { "Name": "850_PressAssembly-1/105x80-Caster-1", "Children": [ { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body005^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-1/Body007^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body005", - "Part Number": "Body005", + "Nomenclature": "Body007", + "Part Number": "Body007", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.044472674984891616, + "Mass": 0.0031566488431149556, + "Density": 1000.0, + "Volume": 3.1566488431149557E-06, + "SurfaceArea": 0.003755004260552404, + "CenterOfMassX": -0.0068999869329988694, + "CenterOfMassY": -4.859293310229432E-08, + "CenterOfMassZ": 0.005633728675843913 + }, + "Box": { + "MinX": -0.28338824467788265, + "MinY": -0.02639043484851101, + "MinZ": 0.22904955233013793, + "MaxX": -0.24318659679425184, + "MaxY": -0.00634037732698111, + "MaxZ": 0.26029502796676185 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body010^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body010", + "Part Number": "Body010", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0013350210651971218, "Density": 999.9999999999999, - "Volume": 4.447267498489162E-05, - "SurfaceArea": 0.0068781858360364625, - "CenterOfMassX": 5.2119750064059625E-08, - "CenterOfMassY": 9.028815585559905E-09, - "CenterOfMassZ": -5.127525290385049E-07 + "Volume": 1.335021065197122E-06, + "SurfaceArea": 0.0030550094216583445, + "CenterOfMassX": -0.003932737859156653, + "CenterOfMassY": -2.3363611077730683E-15, + "CenterOfMassZ": -0.002507515621076131 }, "Box": { - "MinX": -0.25919520132449375, - "MinY": -0.07168, - "MinZ": 0.23284812894806606, - "MaxX": -0.20740391747812187, - "MaxY": -0.020879999999999996, - "MaxZ": 0.2568652932800267 + "MinX": -0.26665531423166905, + "MinY": -0.033309456158302164, + "MinZ": 0.22915245740748605, + "MaxX": -0.22075447389579142, + "MaxY": -0.012079999999985998, + "MaxZ": 0.260432982244966 }, "Material": { "Material": "", @@ -34945,115 +36067,35 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-1/M6x42-Screw^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-1/Body002^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "M6x42-Screw", - "Part Number": "M6x42-Screw", + "Nomenclature": "Body002", + "Part Number": "Body002", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.0015270818386688796, - "Density": 1000.0, - "Volume": 1.5270818386688796E-06, - "SurfaceArea": 0.0010904874574710463, - "CenterOfMassX": -3.8929287444759396E-17, - "CenterOfMassY": 1.7669513595820228E-10, - "CenterOfMassZ": -0.01578825811215597 + "Mass": 0.009951342649145947, + "Density": 999.9999999999999, + "Volume": 9.951342649145948E-06, + "SurfaceArea": 0.011499613334121979, + "CenterOfMassX": -0.012770037934188024, + "CenterOfMassY": 2.0465972199525744E-07, + "CenterOfMassZ": -0.011981566398588281 }, "Box": { - "MinX": -0.23920517227562155, - "MinY": -0.051280000000000006, - "MinZ": 0.2203216688779585, - "MaxX": -0.22737549731421447, - "MaxY": -0.04128, - "MaxZ": 0.2663918100795803 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body006^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body006", - "Part Number": "Body006", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.016740220874308917, - "Density": 1000.0, - "Volume": 1.6740220874308917E-05, - "SurfaceArea": 0.0036127620326998873, - "CenterOfMassX": -1.848413097948716E-19, - "CenterOfMassY": -5.929531889193853E-19, - "CenterOfMassZ": 1.3994832549010902E-19 - }, - "Box": { - "MinX": -0.2473884658590204, - "MinY": -0.06028, - "MinZ": 0.23027088898004108, - "MaxX": -0.21921065294359926, - "MaxY": -0.03227999999999999, - "MaxZ": 0.25944253324805266 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body008^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body008", - "Part Number": "Body008", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": -0.2447131158658991, - "MinY": -0.020730000000000002, - "MinZ": 0.225787578365698, - "MaxX": -0.23698264252971613, - "MaxY": -0.013230000000000002, - "MaxZ": 0.26333299227959345 + "MinX": -0.26178124282008003, + "MinY": -0.05519275710866, + "MinZ": 0.2231827476147372, + "MaxX": -0.18836816204946966, + "MaxY": -0.007779999999999988, + "MaxZ": 0.26663183795053036 }, "Material": { "Material": "", @@ -35067,7 +36109,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-1/Body003^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, @@ -35105,35 +36147,155 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body007^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-1/M6x42-Screw^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body007", - "Part Number": "Body007", + "Nomenclature": "M6x42-Screw", + "Part Number": "M6x42-Screw", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.0031566488431149565, + "Mass": 0.0015270818386688796, "Density": 1000.0, - "Volume": 3.1566488431149566E-06, - "SurfaceArea": 0.003755004260552404, - "CenterOfMassX": -0.006899986932998869, - "CenterOfMassY": -4.859293310289619E-08, - "CenterOfMassZ": 0.005633728675843915 + "Volume": 1.5270818386688796E-06, + "SurfaceArea": 0.0010904874574710463, + "CenterOfMassX": -3.893775110187577E-17, + "CenterOfMassY": 1.7669513598200632E-10, + "CenterOfMassZ": -0.01578825811215597 }, "Box": { - "MinX": -0.28338824467788265, - "MinY": -0.02639043484851101, - "MinZ": 0.22904955233013793, - "MaxX": -0.24318659679425184, - "MaxY": -0.00634037732698111, - "MaxZ": 0.26029502796676185 + "MinX": -0.23920517227562155, + "MinY": -0.051280000000000006, + "MinZ": 0.2203216688779585, + "MaxX": -0.22737549731421447, + "MaxY": -0.04128, + "MaxZ": 0.2663918100795803 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body004^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body004", + "Part Number": "Body004", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00674537095438755, + "Density": 1000.0, + "Volume": 6.745370954387551E-06, + "SurfaceArea": 0.0033252214768204496, + "CenterOfMassX": 3.0330645560539677E-11, + "CenterOfMassY": -4.2196043123711755E-12, + "CenterOfMassZ": -0.007842568076846756 + }, + "Box": { + "MinX": -0.23074634423913465, + "MinY": -0.013750000000000002, + "MinZ": 0.22425365576086537, + "MaxX": -0.1892536557608655, + "MaxY": 0.00025000000000000456, + "MaxZ": 0.2657463442391345 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body006^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body006", + "Part Number": "Body006", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.016740220874308917, + "Density": 1000.0, + "Volume": 1.6740220874308917E-05, + "SurfaceArea": 0.0036127620326998873, + "CenterOfMassX": -1.848413097948716E-19, + "CenterOfMassY": -7.350148904313213E-19, + "CenterOfMassZ": 1.3994832549010902E-19 + }, + "Box": { + "MinX": -0.2473884658590204, + "MinY": -0.06028, + "MinZ": 0.23027088898004108, + "MaxX": -0.21921065294359926, + "MaxY": -0.03227999999999999, + "MaxZ": 0.25944253324805266 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body005^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body005", + "Part Number": "Body005", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.044472674984891616, + "Density": 999.9999999999999, + "Volume": 4.447267498489162E-05, + "SurfaceArea": 0.0068781858360364625, + "CenterOfMassX": 5.2119750064059625E-08, + "CenterOfMassY": 9.028815585559905E-09, + "CenterOfMassZ": -5.127525290385049E-07 + }, + "Box": { + "MinX": -0.25919520132449375, + "MinY": -0.07168, + "MinZ": 0.23284812894806606, + "MaxX": -0.20740391747812187, + "MaxY": -0.020879999999999996, + "MaxZ": 0.2568652932800267 }, "Material": { "Material": "", @@ -35147,7 +36309,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-1/M6-Nut^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, @@ -35163,7 +36325,7 @@ "Density": 1000.0, "Volume": 3.584677557128669E-07, "SurfaceArea": 0.00039579051136886417, - "CenterOfMassX": -2.5279967771517576E-16, + "CenterOfMassX": -2.5281678762513634E-16, "CenterOfMassY": -2.2980275211112486E-16, "CenterOfMassZ": 0.0028857104987692547 }, @@ -35185,75 +36347,35 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body002^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-1/Body008^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body002", - "Part Number": "Body002", + "Nomenclature": "Body008", + "Part Number": "Body008", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.009951342649145947, - "Density": 999.9999999999999, - "Volume": 9.951342649145948E-06, - "SurfaceArea": 0.011499613334121979, - "CenterOfMassX": -0.012770037934188025, - "CenterOfMassY": 2.0465972199525744E-07, - "CenterOfMassZ": -0.011981566398588276 - }, - "Box": { - "MinX": -0.26178124282008003, - "MinY": -0.05519275710866, - "MinZ": 0.2231827476147372, - "MaxX": -0.18836816204946966, - "MaxY": -0.007779999999999988, - "MaxZ": 0.26663183795053036 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body004^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body004", - "Part Number": "Body004", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0067453709543875496, + "Mass": 0.000752072014515922, "Density": 1000.0, - "Volume": 6.74537095438755E-06, - "SurfaceArea": 0.0033252214768204496, - "CenterOfMassX": 3.033064556283E-11, - "CenterOfMassY": -4.21960434302852E-12, - "CenterOfMassZ": -0.007842568076846756 + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 }, "Box": { - "MinX": -0.23074634423913465, - "MinY": -0.013750000000000002, - "MinZ": 0.22425365576086537, - "MaxX": -0.1892536557608655, - "MaxY": 0.00025000000000000456, - "MaxZ": 0.2657463442391345 + "MinX": -0.2447131158658991, + "MinY": -0.020730000000000002, + "MinZ": 0.225787578365698, + "MaxX": -0.23698264252971613, + "MaxY": -0.013230000000000002, + "MaxZ": 0.26333299227959345 }, "Material": { "Material": "", @@ -35267,7 +36389,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-1/Body009^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, @@ -35304,46 +36426,6 @@ "IsSuppressed": false, "activeConfiguration": null }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body010^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body010", - "Part Number": "Body010", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.001335021065197122, - "Density": 999.9999999999999, - "Volume": 1.3350210651971221E-06, - "SurfaceArea": 0.0030550094216583445, - "CenterOfMassX": -0.003932737859156656, - "CenterOfMassY": -2.335952527998336E-15, - "CenterOfMassZ": -0.0025075156210761316 - }, - "Box": { - "MinX": -0.26665531423166905, - "MinY": -0.033309456158302164, - "MinZ": 0.22915245740748605, - "MaxX": -0.22075447389579142, - "MaxY": -0.012079999999985998, - "MaxZ": 0.260432982244966 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "850_PressAssembly-1/105x80-Caster-1/Alex-2-3751-105_80-1", "Children": [ @@ -35361,8 +36443,8 @@ "Density": 1000.0, "Volume": 2.3856024541873196E-05, "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, "CenterOfMassZ": 0.0015 }, "Box": { @@ -35394,9 +36476,9 @@ "Density": 1000.0, "Volume": 2.3856024541873196E-05, "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.3047675301462722E-17, + "CenterOfMassX": 1.3325066234256617E-17, "CenterOfMassY": 0.0015, - "CenterOfMassZ": 7.607647731532616E-19 + "CenterOfMassZ": 1.2461989055425753E-18 }, "Box": { "MinX": -0.2625000000000002, @@ -35432,7 +36514,7 @@ "Volume": 0.00011404801292420107, "SurfaceArea": 0.05517800190664636, "CenterOfMassX": -0.01637136403086971, - "CenterOfMassY": 5.869648941642157E-05, + "CenterOfMassY": 5.8696489416421535E-05, "CenterOfMassZ": -0.02977380757544243 }, "Box": { @@ -35444,17 +36526,17 @@ "MaxZ": 0.32201468751518525 }, "Material": { - "Body005^105x80-Caster-1": "", - "M6x42-Screw^105x80-Caster-1": "", - "Body006^105x80-Caster-1": "", - "Body008^105x80-Caster-1": "", - "Body003^105x80-Caster-1": "", "Body007^105x80-Caster-1": "", - "M6-Nut^105x80-Caster-1": "", - "Body002^105x80-Caster-1": "", - "Body004^105x80-Caster-1": "", - "Body009^105x80-Caster-1": "", "Body010^105x80-Caster-1": "", + "Body002^105x80-Caster-1": "", + "Body003^105x80-Caster-1": "", + "M6x42-Screw^105x80-Caster-1": "", + "Body004^105x80-Caster-1": "", + "Body006^105x80-Caster-1": "", + "Body005^105x80-Caster-1": "", + "M6-Nut^105x80-Caster-1": "", + "Body008^105x80-Caster-1": "", + "Body009^105x80-Caster-1": "", "Alex-2-3751-105_80-1/2-3751-105_80-1": "" }, "States": {}, @@ -35463,35 +36545,75 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body005^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-1/Body007^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body005", - "Part Number": "Body005", + "Nomenclature": "Body007", + "Part Number": "Body007", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.044472674984891616, + "Mass": 0.0031566488431149556, + "Density": 1000.0, + "Volume": 3.1566488431149557E-06, + "SurfaceArea": 0.003755004260552404, + "CenterOfMassX": -0.0068999869329988694, + "CenterOfMassY": -4.859293310229432E-08, + "CenterOfMassZ": 0.005633728675843913 + }, + "Box": { + "MinX": -0.28338824467788265, + "MinY": -0.02639043484851101, + "MinZ": 0.22904955233013793, + "MaxX": -0.24318659679425184, + "MaxY": -0.00634037732698111, + "MaxZ": 0.26029502796676185 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body010^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body010", + "Part Number": "Body010", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0013350210651971218, "Density": 999.9999999999999, - "Volume": 4.447267498489162E-05, - "SurfaceArea": 0.0068781858360364625, - "CenterOfMassX": 5.2119750064059625E-08, - "CenterOfMassY": 9.028815585559905E-09, - "CenterOfMassZ": -5.127525290385049E-07 + "Volume": 1.335021065197122E-06, + "SurfaceArea": 0.0030550094216583445, + "CenterOfMassX": -0.003932737859156653, + "CenterOfMassY": -2.3363611077730683E-15, + "CenterOfMassZ": -0.002507515621076131 }, "Box": { - "MinX": -0.25919520132449375, - "MinY": -0.07168, - "MinZ": 0.23284812894806606, - "MaxX": -0.20740391747812187, - "MaxY": -0.020879999999999996, - "MaxZ": 0.2568652932800267 + "MinX": -0.26665531423166905, + "MinY": -0.033309456158302164, + "MinZ": 0.22915245740748605, + "MaxX": -0.22075447389579142, + "MaxY": -0.012079999999985998, + "MaxZ": 0.260432982244966 }, "Material": { "Material": "", @@ -35503,115 +36625,35 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-1/M6x42-Screw^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-1/Body002^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, "Global": { - "Nomenclature": "M6x42-Screw", - "Part Number": "M6x42-Screw", + "Nomenclature": "Body002", + "Part Number": "Body002", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.0015270818386688796, - "Density": 1000.0, - "Volume": 1.5270818386688796E-06, - "SurfaceArea": 0.0010904874574710463, - "CenterOfMassX": -3.8929287444759396E-17, - "CenterOfMassY": 1.7669513595820228E-10, - "CenterOfMassZ": -0.01578825811215597 + "Mass": 0.009951342649145947, + "Density": 999.9999999999999, + "Volume": 9.951342649145948E-06, + "SurfaceArea": 0.011499613334121979, + "CenterOfMassX": -0.012770037934188024, + "CenterOfMassY": 2.0465972199525744E-07, + "CenterOfMassZ": -0.011981566398588281 }, "Box": { - "MinX": -0.23920517227562155, - "MinY": -0.051280000000000006, - "MinZ": 0.2203216688779585, - "MaxX": -0.22737549731421447, - "MaxY": -0.04128, - "MaxZ": 0.2663918100795803 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body006^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body006", - "Part Number": "Body006", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.016740220874308917, - "Density": 1000.0, - "Volume": 1.6740220874308917E-05, - "SurfaceArea": 0.0036127620326998873, - "CenterOfMassX": -1.848413097948716E-19, - "CenterOfMassY": -5.929531889193853E-19, - "CenterOfMassZ": 1.3994832549010902E-19 - }, - "Box": { - "MinX": -0.2473884658590204, - "MinY": -0.06028, - "MinZ": 0.23027088898004108, - "MaxX": -0.21921065294359926, - "MaxY": -0.03227999999999999, - "MaxZ": 0.25944253324805266 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body008^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body008", - "Part Number": "Body008", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000752072014515922, - "Density": 1000.0, - "Volume": 7.52072014515922E-07, - "SurfaceArea": 0.0007393585321230914, - "CenterOfMassX": -7.393758653149933E-20, - "CenterOfMassY": 0.0013285186953508248, - "CenterOfMassZ": 7.589095347856554E-20 - }, - "Box": { - "MinX": -0.2447131158658991, - "MinY": -0.020730000000000002, - "MinZ": 0.225787578365698, - "MaxX": -0.23698264252971613, - "MaxY": -0.013230000000000002, - "MaxZ": 0.26333299227959345 + "MinX": -0.26178124282008003, + "MinY": -0.05519275710866, + "MinZ": 0.2231827476147372, + "MaxX": -0.18836816204946966, + "MaxY": -0.007779999999999988, + "MaxZ": 0.26663183795053036 }, "Material": { "Material": "", @@ -35625,7 +36667,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-1/Body003^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, @@ -35663,35 +36705,155 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body007^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-1/M6x42-Screw^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body007", - "Part Number": "Body007", + "Nomenclature": "M6x42-Screw", + "Part Number": "M6x42-Screw", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.0031566488431149565, + "Mass": 0.0015270818386688796, "Density": 1000.0, - "Volume": 3.1566488431149566E-06, - "SurfaceArea": 0.003755004260552404, - "CenterOfMassX": -0.006899986932998869, - "CenterOfMassY": -4.859293310289619E-08, - "CenterOfMassZ": 0.005633728675843915 + "Volume": 1.5270818386688796E-06, + "SurfaceArea": 0.0010904874574710463, + "CenterOfMassX": -3.893775110187577E-17, + "CenterOfMassY": 1.7669513598200632E-10, + "CenterOfMassZ": -0.01578825811215597 }, "Box": { - "MinX": -0.28338824467788265, - "MinY": -0.02639043484851101, - "MinZ": 0.22904955233013793, - "MaxX": -0.24318659679425184, - "MaxY": -0.00634037732698111, - "MaxZ": 0.26029502796676185 + "MinX": -0.23920517227562155, + "MinY": -0.051280000000000006, + "MinZ": 0.2203216688779585, + "MaxX": -0.22737549731421447, + "MaxY": -0.04128, + "MaxZ": 0.2663918100795803 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body004^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body004", + "Part Number": "Body004", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00674537095438755, + "Density": 1000.0, + "Volume": 6.745370954387551E-06, + "SurfaceArea": 0.0033252214768204496, + "CenterOfMassX": 3.0330645560539677E-11, + "CenterOfMassY": -4.2196043123711755E-12, + "CenterOfMassZ": -0.007842568076846756 + }, + "Box": { + "MinX": -0.23074634423913465, + "MinY": -0.013750000000000002, + "MinZ": 0.22425365576086537, + "MaxX": -0.1892536557608655, + "MaxY": 0.00025000000000000456, + "MaxZ": 0.2657463442391345 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body006^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body006", + "Part Number": "Body006", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.016740220874308917, + "Density": 1000.0, + "Volume": 1.6740220874308917E-05, + "SurfaceArea": 0.0036127620326998873, + "CenterOfMassX": -1.848413097948716E-19, + "CenterOfMassY": -7.350148904313213E-19, + "CenterOfMassZ": 1.3994832549010902E-19 + }, + "Box": { + "MinX": -0.2473884658590204, + "MinY": -0.06028, + "MinZ": 0.23027088898004108, + "MaxX": -0.21921065294359926, + "MaxY": -0.03227999999999999, + "MaxZ": 0.25944253324805266 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-1/Body005^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body005", + "Part Number": "Body005", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.044472674984891616, + "Density": 999.9999999999999, + "Volume": 4.447267498489162E-05, + "SurfaceArea": 0.0068781858360364625, + "CenterOfMassX": 5.2119750064059625E-08, + "CenterOfMassY": 9.028815585559905E-09, + "CenterOfMassZ": -5.127525290385049E-07 + }, + "Box": { + "MinX": -0.25919520132449375, + "MinY": -0.07168, + "MinZ": 0.23284812894806606, + "MaxX": -0.20740391747812187, + "MaxY": -0.020879999999999996, + "MaxZ": 0.2568652932800267 }, "Material": { "Material": "", @@ -35705,7 +36867,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-1/M6-Nut^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, @@ -35721,7 +36883,7 @@ "Density": 1000.0, "Volume": 3.584677557128669E-07, "SurfaceArea": 0.00039579051136886417, - "CenterOfMassX": -2.5279967771517576E-16, + "CenterOfMassX": -2.5281678762513634E-16, "CenterOfMassY": -2.2980275211112486E-16, "CenterOfMassZ": 0.0028857104987692547 }, @@ -35743,75 +36905,35 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body002^105x80-Caster-1", + "Name": "850_PressAssembly-1/105x80-Caster-1/Body008^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, "Global": { - "Nomenclature": "Body002", - "Part Number": "Body002", + "Nomenclature": "Body008", + "Part Number": "Body008", "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.009951342649145947, - "Density": 999.9999999999999, - "Volume": 9.951342649145948E-06, - "SurfaceArea": 0.011499613334121979, - "CenterOfMassX": -0.012770037934188025, - "CenterOfMassY": 2.0465972199525744E-07, - "CenterOfMassZ": -0.011981566398588276 - }, - "Box": { - "MinX": -0.26178124282008003, - "MinY": -0.05519275710866, - "MinZ": 0.2231827476147372, - "MaxX": -0.18836816204946966, - "MaxY": -0.007779999999999988, - "MaxZ": 0.26663183795053036 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body004^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body004", - "Part Number": "Body004", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0067453709543875496, + "Mass": 0.000752072014515922, "Density": 1000.0, - "Volume": 6.74537095438755E-06, - "SurfaceArea": 0.0033252214768204496, - "CenterOfMassX": 3.033064556283E-11, - "CenterOfMassY": -4.21960434302852E-12, - "CenterOfMassZ": -0.007842568076846756 + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 }, "Box": { - "MinX": -0.23074634423913465, - "MinY": -0.013750000000000002, - "MinZ": 0.22425365576086537, - "MaxX": -0.1892536557608655, - "MaxY": 0.00025000000000000456, - "MaxZ": 0.2657463442391345 + "MinX": -0.2447131158658991, + "MinY": -0.020730000000000002, + "MinZ": 0.225787578365698, + "MaxX": -0.23698264252971613, + "MaxY": -0.013230000000000002, + "MaxZ": 0.26333299227959345 }, "Material": { "Material": "", @@ -35825,7 +36947,7 @@ { "Name": "850_PressAssembly-1/105x80-Caster-1/Body009^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, @@ -35862,46 +36984,6 @@ "IsSuppressed": false, "activeConfiguration": null }, - { - "Name": "850_PressAssembly-1/105x80-Caster-1/Body010^105x80-Caster-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Body010", - "Part Number": "Body010", - "Definition": "design" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.001335021065197122, - "Density": 999.9999999999999, - "Volume": 1.3350210651971221E-06, - "SurfaceArea": 0.0030550094216583445, - "CenterOfMassX": -0.003932737859156656, - "CenterOfMassY": -2.335952527998336E-15, - "CenterOfMassZ": -0.0025075156210761316 - }, - "Box": { - "MinX": -0.26665531423166905, - "MinY": -0.033309456158302164, - "MinZ": 0.22915245740748605, - "MaxX": -0.22075447389579142, - "MaxY": -0.012079999999985998, - "MaxZ": 0.260432982244966 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, { "Name": "850_PressAssembly-1/105x80-Caster-1/Alex-2-3751-105_80-1", "Children": [ @@ -35919,8 +37001,8 @@ "Density": 1000.0, "Volume": 2.3856024541873196E-05, "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, "CenterOfMassZ": 0.0015 }, "Box": { @@ -35954,7 +37036,7 @@ "SurfaceArea": 0.017412811168962948, "CenterOfMassX": 1.3325066234256617E-17, "CenterOfMassY": 0.0015, - "CenterOfMassZ": 6.914170399547882E-19 + "CenterOfMassZ": 5.527215735578414E-19 }, "Box": { "MinX": -0.2625000000000002, @@ -35986,8 +37068,8 @@ "Density": 1000.0, "Volume": 2.3856024541873196E-05, "SurfaceArea": 0.017412811168962948, - "CenterOfMassX": 1.339441396745509E-17, - "CenterOfMassY": -6.220693067563148E-19, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, "CenterOfMassZ": 0.0015 }, "Box": { @@ -36008,10 +37090,10 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/750_RodAssembly-1", + "Name": "850_PressAssembly-1/750_RodAssembly-2", "Children": [ { - "Name": "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-1", + "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", @@ -36023,28 +37105,29 @@ "SM-1400": {}, "780-ELZM": {}, "580": {}, - "650": {} + "650": {}, + "450": {} }, "Equations": { - "Height": 750.0, - "D1@Boss-Extrude1": 750.0 + "Height": 450.0, + "D1@Boss-Extrude1": 450.0 }, "Mass": { - "Mass": 7.404133840314321, + "Mass": 4.46360311655427, "Density": 7800.0, - "Volume": 0.0009492479282454258, - "SurfaceArea": 0.10169335419670168, + "Volume": 0.0005722568098146501, + "SurfaceArea": 0.06399424235362415, "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": -1.1102230246251564E-16, - "CenterOfMassZ": 0.38275673909086405 + "CenterOfMassY": -1.1102230246251563E-16, + "CenterOfMassZ": 0.23279823501962615 }, "Box": { - "MinX": -0.025722530020175646, + "MinX": -0.025722530020175695, "MinY": 0.7390000000000001, - "MinZ": 0.2492774699798248, - "MaxX": 0.025722530020173204, + "MinZ": -0.3007225300201737, + "MaxX": 0.02572253002017314, "MaxY": 1.514, - "MaxZ": 0.3007225300201737 + "MaxZ": -0.24927746997982483 }, "Material": { "Material": "Plain Carbon Steel", @@ -36056,7 +37139,7 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-2", + "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-2", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", @@ -36068,28 +37151,29 @@ "SM-1400": {}, "780-ELZM": {}, "580": {}, - "650": {} + "650": {}, + "450": {} }, "Equations": { - "Height": 750.0, - "D1@Boss-Extrude1": 750.0 + "Height": 450.0, + "D1@Boss-Extrude1": 450.0 }, "Mass": { - "Mass": 7.404133840314321, + "Mass": 4.46360311655427, "Density": 7800.0, - "Volume": 0.0009492479282454258, - "SurfaceArea": 0.10169335419670168, + "Volume": 0.0005722568098146501, + "SurfaceArea": 0.06399424235362415, "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": -1.1102230246251564E-16, - "CenterOfMassZ": 0.38275673909086405 + "CenterOfMassY": -1.1102230246251563E-16, + "CenterOfMassZ": 0.23279823501962615 }, "Box": { - "MinX": -0.02323455601327362, + "MinX": -0.02739828003455768, "MinY": -0.013000000000000012, - "MinZ": 0.2517654439867269, - "MaxX": 0.023234556013271065, + "MinZ": -0.3023982800345556, + "MaxX": 0.027398280034555016, "MaxY": 0.762, - "MaxZ": 0.2982345560132716 + "MaxZ": -0.2476017199654429 }, "Material": { "Material": "Plain Carbon Steel", @@ -36104,29 +37188,30 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\750_RodAssembly.SLDASM", "Parent": null, "Properties": { - "Default": {} + "Default": {}, + "ELZ-Base": {} }, "Equations": {}, "Mass": { - "Mass": 14.808267680628642, - "Density": 7800.0, - "Volume": 0.0018984958564908516, - "SurfaceArea": 0.20338670839340336, - "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": 0.758756739090864, + "Mass": 11.86773695686859, + "Density": 7799.999999999999, + "Volume": 0.0015215047380600759, + "SurfaceArea": 0.16568759655032583, + "CenterOfMassX": -0.3449999999999966, + "CenterOfMassY": 0.6091920154446534, "CenterOfMassZ": 1.1102230246251565E-16 }, "Box": { - "MinX": -0.02986916764114681, + "MinX": -0.029869167641146867, "MinY": -0.0129999999999999, - "MinZ": 0.24513083235885366, - "MaxX": 0.02986916764114437, + "MinZ": -0.3048691676411448, + "MaxX": 0.029869167641144313, "MaxY": 1.514, - "MaxZ": 0.3048691676411448 + "MaxZ": -0.24513083235885366 }, "Material": { - "820_Rod-40-1": "Plain Carbon Steel", - "820_Rod-40-2": "Plain Carbon Steel" + "820_Rod-40-2": "Plain Carbon Steel", + "820_Rod-40-1": "Plain Carbon Steel" }, "States": {}, "LaserParts": null, @@ -36134,7 +37219,7 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-1", + "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", "Parent": null, @@ -36146,28 +37231,29 @@ "SM-1400": {}, "780-ELZM": {}, "580": {}, - "650": {} + "650": {}, + "450": {} }, "Equations": { - "Height": 750.0, - "D1@Boss-Extrude1": 750.0 + "Height": 450.0, + "D1@Boss-Extrude1": 450.0 }, "Mass": { - "Mass": 7.404133840314321, + "Mass": 4.46360311655427, "Density": 7800.0, - "Volume": 0.0009492479282454258, - "SurfaceArea": 0.10169335419670168, + "Volume": 0.0005722568098146501, + "SurfaceArea": 0.06399424235362415, "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": -1.1102230246251564E-16, - "CenterOfMassZ": 0.38275673909086405 + "CenterOfMassY": -1.1102230246251563E-16, + "CenterOfMassZ": 0.23279823501962615 }, "Box": { - "MinX": -0.025722530020175646, + "MinX": -0.025722530020175695, "MinY": 0.7390000000000001, - "MinZ": 0.2492774699798248, - "MaxX": 0.025722530020173204, + "MinZ": -0.3007225300201737, + "MaxX": 0.02572253002017314, "MaxY": 1.514, - "MaxZ": 0.3007225300201737 + "MaxZ": -0.24927746997982483 }, "Material": { "Material": "Plain Carbon Steel", @@ -36179,7 +37265,7 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-2", + "Name": "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-2", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_Rod-40.SLDPRT", "Parent": null, @@ -36191,28 +37277,29 @@ "SM-1400": {}, "780-ELZM": {}, "580": {}, - "650": {} + "650": {}, + "450": {} }, "Equations": { - "Height": 750.0, - "D1@Boss-Extrude1": 750.0 + "Height": 450.0, + "D1@Boss-Extrude1": 450.0 }, "Mass": { - "Mass": 7.404133840314321, + "Mass": 4.46360311655427, "Density": 7800.0, - "Volume": 0.0009492479282454258, - "SurfaceArea": 0.10169335419670168, + "Volume": 0.0005722568098146501, + "SurfaceArea": 0.06399424235362415, "CenterOfMassX": -0.34499999999999653, - "CenterOfMassY": -1.1102230246251564E-16, - "CenterOfMassZ": 0.38275673909086405 + "CenterOfMassY": -1.1102230246251563E-16, + "CenterOfMassZ": 0.23279823501962615 }, "Box": { - "MinX": -0.02323455601327362, + "MinX": -0.02739828003455768, "MinY": -0.013000000000000012, - "MinZ": 0.2517654439867269, - "MaxX": 0.023234556013271065, + "MinZ": -0.3023982800345556, + "MaxX": 0.027398280034555016, "MaxY": 0.762, - "MaxZ": 0.2982345560132716 + "MaxZ": -0.2476017199654429 }, "Material": { "Material": "Plain Carbon Steel", @@ -36224,86 +37311,7 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/710_60-40-SupportBeam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 10.566937971965148, - "Density": 7800.0, - "Volume": 0.0013547356374314292, - "SurfaceArea": 0.14115604934325893, - "CenterOfMassX": -7.22753598862512E-17, - "CenterOfMassY": 0.00012956032993320928, - "CenterOfMassZ": 0.020000000000000004 - }, - "Box": { - "MinX": -0.020000000000000094, - "MinY": -0.06, - "MinZ": -0.29999999999999993, - "MaxX": 0.019999999999999976, - "MaxY": 0.0, - "MaxZ": 0.30000000000000004 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/720_GroundPlate_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\720_GroundPlate_x1_10mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "ELZM-Default": {}, - "CS-650": {} - }, - "Equations": { - "Width": 600.0, - "D1@Sketch1": 600.0, - "Depth": 500.0, - "Casters-X-Offset": 25.0, - "Casters-Y-Offset": 25.0, - "D3@Sketch4": 25.0, - "D4@Sketch4": 25.0 - }, - "Mass": { - "Mass": 2.8979123485629454, - "Density": 1000.0, - "Volume": 0.0028979123485629453, - "SurfaceArea": 0.5273972799644386, - "CenterOfMassX": -7.264910821158661E-18, - "CenterOfMassY": 1.666097427770024E-17, - "CenterOfMassZ": 0.006000000000000003 - }, - "Box": { - "MinX": -0.2749999999999999, - "MinY": -1.2535111837408408E-14, - "MinZ": -0.30000000000000004, - "MaxX": 0.27500000000000013, - "MaxY": 0.012, - "MaxZ": 0.29999999999999993 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "850_PressAssembly-1/820_ELZM-Slide-1", + "Name": "850_PressAssembly-1/820_ELZM-Slide-2", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\820_ELZM-Slide.SLDPRT", "Parent": null, @@ -36319,17 +37327,17 @@ "Density": 7800.0, "Volume": 0.0002840816456525766, "SurfaceArea": 0.047078073940904214, - "CenterOfMassX": 2.608946548253673E-18, + "CenterOfMassX": 1.9101215799714393E-18, "CenterOfMassY": 0.040959126839116754, - "CenterOfMassZ": 4.412054227306007E-19 + "CenterOfMassZ": 2.9435900272889384E-19 }, "Box": { - "MinX": -0.029999999999999742, + "MinX": -0.029999999999999732, "MinY": 1.4580000000000002, - "MinZ": -0.31500000000000006, - "MaxX": 0.030000000000000276, + "MinZ": 0.23500000000000007, + "MaxX": 0.030000000000000266, "MaxY": 1.5380000000000003, - "MaxZ": -0.23500000000000007 + "MaxZ": 0.31500000000000006 }, "Material": { "Material": "Plain Carbon Steel", @@ -36341,196 +37349,38 @@ "activeConfiguration": null }, { - "Name": "850_PressAssembly-1/722_CasterExtensionSL_x4_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\components\\100_Framework\\722_CasterExtensionSL_x4_10mm_FERRO.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_am-19", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3", + "Name": "850_PressAssembly-1/105x80-Caster-4", "Children": [ { - "Name": "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-2", + "Name": "850_PressAssembly-1/105x80-Caster-4/Body007^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": 0.18526970390223635, - "MinY": 0.6709205367347975, - "MinZ": -0.6280455345255117, - "MaxX": 0.19626889311186257, - "MaxY": 0.6819197259444243, - "MaxZ": -0.5460455345255116 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": -0.21073029609776367, - "MinY": 0.9669205367347976, - "MinZ": -0.6280455345255138, - "MaxX": -0.19973110688813744, - "MaxY": 0.9779197259444244, - "MaxZ": -0.5460455345255137 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-9", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-8", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/E5C2-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "omron SLC": "V1.1 2006/08/11" + "Nomenclature": "Body007", + "Part Number": "Body007", + "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.16312890369028896, + "Mass": 0.0031566488431149556, "Density": 1000.0, - "Volume": 0.00016312890369028896, - "SurfaceArea": 0.022734052203142514, - "CenterOfMassX": -6.665313091742968E-07, - "CenterOfMassY": 2.513772071449182E-06, - "CenterOfMassZ": -0.032493435099066756 + "Volume": 3.1566488431149557E-06, + "SurfaceArea": 0.003755004260552404, + "CenterOfMassX": -0.0068999869329988694, + "CenterOfMassY": -4.859293310229432E-08, + "CenterOfMassZ": 0.005633728675843913 }, "Box": { - "MinX": -0.20393070149295053, - "MinY": 0.820131998107966, - "MinZ": -0.6110455345255132, - "MaxX": -0.10223070149295052, - "MaxY": 0.8681319981079663, - "MaxZ": -0.563045534525513 + "MinX": 0.13661175532211756, + "MinY": -0.02639043484851101, + "MinZ": -0.2609504476698624, + "MaxX": 0.17681340320574856, + "MaxY": -0.006340377326981105, + "MaxZ": -0.22970497203323825 }, "Material": { "Material": "", @@ -36542,493 +37392,35 @@ "activeConfiguration": null }, { - "Name": "Cabinet-EDC-Flex-3/611_BackPanel_x2_1mm_INOX-2", + "Name": "850_PressAssembly-1/105x80-Caster-4/Body010^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 128.0 - }, - "Mass": { - "Mass": 0.08115642126030051, - "Density": 8000.0, - "Volume": 1.0144552657537563E-05, - "SurfaceArea": 0.02076232654643708, - "CenterOfMassX": -2.8538785707662208E-18, - "CenterOfMassY": 8.969332650979551E-19, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.17346929850704948, - "MinY": 0.6951701313396105, - "MinZ": -0.6270455345255128, - "MaxX": 0.17446929850704948, - "MaxY": 0.8231701313396113, - "MaxZ": -0.5470455345255114 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": 0.18526970390223635, - "MinY": 0.9669205367347975, - "MinZ": -0.6280455345255139, - "MaxX": 0.19626889311186257, - "MaxY": 0.9779197259444243, - "MaxZ": -0.5460455345255139 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-12", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-11", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/612_SidePanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 162.0 - }, - "Mass": { - "Mass": 0.10291642126030051, - "Density": 8000.0, - "Volume": 1.2864552657537565E-05, - "SurfaceArea": 0.026270326546437073, - "CenterOfMassX": -8.867870296417158E-18, - "CenterOfMassY": -1.45207799386511E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.001980701492950529, - "MinY": 0.6854201313396105, - "MinZ": -0.6270455345255118, - "MaxX": 0.1600192985070495, - "MaxY": 0.6864201313396111, - "MaxZ": -0.5470455345255117 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/403_MountPlate_x2_4mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Sketch1": 320.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 192.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.5081014764336184, - "Density": 1000.0000000000001, - "Volume": 0.0005081014764336183, - "SurfaceArea": 0.26084346717417695, - "CenterOfMassX": -1.3058262066535135E-18, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.0015121633899382117 - }, - "Box": { - "MinX": -0.21723070149295062, - "MinY": 0.6644201313396111, - "MinZ": -0.5460455345255139, - "MaxX": 0.20276929850704947, - "MaxY": 0.9844201313396114, - "MaxZ": -0.5420455345255116 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-10", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/3Pos-Switch-22mm-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06393622115198451, - "Density": 1850.3871572108353, - "Volume": 3.4552888514616696E-05, - "SurfaceArea": 0.020152153011664488, - "CenterOfMassX": 0.014501305351547021, - "CenterOfMassY": 0.026656356266078544, - "CenterOfMassZ": -0.015001305351052195 - }, - "Box": { - "MinX": -0.21466570149295053, - "MinY": 0.7241562753186691, - "MinZ": -0.6020455345255123, - "MaxX": -0.14563070149295052, - "MaxY": 0.7641562753186694, - "MaxZ": -0.5720455345255121 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/611_BackPanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 128.0 - }, - "Mass": { - "Mass": 0.08115642126030051, - "Density": 8000.0, - "Volume": 1.0144552657537563E-05, - "SurfaceArea": 0.02076232654643708, - "CenterOfMassX": -2.8538785707662208E-18, - "CenterOfMassY": 8.969332650979551E-19, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.17346929850704948, - "MinY": 0.8256701313396108, - "MinZ": -0.6270455345255133, - "MaxX": 0.17446929850704948, - "MaxY": 0.9536701313396111, - "MaxZ": -0.5470455345255127 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.012622919282123791, - "Density": 1000.0, - "Volume": 1.262291928212379E-05, - "SurfaceArea": 0.003914424446372883, - "CenterOfMassX": 2.0746572187513447E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.04100000000000001 - }, - "Box": { - "MinX": -0.18831309706268717, - "MinY": 0.9458377357698741, - "MinZ": -0.6280455345255137, - "MaxX": -0.17114830592321384, - "MaxY": 0.963002526909348, - "MaxZ": -0.5460455345255136 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/403_MountPlate_x2_4mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Sketch1": 320.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 192.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.5081014764336184, - "Density": 1000.0000000000001, - "Volume": 0.0005081014764336183, - "SurfaceArea": 0.26084346717417695, - "CenterOfMassX": -1.3058262066535135E-18, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.0015121633899382117 - }, - "Box": { - "MinX": -0.21723070149295062, - "MinY": 0.6644201313396104, - "MinZ": -0.6320455345255139, - "MaxX": 0.20276929850704947, - "MaxY": 0.9844201313396107, - "MaxZ": -0.6280455345255117 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/E5C2-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {}, "Global": { - "omron SLC": "V1.1 2006/08/11" + "Nomenclature": "Body010", + "Part Number": "Body010", + "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.16312890369028896, - "Density": 1000.0, - "Volume": 0.00016312890369028896, - "SurfaceArea": 0.022734052203142514, - "CenterOfMassX": -6.665313091742968E-07, - "CenterOfMassY": 2.513772071449182E-06, - "CenterOfMassZ": -0.032493435099066756 + "Mass": 0.0013350210651971218, + "Density": 999.9999999999999, + "Volume": 1.335021065197122E-06, + "SurfaceArea": 0.0030550094216583445, + "CenterOfMassX": -0.003932737859156653, + "CenterOfMassY": -2.3363611077730683E-15, + "CenterOfMassZ": -0.002507515621076131 }, "Box": { - "MinX": -0.20393070149295053, - "MinY": 0.875131998107966, - "MinZ": -0.6110455345255135, - "MaxX": -0.10223070149295052, - "MaxY": 0.9231319981079663, - "MaxZ": -0.5630455345255132 + "MinX": 0.15334468576833124, + "MinY": -0.033309456158302164, + "MinZ": -0.26084754259251425, + "MaxX": 0.199245526104209, + "MaxY": -0.012079999999985993, + "MaxZ": -0.22956701775503402 }, "Material": { "Material": "", @@ -37040,66 +37432,39 @@ "activeConfiguration": null }, { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-5", + "Name": "850_PressAssembly-1/105x80-Caster-4/Body002^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/525_Belt_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Boss-Extrude1": 82.0, - "D1@profile": 361.0, - "D2@profile": 276.0, - "D1@Fillet2": 8.0, - "Belt-Thickness": 1.0, - "D1@Sketch44": 1.0, - "D1@Sketch51": 218.0, - "D2@Sketch51": 58.0, - "D1@Front-Panel": 1.0 + "Default": {}, + "Global": { + "Nomenclature": "Body002", + "Part Number": "Body002", + "Definition": "design" + } }, + "Equations": {}, "Mass": { - "Mass": 0.9832664441508816, - "Density": 8000.000133, - "Volume": 0.00012290830347550967, - "SurfaceArea": 0.2560595626034631, - "CenterOfMassX": -0.02091305361011175, - "CenterOfMassY": -2.880197716004848E-16, - "CenterOfMassZ": 0.04100000000000023 + "Mass": 0.009951342649145947, + "Density": 999.9999999999999, + "Volume": 9.951342649145948E-06, + "SurfaceArea": 0.011499613334121979, + "CenterOfMassX": -0.012770037934188024, + "CenterOfMassY": 2.0465972199525744E-07, + "CenterOfMassZ": -0.011981566398588281 }, "Box": { - "MinX": -0.1877307014929505, - "MinY": 0.6864201313396106, - "MinZ": -0.6280455345255128, - "MaxX": 0.17326929850704947, - "MaxY": 0.9624201313396106, - "MaxZ": -0.5460455345255127 + "MinX": 0.1582187571799202, + "MinY": -0.05519275710866001, + "MinZ": -0.26681725238526305, + "MaxX": 0.2316318379505308, + "MaxY": -0.007779999999999981, + "MaxZ": -0.22336816204946952 }, "Material": { - "Material": "AISI 347 Annealed Stainless Steel (SS)", - "Materials": "SOLIDWORKS Materials" + "Material": "", + "Materials": "" }, "States": {}, "LaserParts": null, @@ -37107,50 +37472,39 @@ "activeConfiguration": null }, { - "Name": "Cabinet-EDC-Flex-3/610_FrontPanel_x1_1mm_INOX-1", + "Name": "850_PressAssembly-1/105x80-Caster-4/Body003^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 256.0 + "Default": {}, + "Global": { + "Nomenclature": "Body003", + "Part Number": "Body003", + "Definition": "design" + } }, + "Equations": {}, "Mass": { - "Mass": 0.16274956996062104, - "Density": 8000.000000000001, - "Volume": 2.034369624507763E-05, - "SurfaceArea": 0.041448657966583834, - "CenterOfMassX": 5.3938028399064785E-18, - "CenterOfMassY": -2.6413786007417737E-17, - "CenterOfMassZ": 0.0005 + "Mass": 0.004401015387868156, + "Density": 1000.0, + "Volume": 4.401015387868156E-06, + "SurfaceArea": 0.0026743993427077893, + "CenterOfMassX": -3.7035680648285773E-19, + "CenterOfMassY": -9.719770866822E-19, + "CenterOfMassZ": -0.005802416082260257 }, "Box": { - "MinX": -0.18893070149295052, - "MinY": 0.6964201313396108, - "MinZ": -0.6270455345255133, - "MaxX": -0.18793070149295052, - "MaxY": 0.952420131339611, - "MaxZ": -0.5470455345255123 + "MinX": 0.1905816750238554, + "MinY": -0.0069999999999999975, + "MinZ": -0.2644183249761449, + "MaxX": 0.22941832497614514, + "MaxY": -0.002999999999999987, + "MaxZ": -0.22558167502385518 }, "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" + "Material": "", + "Materials": "" }, "States": {}, "LaserParts": null, @@ -37158,1473 +37512,313 @@ "activeConfiguration": null }, { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1", + "Name": "850_PressAssembly-1/105x80-Caster-4/M6x42-Screw^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "M6x42-Screw", + "Part Number": "M6x42-Screw", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0015270818386688796, + "Density": 1000.0, + "Volume": 1.5270818386688796E-06, + "SurfaceArea": 0.0010904874574710463, + "CenterOfMassX": -3.893775110187577E-17, + "CenterOfMassY": 1.7669513598200632E-10, + "CenterOfMassZ": -0.01578825811215597 + }, + "Box": { + "MinX": 0.18079482772437871, + "MinY": -0.05128000000000002, + "MinZ": -0.26967833112204165, + "MaxX": 0.19262450268578601, + "MaxY": -0.04128, + "MaxZ": -0.22360818992041978 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body004^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body004", + "Part Number": "Body004", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00674537095438755, + "Density": 1000.0, + "Volume": 6.745370954387551E-06, + "SurfaceArea": 0.0033252214768204496, + "CenterOfMassX": 3.0330645560539677E-11, + "CenterOfMassY": -4.2196043123711755E-12, + "CenterOfMassZ": -0.007842568076846756 + }, + "Box": { + "MinX": 0.18925365576086575, + "MinY": -0.013749999999999998, + "MinZ": -0.26574634423913457, + "MaxX": 0.2307463442391348, + "MaxY": 0.0002500000000000115, + "MaxZ": -0.22425365576086553 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body006^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body006", + "Part Number": "Body006", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.016740220874308917, + "Density": 1000.0, + "Volume": 1.6740220874308917E-05, + "SurfaceArea": 0.0036127620326998873, + "CenterOfMassX": -1.848413097948716E-19, + "CenterOfMassY": -7.350148904313213E-19, + "CenterOfMassZ": 1.3994832549010902E-19 + }, + "Box": { + "MinX": 0.17261153414097985, + "MinY": -0.060280000000000014, + "MinZ": -0.2597291110199591, + "MaxX": 0.20078934705640117, + "MaxY": -0.03227999999999999, + "MaxZ": -0.2305574667519474 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body005^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body005", + "Part Number": "Body005", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.044472674984891616, + "Density": 999.9999999999999, + "Volume": 4.447267498489162E-05, + "SurfaceArea": 0.0068781858360364625, + "CenterOfMassX": 5.2119750064059625E-08, + "CenterOfMassY": 9.028815585559905E-09, + "CenterOfMassZ": -5.127525290385049E-07 + }, + "Box": { + "MinX": 0.16080479867550654, + "MinY": -0.07168000000000001, + "MinZ": -0.2571518710519342, + "MaxX": 0.21259608252187853, + "MaxY": -0.020879999999999996, + "MaxZ": -0.23313470671997327 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/M6-Nut^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "M6-Nut", + "Part Number": "M6-Nut", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003584677557128669, + "Density": 1000.0, + "Volume": 3.584677557128669E-07, + "SurfaceArea": 0.00039579051136886417, + "CenterOfMassX": -2.5281678762513634E-16, + "CenterOfMassY": -2.2980275211112486E-16, + "CenterOfMassZ": 0.0028857104987692547 + }, + "Box": { + "MinX": 0.18128316548332332, + "MinY": -0.05128, + "MinZ": -0.26867682180551, + "MaxX": 0.1923698549554346, + "MaxY": -0.04127999999999999, + "MaxZ": -0.2626089806639803 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body008^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body008", + "Part Number": "Body008", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000752072014515922, + "Density": 1000.0, + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 + }, + "Box": { + "MinX": 0.17528688413410115, + "MinY": -0.02073, + "MinZ": -0.26421242163430214, + "MaxX": 0.18301735747028436, + "MaxY": -0.013229999999999997, + "MaxZ": -0.22666700772040665 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body009^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body009", + "Part Number": "Body009", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000752072014515922, + "Density": 1000.0, + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 + }, + "Box": { + "MinX": 0.1604871639993636, + "MinY": -0.020730000000000005, + "MinZ": -0.26430343775070164, + "MaxX": 0.16821763733554682, + "MaxY": -0.01323, + "MaxZ": -0.2267580238368061 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1", "Children": [ { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/MCB-2P-1", + "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1/2-3751-105_80-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.013650660038374167, - "MinY": 0.6898230800959508, - "MinZ": -0.595695534525512, - "MaxX": 0.0996506600383742, - "MaxY": 0.7646564863764271, - "MaxZ": -0.5606955345255121 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Lever arm", - "Part Number": "Lever arm", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0016111676334406777, - "Density": 1000.0, - "Volume": 1.6111676334406777E-06, - "SurfaceArea": 0.0010004211072629583, - "CenterOfMassX": 4.8493739043313375E-05, - "CenterOfMassY": 0.001234368631699718, - "CenterOfMassZ": -1.3346379784733545E-10 - }, - "Box": { - "MinX": 0.04034746261900027, - "MinY": 0.7440448826765728, - "MinZ": -0.611045534525512, - "MaxX": 0.06150920451474731, - "MaxY": 0.7660693975823404, - "MaxZ": -0.5980455345255121 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Latch", - "Part Number": "Latch", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0009888934418696032, - "Density": 1000.0, - "Volume": 9.888934418696032E-07, - "SurfaceArea": 0.0012942781774874686, - "CenterOfMassX": 1.986646411948317E-07, - "CenterOfMassY": 0.003526150057892247, - "CenterOfMassZ": 0.0005627263597425241 - }, - "Box": { - "MinX": 0.012175660038368672, - "MinY": 0.690207255711575, - "MinZ": -0.6124489876252224, - "MaxX": 0.0404256600383692, - "MaxY": 0.6958230800959608, - "MaxZ": -0.5966420814257818 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Circuit breaker Schneider Electric BA63", - "Part Number": "Circuit breaker Schneider Electric BA63", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07511758181744248, - "Density": 999.9999999999999, - "Volume": 7.511758181744248E-05, - "SurfaceArea": 0.017558252896280147, - "CenterOfMassX": 0.0006668141408676425, - "CenterOfMassY": 0.00697775286320669, - "CenterOfMassZ": -1.4154227227956247E-05 - }, - "Box": { - "MinX": 0.01607566003837417, - "MinY": 0.6905730800959506, - "MinZ": -0.6134455345255121, - "MaxX": 0.09722566003837417, - "MaxY": 0.7598616973884944, - "MaxZ": -0.595645534525512 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Plastic overlay", - "Part Number": "Plastic overlay", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000365355159423404, - "Density": 1000.0, - "Volume": 3.65355159423404E-07, - "SurfaceArea": 0.0005618495784127246, - "CenterOfMassX": -0.0016555113368291992, - "CenterOfMassY": 4.600410107798173E-08, - "CenterOfMassZ": -0.0003086570866772846 - }, - "Box": { - "MinX": 0.0516507288852711, - "MinY": 0.7568300085493788, - "MinZ": -0.612398034525512, - "MaxX": 0.06130523699864107, - "MaxY": 0.7664846808276026, - "MaxZ": -0.5963955345255121 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Definition": "UNKNOWN", - "Revision": "ANY", - "Source": "NOT_KNOWN", - "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", - "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07808299805217615, - "Density": 999.9999999999998, - "Volume": 7.808299805217617E-05, - "SurfaceArea": 0.020414801759443296, - "CenterOfMassX": 0.00011162665278921439, - "CenterOfMassY": 0.007445781346881958, - "CenterOfMassZ": -1.4361561135554359E-05 - }, - "Box": { - "MinX": 0.012175660038368674, - "MinY": 0.690207255711575, - "MinZ": -0.6134455345255121, - "MaxX": 0.09722566003837417, - "MaxY": 0.7664846808276025, - "MaxZ": -0.595645534525512 - }, - "Material": { - "Lever arm.STEP-1": "", - "Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63.STEP-1": "", - "Plastic overlay.STEP-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.11366348920500421, - "Density": 999.9999999999999, - "Volume": 0.00011366348920500422, - "SurfaceArea": 0.0851928534916834, - "CenterOfMassX": 0.09296383004745593, - "CenterOfMassY": 0.08657895913282701, - "CenterOfMassZ": 0.07237414230568419 - }, - "Box": { - "MinX": 0.01217566003836866, - "MinY": 0.6898230800959506, - "MinZ": -0.6134455345255124, - "MaxX": 0.09965066003837418, - "MaxY": 0.7664846808276029, - "MaxZ": -0.5606955345255119 - }, - "Material": { - "MCB-2P-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": -0.21073029609776367, - "MinY": 0.6709205367347973, - "MinZ": -0.6280455345255118, - "MaxX": -0.19973110688813744, - "MaxY": 0.6819197259444242, - "MaxZ": -0.5460455345255117 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/612_SidePanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 162.0 - }, - "Mass": { - "Mass": 0.10291642126030051, - "Density": 8000.0, - "Volume": 1.2864552657537565E-05, - "SurfaceArea": 0.026270326546437073, - "CenterOfMassX": -8.867870296417158E-18, - "CenterOfMassY": -1.45207799386511E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.001980701492950529, - "MinY": 0.9624201313396106, - "MinZ": -0.6270455345255138, - "MaxX": 0.1600192985070495, - "MaxY": 0.9634201313396111, - "MaxZ": -0.5470455345255137 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.12246929850704945, - "MinY": 0.7150904058954869, - "MinZ": -0.6045455345255126, - "MaxX": 0.19730270478752565, - "MaxY": 0.8010904058954872, - "MaxZ": -0.569545534525512 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\Cabinet-EDC-Flex.SLDASM", - "Parent": null, - "Properties": { - "Default": { - "Checkbox7": "Unchecked", - "Comment": "", - "Hide": "0" - }, - "Global": { - "Catalog": "1", - "IsLaser": "1", - "Configurations": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 3.214322206160769, - "Density": 1842.4008341407484, - "Volume": 0.001744637836999163, - "SurfaceArea": 1.141411711175074, - "CenterOfMassX": 0.0005905973394126665, - "CenterOfMassY": 0.0003278177704121477, - "CenterOfMassZ": -0.015454087593061121 - }, - "Box": { - "MinX": -0.21723070149295062, - "MinY": 0.6644201313396103, - "MinZ": -0.6320455345255139, - "MaxX": 0.20276929850704947, - "MaxY": 0.9844201313396113, - "MaxZ": -0.5420455345255116 - }, - "Material": { - "540_SupportHookPins_x6_8mm_INOX-2": "AISI 304", - "540_SupportHookPins_x6_8mm_INOX-4": "AISI 304", - "E5C2-5": "", - "611_BackPanel_x2_1mm_INOX-2": "AISI 304", - "540_SupportHookPins_x6_8mm_INOX-5": "AISI 304", - "612_SidePanel_x2_1mm_INOX-2": "AISI 304", - "403_MountPlate_x2_4mm_INOX-4": "", - "3Pos-Switch-22mm-1": "", - "611_BackPanel_x2_1mm_INOX-1": "AISI 304", - "530_BasePost-1": "", - "403_MountPlate_x2_4mm_INOX-1": "", - "E5C2-1": "", - "525_Belt_x1_1mm_INOX-1": "AISI 347 Annealed Stainless Steel (SS)", - "610_FrontPanel_x1_1mm_INOX-1": "AISI 304", - "2P-Power-1/MCB-2P-1": "", - "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", - "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", - "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", - "2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "", - "540_SupportHookPins_x6_8mm_INOX-1": "AISI 304", - "612_SidePanel_x2_1mm_INOX-1": "AISI 304", - "MCB-2P-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": 0.18526970390223635, - "MinY": 0.6709205367347975, - "MinZ": -0.6280455345255117, - "MaxX": 0.19626889311186257, - "MaxY": 0.6819197259444243, - "MaxZ": -0.5460455345255116 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": -0.21073029609776367, - "MinY": 0.9669205367347976, - "MinZ": -0.6280455345255138, - "MaxX": -0.19973110688813744, - "MaxY": 0.9779197259444244, - "MaxZ": -0.5460455345255137 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-9", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-8", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/E5C2-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "omron SLC": "V1.1 2006/08/11" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.16312890369028896, - "Density": 1000.0, - "Volume": 0.00016312890369028896, - "SurfaceArea": 0.022734052203142514, - "CenterOfMassX": -6.665313091742968E-07, - "CenterOfMassY": 2.513772071449182E-06, - "CenterOfMassZ": -0.032493435099066756 - }, - "Box": { - "MinX": -0.20393070149295053, - "MinY": 0.820131998107966, - "MinZ": -0.6110455345255132, - "MaxX": -0.10223070149295052, - "MaxY": 0.8681319981079663, - "MaxZ": -0.563045534525513 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/611_BackPanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 128.0 - }, - "Mass": { - "Mass": 0.08115642126030051, - "Density": 8000.0, - "Volume": 1.0144552657537563E-05, - "SurfaceArea": 0.02076232654643708, - "CenterOfMassX": -2.8538785707662208E-18, - "CenterOfMassY": 8.969332650979551E-19, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.17346929850704948, - "MinY": 0.6951701313396105, - "MinZ": -0.6270455345255128, - "MaxX": 0.17446929850704948, - "MaxY": 0.8231701313396113, - "MaxZ": -0.5470455345255114 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": 0.18526970390223635, - "MinY": 0.9669205367347975, - "MinZ": -0.6280455345255139, - "MaxX": 0.19626889311186257, - "MaxY": 0.9779197259444243, - "MaxZ": -0.5460455345255139 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-12", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-11", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/612_SidePanel_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 162.0 - }, - "Mass": { - "Mass": 0.10291642126030051, - "Density": 8000.0, - "Volume": 1.2864552657537565E-05, - "SurfaceArea": 0.026270326546437073, - "CenterOfMassX": -8.867870296417158E-18, - "CenterOfMassY": -1.45207799386511E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.001980701492950529, - "MinY": 0.6854201313396105, - "MinZ": -0.6270455345255118, - "MaxX": 0.1600192985070495, - "MaxY": 0.6864201313396111, - "MaxZ": -0.5470455345255117 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/403_MountPlate_x2_4mm_INOX-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Sketch1": 320.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 192.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.5081014764336184, - "Density": 1000.0000000000001, - "Volume": 0.0005081014764336183, - "SurfaceArea": 0.26084346717417695, - "CenterOfMassX": -1.3058262066535135E-18, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.0015121633899382117 - }, - "Box": { - "MinX": -0.21723070149295062, - "MinY": 0.6644201313396111, - "MinZ": -0.5460455345255139, - "MaxX": 0.20276929850704947, - "MaxY": 0.9844201313396114, - "MaxZ": -0.5420455345255116 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-10", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/3Pos-Switch-22mm-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06393622115198451, - "Density": 1850.3871572108353, - "Volume": 3.4552888514616696E-05, - "SurfaceArea": 0.020152153011664488, - "CenterOfMassX": 0.014501305351547021, - "CenterOfMassY": 0.026656356266078544, - "CenterOfMassZ": -0.015001305351052195 - }, - "Box": { - "MinX": -0.21466570149295053, - "MinY": 0.7241562753186691, - "MinZ": -0.6020455345255123, - "MaxX": -0.14563070149295052, - "MaxY": 0.7641562753186694, - "MaxZ": -0.5720455345255121 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/611_BackPanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\611_BackPanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 128.0 - }, - "Mass": { - "Mass": 0.08115642126030051, - "Density": 8000.0, - "Volume": 1.0144552657537563E-05, - "SurfaceArea": 0.02076232654643708, - "CenterOfMassX": -2.8538785707662208E-18, - "CenterOfMassY": 8.969332650979551E-19, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": 0.17346929850704948, - "MinY": 0.8256701313396108, - "MinZ": -0.6270455345255133, - "MaxX": 0.17446929850704948, - "MaxY": 0.9536701313396111, - "MaxZ": -0.5470455345255127 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.012622919282123791, - "Density": 1000.0, - "Volume": 1.262291928212379E-05, - "SurfaceArea": 0.003914424446372883, - "CenterOfMassX": 2.0746572187513447E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.04100000000000001 - }, - "Box": { - "MinX": -0.18831309706268717, - "MinY": 0.9458377357698741, - "MinZ": -0.6280455345255137, - "MaxX": -0.17114830592321384, - "MaxY": 0.963002526909348, - "MaxZ": -0.5460455345255136 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/403_MountPlate_x2_4mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\403_MountPlate_x2_4mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "SM": { - "New Property": "" - }, - "Drive": { - "New Property": "" - } - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Sketch1": 320.0, - "Corner-Radius-Major": 16.0, - "D1@Major-Fillet": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "D1@Sketch7": 192.0, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch6": 16.0, - "D2@Sketch7": 16.0, - "D4@Sketch1": 8.2, - "D1@Minor-Fillets": 4.0, - "Base-Width-Medium": 520.0, - "D2@Sketch1": 420.0 - }, - "Mass": { - "Mass": 0.5081014764336184, - "Density": 1000.0000000000001, - "Volume": 0.0005081014764336183, - "SurfaceArea": 0.26084346717417695, - "CenterOfMassX": -1.3058262066535135E-18, - "CenterOfMassY": -0.0019999999999999996, - "CenterOfMassZ": -0.0015121633899382117 - }, - "Box": { - "MinX": -0.21723070149295062, - "MinY": 0.6644201313396104, - "MinZ": -0.6320455345255139, - "MaxX": 0.20276929850704947, - "MaxY": 0.9844201313396107, - "MaxZ": -0.6280455345255117 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/E5C2-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\pids\\omron\\E5C2\\E5C2_R20G\\E5C2.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "omron SLC": "V1.1 2006/08/11" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.16312890369028896, - "Density": 1000.0, - "Volume": 0.00016312890369028896, - "SurfaceArea": 0.022734052203142514, - "CenterOfMassX": -6.665313091742968E-07, - "CenterOfMassY": 2.513772071449182E-06, - "CenterOfMassZ": -0.032493435099066756 - }, - "Box": { - "MinX": -0.20393070149295053, - "MinY": 0.875131998107966, - "MinZ": -0.6110455345255135, - "MaxX": -0.10223070149295052, - "MaxY": 0.9231319981079663, - "MaxZ": -0.5630455345255132 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/530_BasePost-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\530_BasePost.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/525_Belt_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\525_Belt_x1_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "D1@Boss-Extrude1": 82.0, - "D1@profile": 361.0, - "D2@profile": 276.0, - "D1@Fillet2": 8.0, - "Belt-Thickness": 1.0, - "D1@Sketch44": 1.0, - "D1@Sketch51": 218.0, - "D2@Sketch51": 58.0, - "D1@Front-Panel": 1.0 - }, - "Mass": { - "Mass": 0.9832664441508816, - "Density": 8000.000133, - "Volume": 0.00012290830347550967, - "SurfaceArea": 0.2560595626034631, - "CenterOfMassX": -0.02091305361011175, - "CenterOfMassY": -2.880197716004848E-16, - "CenterOfMassZ": 0.04100000000000023 - }, - "Box": { - "MinX": -0.1877307014929505, - "MinY": 0.6864201313396106, - "MinZ": -0.6280455345255128, - "MaxX": 0.17326929850704947, - "MaxY": 0.9624201313396106, - "MaxZ": -0.5460455345255127 - }, - "Material": { - "Material": "AISI 347 Annealed Stainless Steel (SS)", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/610_FrontPanel_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\610_FrontPanel_x1_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 256.0 - }, - "Mass": { - "Mass": 0.16274956996062104, - "Density": 8000.000000000001, - "Volume": 2.034369624507763E-05, - "SurfaceArea": 0.041448657966583834, - "CenterOfMassX": 5.3938028399064785E-18, - "CenterOfMassY": -2.6413786007417737E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.18893070149295052, - "MinY": 0.6964201313396108, - "MinZ": -0.6270455345255133, - "MaxX": -0.18793070149295052, - "MaxY": 0.952420131339611, - "MaxZ": -0.5470455345255123 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.013650660038374167, - "MinY": 0.6898230800959508, - "MinZ": -0.595695534525512, - "MaxX": 0.0996506600383742, - "MaxY": 0.7646564863764271, - "MaxZ": -0.5606955345255121 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Lever arm", - "Part Number": "Lever arm", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0016111676334406777, + "Mass": 0.023856024541873196, "Density": 1000.0, - "Volume": 1.6111676334406777E-06, - "SurfaceArea": 0.0010004211072629583, - "CenterOfMassX": 4.8493739043313375E-05, - "CenterOfMassY": 0.001234368631699718, - "CenterOfMassZ": -1.3346379784733545E-10 + "Volume": 2.3856024541873196E-05, + "SurfaceArea": 0.017412811168962948, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, + "CenterOfMassZ": 0.0015 }, "Box": { - "MinX": 0.04034746261900027, - "MinY": 0.7440448826765728, - "MinZ": -0.611045534525512, - "MaxX": 0.06150920451474731, - "MaxY": 0.7660693975823404, - "MaxZ": -0.5980455345255121 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Latch", - "Part Number": "Latch", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0009888934418696032, - "Density": 1000.0, - "Volume": 9.888934418696032E-07, - "SurfaceArea": 0.0012942781774874686, - "CenterOfMassX": 1.986646411948317E-07, - "CenterOfMassY": 0.003526150057892247, - "CenterOfMassZ": 0.0005627263597425241 - }, - "Box": { - "MinX": 0.012175660038368672, - "MinY": 0.690207255711575, - "MinZ": -0.6124489876252224, - "MaxX": 0.0404256600383692, - "MaxY": 0.6958230800959608, - "MaxZ": -0.5966420814257818 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Circuit breaker Schneider Electric BA63", - "Part Number": "Circuit breaker Schneider Electric BA63", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07511758181744248, - "Density": 999.9999999999999, - "Volume": 7.511758181744248E-05, - "SurfaceArea": 0.017558252896280147, - "CenterOfMassX": 0.0006668141408676425, - "CenterOfMassY": 0.00697775286320669, - "CenterOfMassZ": -1.4154227227956247E-05 - }, - "Box": { - "MinX": 0.01607566003837417, - "MinY": 0.6905730800959506, - "MinZ": -0.6134455345255121, - "MaxX": 0.09722566003837417, - "MaxY": 0.7598616973884944, - "MaxZ": -0.595645534525512 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Plastic overlay", - "Part Number": "Plastic overlay", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000365355159423404, - "Density": 1000.0, - "Volume": 3.65355159423404E-07, - "SurfaceArea": 0.0005618495784127246, - "CenterOfMassX": -0.0016555113368291992, - "CenterOfMassY": 4.600410107798173E-08, - "CenterOfMassZ": -0.0003086570866772846 - }, - "Box": { - "MinX": 0.0516507288852711, - "MinY": 0.7568300085493788, - "MinZ": -0.612398034525512, - "MaxX": 0.06130523699864107, - "MaxY": 0.7664846808276026, - "MaxZ": -0.5963955345255121 + "MinX": 0.15750000000000014, + "MinY": -0.003, + "MinZ": -0.28500000000000025, + "MaxX": 0.2625000000000004, + "MaxY": 1.1926223897340549E-17, + "MaxZ": -0.2049999999999999 }, "Material": { "Material": "", @@ -38636,41 +37830,31 @@ "activeConfiguration": null } ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { - "Default": {}, - "Global": { - "Definition": "UNKNOWN", - "Revision": "ANY", - "Source": "NOT_KNOWN", - "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", - "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" - } + "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.07808299805217615, - "Density": 999.9999999999998, - "Volume": 7.808299805217617E-05, - "SurfaceArea": 0.020414801759443296, - "CenterOfMassX": 0.00011162665278921493, - "CenterOfMassY": 0.007445781346881958, - "CenterOfMassZ": -1.4361561135554352E-05 + "Mass": 0.023856024541873196, + "Density": 1000.0, + "Volume": 2.3856024541873196E-05, + "SurfaceArea": 0.017412811168962948, + "CenterOfMassX": 1.2700243158138371E-17, + "CenterOfMassY": 0.0015, + "CenterOfMassZ": 9.688079727486817E-19 }, "Box": { - "MinX": 0.012175660038368674, - "MinY": 0.690207255711575, - "MinZ": -0.6134455345255121, - "MaxX": 0.09722566003837417, - "MaxY": 0.7664846808276025, - "MaxZ": -0.595645534525512 + "MinX": 0.15750000000000014, + "MinY": -0.003, + "MinZ": -0.28500000000000025, + "MaxX": 0.2625000000000004, + "MaxY": 1.1926223897340549E-17, + "MaxZ": -0.2049999999999999 }, "Material": { - "Lever arm.STEP-1": "", - "Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63.STEP-1": "", - "Plastic overlay.STEP-1": "" + "2-3751-105_80-1": "" }, "States": {}, "LaserParts": null, @@ -38678,35 +37862,47 @@ "activeConfiguration": null } ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\2P-Power.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Parent": null, "Properties": { - "Default": {} + "Default": {}, + "Global": { + "Definition": "design", + "Part Number": "Unnamed6", + "Nomenclature": "Unnamed6" + } }, "Equations": {}, "Mass": { - "Mass": 0.1136634892050042, + "Mass": 0.11404801292420105, "Density": 999.9999999999998, - "Volume": 0.00011366348920500422, - "SurfaceArea": 0.0851928534916834, - "CenterOfMassX": 0.09296383004745598, - "CenterOfMassY": 0.08657895913282705, - "CenterOfMassZ": 0.07237414230568422 + "Volume": 0.00011404801292420107, + "SurfaceArea": 0.05517800190664636, + "CenterOfMassX": -0.01637136403086971, + "CenterOfMassY": 5.8696489416421576E-05, + "CenterOfMassZ": -0.02977380757544243 }, "Box": { - "MinX": 0.01217566003836866, - "MinY": 0.6898230800959506, - "MinZ": -0.6134455345255124, - "MaxX": 0.09965066003837418, - "MaxY": 0.7664846808276029, - "MaxZ": -0.5606955345255119 + "MinX": 0.1265652575617685, + "MinY": -0.07168000000000001, + "MinZ": -0.32201468751518586, + "MaxX": 0.2934347424382321, + "MaxY": 0.000250000000000028, + "MaxZ": -0.1679853124848143 }, "Material": { - "MCB-2P-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", - "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "" + "Body007^105x80-Caster-1": "", + "Body010^105x80-Caster-1": "", + "Body002^105x80-Caster-1": "", + "Body003^105x80-Caster-1": "", + "M6x42-Screw^105x80-Caster-1": "", + "Body004^105x80-Caster-1": "", + "Body006^105x80-Caster-1": "", + "Body005^105x80-Caster-1": "", + "M6-Nut^105x80-Caster-1": "", + "Body008^105x80-Caster-1": "", + "Body009^105x80-Caster-1": "", + "Alex-2-3751-105_80-1/2-3751-105_80-1": "" }, "States": {}, "LaserParts": null, @@ -38714,285 +37910,35 @@ "activeConfiguration": null }, { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/MCB-2P-1", + "Name": "850_PressAssembly-1/105x80-Caster-4/Body007^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.013650660038374167, - "MinY": 0.6898230800959508, - "MinZ": -0.595695534525512, - "MaxX": 0.0996506600383742, - "MaxY": 0.7646564863764271, - "MaxZ": -0.5606955345255121 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1", - "Children": [ - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Lever arm", - "Part Number": "Lever arm", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0016111676334406777, - "Density": 1000.0, - "Volume": 1.6111676334406777E-06, - "SurfaceArea": 0.0010004211072629583, - "CenterOfMassX": 4.8493739043313375E-05, - "CenterOfMassY": 0.001234368631699718, - "CenterOfMassZ": -1.3346379784733545E-10 - }, - "Box": { - "MinX": 0.04034746261900027, - "MinY": 0.7440448826765728, - "MinZ": -0.611045534525512, - "MaxX": 0.06150920451474731, - "MaxY": 0.7660693975823404, - "MaxZ": -0.5980455345255121 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Latch", - "Part Number": "Latch", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0009888934418696032, - "Density": 1000.0, - "Volume": 9.888934418696032E-07, - "SurfaceArea": 0.0012942781774874686, - "CenterOfMassX": 1.986646411948317E-07, - "CenterOfMassY": 0.003526150057892247, - "CenterOfMassZ": 0.0005627263597425241 - }, - "Box": { - "MinX": 0.012175660038368672, - "MinY": 0.690207255711575, - "MinZ": -0.6124489876252224, - "MaxX": 0.0404256600383692, - "MaxY": 0.6958230800959608, - "MaxZ": -0.5966420814257818 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Circuit breaker Schneider Electric BA63", - "Part Number": "Circuit breaker Schneider Electric BA63", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07511758181744248, - "Density": 999.9999999999999, - "Volume": 7.511758181744248E-05, - "SurfaceArea": 0.017558252896280147, - "CenterOfMassX": 0.0006668141408676425, - "CenterOfMassY": 0.00697775286320669, - "CenterOfMassZ": -1.4154227227956247E-05 - }, - "Box": { - "MinX": 0.01607566003837417, - "MinY": 0.6905730800959506, - "MinZ": -0.6134455345255121, - "MaxX": 0.09722566003837417, - "MaxY": 0.7598616973884944, - "MaxZ": -0.595645534525512 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Plastic overlay", - "Part Number": "Plastic overlay", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.000365355159423404, - "Density": 1000.0, - "Volume": 3.65355159423404E-07, - "SurfaceArea": 0.0005618495784127246, - "CenterOfMassX": -0.0016555113368291992, - "CenterOfMassY": 4.600410107798173E-08, - "CenterOfMassZ": -0.0003086570866772846 - }, - "Box": { - "MinX": 0.0516507288852711, - "MinY": 0.7568300085493788, - "MinZ": -0.612398034525512, - "MaxX": 0.06130523699864107, - "MaxY": 0.7664846808276026, - "MaxZ": -0.5963955345255121 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP.SLDASM", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, "Global": { - "Definition": "UNKNOWN", - "Revision": "ANY", - "Source": "NOT_KNOWN", - "Part Number": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA", - "Nomenclature": "Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA" + "Nomenclature": "Body007", + "Part Number": "Body007", + "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.07808299805217615, - "Density": 999.9999999999998, - "Volume": 7.808299805217617E-05, - "SurfaceArea": 0.020414801759443296, - "CenterOfMassX": 0.00011162665278921547, - "CenterOfMassY": 0.007445781346881958, - "CenterOfMassZ": -1.4361561135554523E-05 - }, - "Box": { - "MinX": 0.012175660038368674, - "MinY": 0.690207255711575, - "MinZ": -0.6134455345255121, - "MaxX": 0.09722566003837417, - "MaxY": 0.7664846808276025, - "MaxZ": -0.595645534525512 - }, - "Material": { - "Lever arm.STEP-1": "", - "Latch.STEP-1": "", - "Circuit breaker Schneider Electric BA63.STEP-1": "", - "Plastic overlay.STEP-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Lever arm.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Lever arm", - "Part Number": "Lever arm", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0016111676334406777, + "Mass": 0.0031566488431149556, "Density": 1000.0, - "Volume": 1.6111676334406777E-06, - "SurfaceArea": 0.0010004211072629583, - "CenterOfMassX": 4.8493739043313375E-05, - "CenterOfMassY": 0.001234368631699718, - "CenterOfMassZ": -1.3346379784733545E-10 + "Volume": 3.1566488431149557E-06, + "SurfaceArea": 0.003755004260552404, + "CenterOfMassX": -0.0068999869329988694, + "CenterOfMassY": -4.859293310229432E-08, + "CenterOfMassZ": 0.005633728675843913 }, "Box": { - "MinX": 0.04034746261900027, - "MinY": 0.7440448826765728, - "MinZ": -0.611045534525512, - "MaxX": 0.06150920451474731, - "MaxY": 0.7660693975823404, - "MaxZ": -0.5980455345255121 + "MinX": 0.13661175532211756, + "MinY": -0.02639043484851101, + "MinZ": -0.2609504476698624, + "MaxX": 0.17681340320574856, + "MaxY": -0.006340377326981105, + "MaxZ": -0.22970497203323825 }, "Material": { "Material": "", @@ -39004,79 +37950,35 @@ "activeConfiguration": null }, { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1", + "Name": "850_PressAssembly-1/105x80-Caster-4/Body010^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Latch.STEP.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, "Global": { - "Nomenclature": "Latch", - "Part Number": "Latch", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" + "Nomenclature": "Body010", + "Part Number": "Body010", + "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.0009888934418696032, - "Density": 1000.0, - "Volume": 9.888934418696032E-07, - "SurfaceArea": 0.0012942781774874686, - "CenterOfMassX": 1.986646411948317E-07, - "CenterOfMassY": 0.003526150057892247, - "CenterOfMassZ": 0.0005627263597425241 - }, - "Box": { - "MinX": 0.012175660038368672, - "MinY": 0.690207255711575, - "MinZ": -0.6124489876252224, - "MaxX": 0.0404256600383692, - "MaxY": 0.6958230800959608, - "MaxZ": -0.5966420814257818 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Circuit breaker Schneider Electric BA63.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Nomenclature": "Circuit breaker Schneider Electric BA63", - "Part Number": "Circuit breaker Schneider Electric BA63", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.07511758181744248, + "Mass": 0.0013350210651971218, "Density": 999.9999999999999, - "Volume": 7.511758181744248E-05, - "SurfaceArea": 0.017558252896280147, - "CenterOfMassX": 0.0006668141408676425, - "CenterOfMassY": 0.00697775286320669, - "CenterOfMassZ": -1.4154227227956247E-05 + "Volume": 1.335021065197122E-06, + "SurfaceArea": 0.0030550094216583445, + "CenterOfMassX": -0.003932737859156653, + "CenterOfMassY": -2.3363611077730683E-15, + "CenterOfMassZ": -0.002507515621076131 }, "Box": { - "MinX": 0.01607566003837417, - "MinY": 0.6905730800959506, - "MinZ": -0.6134455345255121, - "MaxX": 0.09722566003837417, - "MaxY": 0.7598616973884944, - "MaxZ": -0.595645534525512 + "MinX": 0.15334468576833124, + "MinY": -0.033309456158302164, + "MinZ": -0.26084754259251425, + "MaxX": 0.199245526104209, + "MaxY": -0.012079999999985993, + "MaxZ": -0.22956701775503402 }, "Material": { "Material": "", @@ -39088,37 +37990,35 @@ "activeConfiguration": null }, { - "Name": "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1", + "Name": "850_PressAssembly-1/105x80-Caster-4/Body002^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx9176\\IC~~\\Plastic overlay.STEP.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, "Global": { - "Nomenclature": "Plastic overlay", - "Part Number": "Plastic overlay", - "Source": "NOT_KNOWN", - "Revision": "ANY", - "Definition": "UNKNOWN" + "Nomenclature": "Body002", + "Part Number": "Body002", + "Definition": "design" } }, "Equations": {}, "Mass": { - "Mass": 0.000365355159423404, - "Density": 1000.0, - "Volume": 3.65355159423404E-07, - "SurfaceArea": 0.0005618495784127246, - "CenterOfMassX": -0.0016555113368291992, - "CenterOfMassY": 4.600410107798173E-08, - "CenterOfMassZ": -0.0003086570866772846 + "Mass": 0.009951342649145947, + "Density": 999.9999999999999, + "Volume": 9.951342649145948E-06, + "SurfaceArea": 0.011499613334121979, + "CenterOfMassX": -0.012770037934188024, + "CenterOfMassY": 2.0465972199525744E-07, + "CenterOfMassZ": -0.011981566398588281 }, "Box": { - "MinX": 0.0516507288852711, - "MinY": 0.7568300085493788, - "MinZ": -0.612398034525512, - "MaxX": 0.06130523699864107, - "MaxY": 0.7664846808276026, - "MaxZ": -0.5963955345255121 + "MinX": 0.1582187571799202, + "MinY": -0.05519275710866001, + "MinZ": -0.26681725238526305, + "MaxX": 0.2316318379505308, + "MaxY": -0.007779999999999981, + "MaxZ": -0.22336816204946952 }, "Material": { "Material": "", @@ -39130,131 +38030,35 @@ "activeConfiguration": null }, { - "Name": "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-1", + "Name": "850_PressAssembly-1/105x80-Caster-4/Body003^105x80-Caster-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\540_SupportHookPins_x6_8mm_INOX.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", "Parent": null, "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Boss-Extrude1": 82.0 - }, - "Mass": { - "Mass": 0.032974156492078466, - "Density": 8000.0, - "Volume": 4.121769561509808E-06, - "SurfaceArea": 0.0021614157456697775, - "CenterOfMassX": 1.8533632998480501E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.040999999999999995 - }, - "Box": { - "MinX": -0.21073029609776367, - "MinY": 0.6709205367347973, - "MinZ": -0.6280455345255118, - "MaxX": -0.19973110688813744, - "MaxY": 0.6819197259444242, - "MaxZ": -0.5460455345255117 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/612_SidePanel_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\enclosures\\vintage-vertical-edc\\612_SidePanel_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Base-Width": 420.0, - "Base-Height": 320.0, - "Support-Rod-Diameter": 16.0, - "Support-Rod-X-Offset": 35.0, - "Support-Rod-Y-Offset": 35.0, - "Base-Thickness": 5.0, - "Base-Depth": 82.0, - "Corner-Radius-Major": 16.0, - "Cutout-Horizontal": 336.0, - "Cutout-Vertical": 192.0, - "Outer-Support-Bore-Diameter": 6.1000000000000005, - "Inner-Support-Bore-Diameter": 8.2, - "Cutout-Depth": 16.0, - "D1@Sketch1": 80.0, - "D2@Sketch1": 162.0 - }, - "Mass": { - "Mass": 0.10291642126030051, - "Density": 8000.0, - "Volume": 1.2864552657537565E-05, - "SurfaceArea": 0.026270326546437073, - "CenterOfMassX": -8.867870296417158E-18, - "CenterOfMassY": -1.45207799386511E-17, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.001980701492950529, - "MinY": 0.9624201313396106, - "MinZ": -0.6270455345255138, - "MaxX": 0.1600192985070495, - "MaxY": 0.9634201313396111, - "MaxZ": -0.5470455345255137 - }, - "Material": { - "Material": "AISI 304", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "Cabinet-EDC-Flex-3/MCB-2P-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\breakers\\2P\\MCB\\MCB-2P.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} + "Default": {}, + "Global": { + "Nomenclature": "Body003", + "Part Number": "Body003", + "Definition": "design" + } }, "Equations": {}, "Mass": { - "Mass": 0.0, - "Density": 0.0, - "Volume": 0.0, - "SurfaceArea": 0.0, - "CenterOfMassX": 0.0, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 + "Mass": 0.004401015387868156, + "Density": 1000.0, + "Volume": 4.401015387868156E-06, + "SurfaceArea": 0.0026743993427077893, + "CenterOfMassX": -3.7035680648285773E-19, + "CenterOfMassY": -9.719770866822E-19, + "CenterOfMassZ": -0.005802416082260257 }, "Box": { - "MinX": 0.12246929850704945, - "MinY": 0.7150904058954869, - "MinZ": -0.6045455345255126, - "MaxX": 0.19730270478752565, - "MaxY": 0.8010904058954872, - "MaxZ": -0.569545534525512 + "MinX": 0.1905816750238554, + "MinY": -0.0069999999999999975, + "MinZ": -0.2644183249761449, + "MaxX": 0.22941832497614514, + "MaxY": -0.002999999999999987, + "MaxZ": -0.22558167502385518 }, "Material": { "Material": "", @@ -39266,48 +38070,423 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-3", + "Name": "850_PressAssembly-1/105x80-Caster-4/M6x42-Screw^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "M6x42-Screw", + "Part Number": "M6x42-Screw", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0015270818386688796, + "Density": 1000.0, + "Volume": 1.5270818386688796E-06, + "SurfaceArea": 0.0010904874574710463, + "CenterOfMassX": -3.893775110187577E-17, + "CenterOfMassY": 1.7669513598200632E-10, + "CenterOfMassZ": -0.01578825811215597 + }, + "Box": { + "MinX": 0.18079482772437871, + "MinY": -0.05128000000000002, + "MinZ": -0.26967833112204165, + "MaxX": 0.19262450268578601, + "MaxY": -0.04128, + "MaxZ": -0.22360818992041978 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body004^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body004", + "Part Number": "Body004", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00674537095438755, + "Density": 1000.0, + "Volume": 6.745370954387551E-06, + "SurfaceArea": 0.0033252214768204496, + "CenterOfMassX": 3.0330645560539677E-11, + "CenterOfMassY": -4.2196043123711755E-12, + "CenterOfMassZ": -0.007842568076846756 + }, + "Box": { + "MinX": 0.18925365576086575, + "MinY": -0.013749999999999998, + "MinZ": -0.26574634423913457, + "MaxX": 0.2307463442391348, + "MaxY": 0.0002500000000000115, + "MaxZ": -0.22425365576086553 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body006^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body006", + "Part Number": "Body006", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.016740220874308917, + "Density": 1000.0, + "Volume": 1.6740220874308917E-05, + "SurfaceArea": 0.0036127620326998873, + "CenterOfMassX": -1.848413097948716E-19, + "CenterOfMassY": -7.350148904313213E-19, + "CenterOfMassZ": 1.3994832549010902E-19 + }, + "Box": { + "MinX": 0.17261153414097985, + "MinY": -0.060280000000000014, + "MinZ": -0.2597291110199591, + "MaxX": 0.20078934705640117, + "MaxY": -0.03227999999999999, + "MaxZ": -0.2305574667519474 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body005^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body005", + "Part Number": "Body005", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.044472674984891616, + "Density": 999.9999999999999, + "Volume": 4.447267498489162E-05, + "SurfaceArea": 0.0068781858360364625, + "CenterOfMassX": 5.2119750064059625E-08, + "CenterOfMassY": 9.028815585559905E-09, + "CenterOfMassZ": -5.127525290385049E-07 + }, + "Box": { + "MinX": 0.16080479867550654, + "MinY": -0.07168000000000001, + "MinZ": -0.2571518710519342, + "MaxX": 0.21259608252187853, + "MaxY": -0.020879999999999996, + "MaxZ": -0.23313470671997327 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/M6-Nut^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "M6-Nut", + "Part Number": "M6-Nut", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003584677557128669, + "Density": 1000.0, + "Volume": 3.584677557128669E-07, + "SurfaceArea": 0.00039579051136886417, + "CenterOfMassX": -2.5281678762513634E-16, + "CenterOfMassY": -2.2980275211112486E-16, + "CenterOfMassZ": 0.0028857104987692547 + }, + "Box": { + "MinX": 0.18128316548332332, + "MinY": -0.05128, + "MinZ": -0.26867682180551, + "MaxX": 0.1923698549554346, + "MaxY": -0.04127999999999999, + "MaxZ": -0.2626089806639803 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body008^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body008", + "Part Number": "Body008", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000752072014515922, + "Density": 1000.0, + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 + }, + "Box": { + "MinX": 0.17528688413410115, + "MinY": -0.02073, + "MinZ": -0.26421242163430214, + "MaxX": 0.18301735747028436, + "MaxY": -0.013229999999999997, + "MaxZ": -0.22666700772040665 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Body009^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body009", + "Part Number": "Body009", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000752072014515922, + "Density": 1000.0, + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 + }, + "Box": { + "MinX": 0.1604871639993636, + "MinY": -0.020730000000000005, + "MinZ": -0.26430343775070164, + "MaxX": 0.16821763733554682, + "MaxY": -0.01323, + "MaxZ": -0.2267580238368061 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-3/lbbr25-skf-1", + "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1/2-3751-105_80-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Cover-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.004478719588132996, + "Mass": 0.023856024541873196, "Density": 1000.0, - "Volume": 4.478719588132996E-06, - "SurfaceArea": 0.009699478965475999, - "CenterOfMassX": -0.009999999999999998, - "CenterOfMassY": -7.102504379624776E-14, - "CenterOfMassZ": 0.0005 + "Volume": 2.3856024541873196E-05, + "SurfaceArea": 0.017412811168962948, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, + "CenterOfMassZ": 0.0015 }, "Box": { - "MinX": -0.030000000000008457, - "MinY": 0.5814706585944898, - "MinZ": -0.3600000000000001, - "MaxX": 0.030000000000079956, - "MaxY": 0.5824706585944899, - "MaxZ": -0.2400000000000001 + "MinX": 0.15750000000000014, + "MinY": -0.003, + "MinZ": -0.28500000000000025, + "MaxX": 0.2625000000000004, + "MaxY": 1.1926223897340549E-17, + "MaxZ": -0.2049999999999999 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.023856024541873196, + "Density": 1000.0, + "Volume": 2.3856024541873196E-05, + "SurfaceArea": 0.017412811168962948, + "CenterOfMassX": 1.3325066234256617E-17, + "CenterOfMassY": 0.0015, + "CenterOfMassZ": 1.1075034391456284E-18 + }, + "Box": { + "MinX": 0.15750000000000014, + "MinY": -0.003, + "MinZ": -0.28500000000000025, + "MaxX": 0.2625000000000004, + "MaxY": 1.1926223897340549E-17, + "MaxZ": -0.2049999999999999 + }, + "Material": { + "2-3751-105_80-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1/2-3751-105_80-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.023856024541873196, + "Density": 1000.0, + "Volume": 2.3856024541873196E-05, + "SurfaceArea": 0.017412811168962948, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, + "CenterOfMassZ": 0.0015 + }, + "Box": { + "MinX": 0.15750000000000014, + "MinY": -0.003, + "MinZ": -0.28500000000000025, + "MaxX": 0.2625000000000004, + "MaxY": 1.1926223897340549E-17, + "MaxZ": -0.2049999999999999 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5", + "Children": [ + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body007^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body007", + "Part Number": "Body007", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0031566488431149556, + "Density": 1000.0, + "Volume": 3.1566488431149557E-06, + "SurfaceArea": 0.003755004260552404, + "CenterOfMassX": -0.0068999869329988694, + "CenterOfMassY": -4.859293310229432E-08, + "CenterOfMassZ": 0.005633728675843913 + }, + "Box": { + "MinX": -0.28338824467788243, + "MinY": -0.02639043484851101, + "MinZ": -0.26095044766986203, + "MaxX": -0.2431865967942516, + "MaxY": -0.00634037732698111, + "MaxZ": -0.22970497203323811 }, "Material": { "Material": "", @@ -39319,63 +38498,433 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1", + "Name": "850_PressAssembly-1/105x80-Caster-5/Body010^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body010", + "Part Number": "Body010", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0013350210651971218, + "Density": 999.9999999999999, + "Volume": 1.335021065197122E-06, + "SurfaceArea": 0.0030550094216583445, + "CenterOfMassX": -0.003932737859156653, + "CenterOfMassY": -2.3363611077730683E-15, + "CenterOfMassZ": -0.002507515621076131 + }, + "Box": { + "MinX": -0.2666553142316688, + "MinY": -0.033309456158302164, + "MinZ": -0.26084754259251397, + "MaxX": -0.22075447389579123, + "MaxY": -0.012079999999985998, + "MaxZ": -0.22956701775503394 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body002^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body002", + "Part Number": "Body002", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.009951342649145947, + "Density": 999.9999999999999, + "Volume": 9.951342649145948E-06, + "SurfaceArea": 0.011499613334121979, + "CenterOfMassX": -0.012770037934188024, + "CenterOfMassY": 2.0465972199525744E-07, + "CenterOfMassZ": -0.011981566398588281 + }, + "Box": { + "MinX": -0.26178124282007986, + "MinY": -0.05519275710866, + "MinZ": -0.26681725238526277, + "MaxX": -0.18836816204946946, + "MaxY": -0.007779999999999988, + "MaxZ": -0.22336816204946966 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body003^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body003", + "Part Number": "Body003", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.004401015387868156, + "Density": 1000.0, + "Volume": 4.401015387868156E-06, + "SurfaceArea": 0.0026743993427077893, + "CenterOfMassX": -3.7035680648285773E-19, + "CenterOfMassY": -9.719770866822E-19, + "CenterOfMassZ": -0.005802416082260257 + }, + "Box": { + "MinX": -0.22941832497614464, + "MinY": -0.007000000000000003, + "MinZ": -0.2644183249761448, + "MaxX": -0.19058167502385512, + "MaxY": -0.0029999999999999936, + "MaxZ": -0.2255816750238553 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/M6x42-Screw^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "M6x42-Screw", + "Part Number": "M6x42-Screw", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0015270818386688796, + "Density": 1000.0, + "Volume": 1.5270818386688796E-06, + "SurfaceArea": 0.0010904874574710463, + "CenterOfMassX": -3.893775110187577E-17, + "CenterOfMassY": 1.7669513598200632E-10, + "CenterOfMassZ": -0.01578825811215597 + }, + "Box": { + "MinX": -0.23920517227562135, + "MinY": -0.051280000000000006, + "MinZ": -0.2696783311220415, + "MaxX": -0.22737549731421428, + "MaxY": -0.04128, + "MaxZ": -0.2236081899204197 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body004^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body004", + "Part Number": "Body004", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00674537095438755, + "Density": 1000.0, + "Volume": 6.745370954387551E-06, + "SurfaceArea": 0.0033252214768204496, + "CenterOfMassX": 3.0330645560539677E-11, + "CenterOfMassY": -4.2196043123711755E-12, + "CenterOfMassZ": -0.007842568076846756 + }, + "Box": { + "MinX": -0.23074634423913445, + "MinY": -0.013750000000000002, + "MinZ": -0.2657463442391346, + "MaxX": -0.1892536557608653, + "MaxY": 0.00025000000000000456, + "MaxZ": -0.22425365576086548 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body006^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body006", + "Part Number": "Body006", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.016740220874308917, + "Density": 1000.0, + "Volume": 1.6740220874308917E-05, + "SurfaceArea": 0.0036127620326998873, + "CenterOfMassX": -1.848413097948716E-19, + "CenterOfMassY": -7.350148904313213E-19, + "CenterOfMassZ": 1.3994832549010902E-19 + }, + "Box": { + "MinX": -0.24738846585902022, + "MinY": -0.06028, + "MinZ": -0.25972911101995894, + "MaxX": -0.21921065294359907, + "MaxY": -0.03227999999999999, + "MaxZ": -0.23055746675194735 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body005^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body005", + "Part Number": "Body005", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.044472674984891616, + "Density": 999.9999999999999, + "Volume": 4.447267498489162E-05, + "SurfaceArea": 0.0068781858360364625, + "CenterOfMassX": 5.2119750064059625E-08, + "CenterOfMassY": 9.028815585559905E-09, + "CenterOfMassZ": -5.127525290385049E-07 + }, + "Box": { + "MinX": -0.25919520132449353, + "MinY": -0.07168, + "MinZ": -0.25715187105193393, + "MaxX": -0.2074039174781217, + "MaxY": -0.020879999999999996, + "MaxZ": -0.23313470671997327 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/M6-Nut^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "M6-Nut", + "Part Number": "M6-Nut", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003584677557128669, + "Density": 1000.0, + "Volume": 3.584677557128669E-07, + "SurfaceArea": 0.00039579051136886417, + "CenterOfMassX": -2.5281678762513634E-16, + "CenterOfMassY": -2.2980275211112486E-16, + "CenterOfMassZ": 0.0028857104987692547 + }, + "Box": { + "MinX": -0.2387168345166769, + "MinY": -0.05127999999999999, + "MinZ": -0.2686768218055098, + "MaxX": -0.2276301450445657, + "MaxY": -0.04127999999999998, + "MaxZ": -0.2626089806639802 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body008^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body008", + "Part Number": "Body008", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000752072014515922, + "Density": 1000.0, + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 + }, + "Box": { + "MinX": -0.2447131158658989, + "MinY": -0.020730000000000002, + "MinZ": -0.264212421634302, + "MaxX": -0.2369826425297159, + "MaxY": -0.013230000000000002, + "MaxZ": -0.22666700772040652 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body009^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body009", + "Part Number": "Body009", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000752072014515922, + "Density": 1000.0, + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 + }, + "Box": { + "MinX": -0.2595128360006365, + "MinY": -0.020730000000000005, + "MinZ": -0.26430343775070136, + "MaxX": -0.2517823626644535, + "MaxY": -0.013230000000000006, + "MaxZ": -0.22675802383680588 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-2", + "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1/2-3751-105_80-1", "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", "Properties": { - "Default": {}, - "PreviewCfg": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, - "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, - "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, - "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} - }, - "Equations": { - "D3@Sketch1": 4.0, - "D4@Sketch1": 4.0, - "D5@Sketch1": 4.0, - "Thread_minor@ThreadCosmetic": 4.11, - "D1@Sketch3": 4.0, - "D1@Sketch5": 4.0, - "Head_ch_ang@Sketch5": 30.000000000000206, - "D1@Sketch4": 8.0, - "D1@Sketch6": 7.0, - "D1@Indent": 0.45625, - "Thread_length@ThreadCosmetic": 9.2, - "Thread_minor@ThdSchSke": 4.11, - "Diameter@ThdSchSke": 5.0, - "Overcut@ThdSchSke": 6.25, - "Start@ThdSchSke": 4.450000000000001, - "Num_threads@ThdSchPat": 11.0, - "Advance@ThdSchPat": 0.8363636363636363 + "Default": {} }, + "Equations": {}, "Mass": { - "Mass": 0.0003764959113741406, + "Mass": 0.023856024541873196, "Density": 1000.0, - "Volume": 3.764959113741406E-07, - "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 + "Volume": 2.3856024541873196E-05, + "SurfaceArea": 0.017412811168962948, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, + "CenterOfMassZ": 0.0015 }, "Box": { - "MinX": -0.030000000000008256, - "MinY": 0.5966971559025934, - "MinZ": -0.35738685996664266, - "MaxX": 0.034149999999991784, - "MaxY": 0.6082441612863861, - "MaxZ": -0.34738685996664265 + "MinX": -0.26249999999999996, + "MinY": -0.003000000000000007, + "MinZ": -0.2850000000000002, + "MaxX": -0.1574999999999998, + "MaxY": 5.204170427930421E-18, + "MaxZ": -0.20499999999999996 }, "Material": { "Material": "", @@ -39385,933 +38934,33 @@ "LaserParts": null, "IsSuppressed": false, "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-1", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-2", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.043000000000008254, - "MinY": 0.5984706585944897, - "MinZ": -0.35638685996664266, - "MaxX": -0.03000000000000823, - "MaxY": 0.6064706585944897, - "MaxZ": -0.34838685996664265 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.05832840594687016, - "MinY": 0.5980652111563964, - "MinZ": -0.35678685996664267, - "MaxX": -0.05382840594687013, - "MaxY": 0.6068761060325827, - "MaxZ": -0.34798685996664264 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.06068018123132945, - "MinY": 0.594275340769371, - "MinZ": -0.39427342046929886, - "MaxX": -0.03578301046142802, - "MaxY": 0.6106666559837959, - "MaxZ": -0.3442868599666426 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.058912418123594545, - "MinY": 0.5997206585944895, - "MinZ": -0.3551368599666426, - "MaxX": -0.04742840594687013, - "MaxY": 0.6052206585944896, - "MaxZ": -0.3496368599666427 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.055498405946870166, - "MinY": 0.5942106585944896, - "MinZ": -0.36064685996664264, - "MaxX": -0.03000000000000821, - "MaxY": 0.6107306585944897, - "MaxZ": -0.34412685996664266 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "TYPE": "CATPART" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.006280857104084775, - "Density": 999.9999999999999, - "Volume": 6.280857104084775E-06, - "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695322, - "CenterOfMassY": 2.6579662333126367E-07, - "CenterOfMassZ": 0.010072303501530778 - }, - "Box": { - "MinX": -0.06068018123132945, - "MinY": 0.5942106585944896, - "MinZ": -0.39427342046929886, - "MaxX": -0.030000000000008208, - "MaxY": 0.6107306585944897, - "MaxZ": -0.34412685996664266 - }, - "Material": { - "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", - "6355015_02-1": "", - "6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null } ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", - "Properties": { - "Swivel-M6": {}, - "2xM8": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.008297688066683562, - "Density": 1000.0, - "Volume": 8.297688066683562E-06, - "SurfaceArea": 0.007415598903904077, - "CenterOfMassX": 0.0038926009856409304, - "CenterOfMassY": -9.240576016170089E-07, - "CenterOfMassZ": -0.02570029190477816 - }, - "Box": { - "MinX": -0.06068018123132945, - "MinY": 0.5942106585944896, - "MinZ": -0.39427342046929886, - "MaxX": 0.034149999999991805, - "MaxY": 0.6107306585944899, - "MaxZ": -0.34412685996664266 - }, - "Material": { - "formed hex screw_am-2": "", - "6355015-1/6355015_01-1": "", - "6355015-1/6355015_03-1": "", - "6355015-1/6355015_05-1": "", - "6355015-1/6355015_02-1": "", - "6355015-1/6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/SlideDual-40ID-60D-120W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", - "Properties": { - "SwivelClamp": {}, - "2xM8": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.45694320267169036, - "Density": 2700.0, - "Volume": 0.00016923822321173717, - "SurfaceArea": 0.03941934041106202, - "CenterOfMassX": 2.0705768488621686E-17, - "CenterOfMassY": -9.285774435530242E-18, - "CenterOfMassZ": 0.02 - }, - "Box": { - "MinX": -0.030000000000008253, - "MinY": 0.5824706585944898, - "MinZ": -0.3600000000000001, - "MaxX": 0.029999999999991766, - "MaxY": 0.6224706585944898, - "MaxZ": -0.2400000000000001 - }, - "Material": { - "Material": "6061 Alloy", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/lbbr25-skf-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Cover-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.004478719588132996, + "Mass": 0.023856024541873196, "Density": 1000.0, - "Volume": 4.478719588132996E-06, - "SurfaceArea": 0.009699478965475999, - "CenterOfMassX": -0.009999999999999998, - "CenterOfMassY": -7.102504379624776E-14, - "CenterOfMassZ": 0.0005 + "Volume": 2.3856024541873196E-05, + "SurfaceArea": 0.017412811168962948, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": 0.0015, + "CenterOfMassZ": 5.138868429666961E-19 }, "Box": { - "MinX": -0.030000000000008457, - "MinY": 0.6224706585944898, - "MinZ": -0.3600000000000001, - "MaxX": 0.030000000000079956, - "MaxY": 0.6234706585944899, - "MaxZ": -0.2400000000000001 + "MinX": -0.26249999999999996, + "MinY": -0.003000000000000007, + "MinZ": -0.2850000000000002, + "MaxX": -0.1574999999999998, + "MaxY": 5.204170427930421E-18, + "MaxZ": -0.20499999999999996 }, "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "PreviewCfg": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, - "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, - "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, - "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} - }, - "Equations": { - "D3@Sketch1": 4.0, - "D4@Sketch1": 4.0, - "D5@Sketch1": 4.0, - "Thread_minor@ThreadCosmetic": 4.11, - "D1@Sketch3": 4.0, - "D1@Sketch5": 4.0, - "Head_ch_ang@Sketch5": 30.000000000000206, - "D1@Sketch4": 8.0, - "D1@Sketch6": 7.0, - "D1@Indent": 0.45625, - "Thread_length@ThreadCosmetic": 9.2, - "Thread_minor@ThdSchSke": 4.11, - "Diameter@ThdSchSke": 5.0, - "Overcut@ThdSchSke": 6.25, - "Start@ThdSchSke": 4.450000000000001, - "Num_threads@ThdSchPat": 11.0, - "Advance@ThdSchPat": 0.8363636363636363 - }, - "Mass": { - "Mass": 0.0003764959113741406, - "Density": 1000.0, - "Volume": 3.764959113741406E-07, - "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 - }, - "Box": { - "MinX": -0.030000000000008242, - "MinY": 0.5966971559025934, - "MinZ": -0.2526131400333575, - "MaxX": 0.0341499999999918, - "MaxY": 0.6082441612863861, - "MaxZ": -0.24261314003335752 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-1", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-2", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.04300000000000824, - "MinY": 0.5984706585944897, - "MinZ": -0.25161314003335755, - "MaxX": -0.030000000000008215, - "MaxY": 0.6064706585944897, - "MaxZ": -0.24361314003335752 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.058328405946870145, - "MinY": 0.5980652111563964, - "MinZ": -0.2520131400333575, - "MaxX": -0.05382840594687011, - "MaxY": 0.6068761060325827, - "MaxZ": -0.2432131400333575 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.06068018123132943, - "MinY": 0.5942746612051834, - "MinZ": -0.2557131400333576, - "MaxX": -0.03578301046142801, - "MaxY": 0.6106659764196082, - "MaxZ": -0.2057265795307013 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.05891241812359453, - "MinY": 0.5997206585944895, - "MinZ": -0.2503631400333575, - "MaxX": -0.04742840594687012, - "MaxY": 0.6052206585944896, - "MaxZ": -0.24486314003335752 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.05549840594687015, - "MinY": 0.5942106585944896, - "MinZ": -0.25587314003335754, - "MaxX": -0.030000000000008197, - "MaxY": 0.6107306585944897, - "MaxZ": -0.23935314003335753 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "TYPE": "CATPART" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0062808571040847755, - "Density": 1000.0000000000001, - "Volume": 6.280857104084775E-06, - "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695321, - "CenterOfMassY": 2.6579662333111756E-07, - "CenterOfMassZ": 0.010072303501530778 - }, - "Box": { - "MinX": -0.06068018123132942, - "MinY": 0.5942106585944896, - "MinZ": -0.25587314003335754, - "MaxX": -0.030000000000008194, - "MaxY": 0.6107306585944897, - "MaxZ": -0.2057265795307013 - }, - "Material": { - "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", - "6355015_02-1": "", - "6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", - "Properties": { - "Swivel-M6": {}, - "2xM8": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.008297688066683562, - "Density": 999.9999999999998, - "Volume": 8.297688066683564E-06, - "SurfaceArea": 0.007415598903904077, - "CenterOfMassX": 0.0038926009856409295, - "CenterOfMassY": -9.240576016171226E-07, - "CenterOfMassZ": -0.025700291904778162 - }, - "Box": { - "MinX": -0.060680181231329434, - "MinY": 0.5942106585944895, - "MinZ": -0.25587314003335754, - "MaxX": 0.03414999999999182, - "MaxY": 0.6107306585944898, - "MaxZ": -0.20572657953070128 - }, - "Material": { - "formed hex screw_am-2": "", - "6355015-1/6355015_01-1": "", - "6355015-1/6355015_03-1": "", - "6355015-1/6355015_05-1": "", - "6355015-1/6355015_02-1": "", - "6355015-1/6355015_04-1": "" + "2-3751-105_80-1": "" }, "States": {}, "LaserParts": null, @@ -40319,1752 +38968,47 @@ "activeConfiguration": null } ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-25ID-40OD-58H.SLDASM", - "Parent": null, - "Properties": { - "Swivel-M6": {}, - "2xM8": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5035660515904191, - "Density": 2485.582869129485, - "Volume": 0.0002025947546728872, - "SurfaceArea": 0.07083462913220573, - "CenterOfMassX": 1.844334730395041E-17, - "CenterOfMassY": -3.601796387592863E-19, - "CenterOfMassZ": 0.0011050271556161425 - }, - "Box": { - "MinX": -0.06068018123132949, - "MinY": 0.5814706585944895, - "MinZ": -0.3942734204692989, - "MaxX": 0.03414999999999186, - "MaxY": 0.62347065859449, - "MaxZ": -0.2057265795307013 - }, - "Material": { - "Cover-1": "", - "Fasteners-1/formed hex screw_am-2": "", - "Fasteners-1/6355015-1/6355015_01-1": "", - "Fasteners-1/6355015-1/6355015_03-1": "", - "Fasteners-1/6355015-1/6355015_05-1": "", - "Fasteners-1/6355015-1/6355015_02-1": "", - "Fasteners-1/6355015-1/6355015_04-1": "", - "SlideDual-40ID-60D-120W-1": "6061 Alloy", - "Cover-2": "", - "Fasteners-2/formed hex screw_am-2": "", - "Fasteners-2/6355015-1/6355015_01-1": "", - "Fasteners-2/6355015-1/6355015_03-1": "", - "Fasteners-2/6355015-1/6355015_05-1": "", - "Fasteners-2/6355015-1/6355015_02-1": "", - "Fasteners-2/6355015-1/6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/lbbr25-skf-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Cover-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004478719588132996, - "Density": 1000.0, - "Volume": 4.478719588132996E-06, - "SurfaceArea": 0.009699478965475999, - "CenterOfMassX": -0.009999999999999998, - "CenterOfMassY": -7.102504379624776E-14, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.030000000000008457, - "MinY": 0.5814706585944898, - "MinZ": -0.3600000000000001, - "MaxX": 0.030000000000079956, - "MaxY": 0.5824706585944899, - "MaxZ": -0.2400000000000001 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "PreviewCfg": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, - "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, - "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, - "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} - }, - "Equations": { - "D3@Sketch1": 4.0, - "D4@Sketch1": 4.0, - "D5@Sketch1": 4.0, - "Thread_minor@ThreadCosmetic": 4.11, - "D1@Sketch3": 4.0, - "D1@Sketch5": 4.0, - "Head_ch_ang@Sketch5": 30.000000000000206, - "D1@Sketch4": 8.0, - "D1@Sketch6": 7.0, - "D1@Indent": 0.45625, - "Thread_length@ThreadCosmetic": 9.2, - "Thread_minor@ThdSchSke": 4.11, - "Diameter@ThdSchSke": 5.0, - "Overcut@ThdSchSke": 6.25, - "Start@ThdSchSke": 4.450000000000001, - "Num_threads@ThdSchPat": 11.0, - "Advance@ThdSchPat": 0.8363636363636363 - }, - "Mass": { - "Mass": 0.0003764959113741406, - "Density": 1000.0, - "Volume": 3.764959113741406E-07, - "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 - }, - "Box": { - "MinX": -0.030000000000008256, - "MinY": 0.5966971559025934, - "MinZ": -0.35738685996664266, - "MaxX": 0.034149999999991784, - "MaxY": 0.6082441612863861, - "MaxZ": -0.34738685996664265 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-1", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-2", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.043000000000008254, - "MinY": 0.5984706585944897, - "MinZ": -0.35638685996664266, - "MaxX": -0.03000000000000823, - "MaxY": 0.6064706585944897, - "MaxZ": -0.34838685996664265 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.05832840594687016, - "MinY": 0.5980652111563964, - "MinZ": -0.35678685996664267, - "MaxX": -0.05382840594687013, - "MaxY": 0.6068761060325827, - "MaxZ": -0.34798685996664264 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.06068018123132945, - "MinY": 0.594275340769371, - "MinZ": -0.39427342046929886, - "MaxX": -0.03578301046142802, - "MaxY": 0.6106666559837959, - "MaxZ": -0.3442868599666426 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.058912418123594545, - "MinY": 0.5997206585944895, - "MinZ": -0.3551368599666426, - "MaxX": -0.04742840594687013, - "MaxY": 0.6052206585944896, - "MaxZ": -0.3496368599666427 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.055498405946870166, - "MinY": 0.5942106585944896, - "MinZ": -0.36064685996664264, - "MaxX": -0.03000000000000821, - "MaxY": 0.6107306585944897, - "MaxZ": -0.34412685996664266 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "TYPE": "CATPART" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.006280857104084775, - "Density": 999.9999999999999, - "Volume": 6.280857104084775E-06, - "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695321, - "CenterOfMassY": 2.6579662333121634E-07, - "CenterOfMassZ": 0.010072303501530778 - }, - "Box": { - "MinX": -0.06068018123132945, - "MinY": 0.5942106585944896, - "MinZ": -0.39427342046929886, - "MaxX": -0.030000000000008208, - "MaxY": 0.6107306585944897, - "MaxZ": -0.34412685996664266 - }, - "Material": { - "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", - "6355015_02-1": "", - "6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Parent": null, - "Properties": { - "Swivel-M6": {}, - "2xM8": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.008297688066683562, - "Density": 1000.0, - "Volume": 8.297688066683562E-06, - "SurfaceArea": 0.007415598903904077, - "CenterOfMassX": 0.0038926009856409295, - "CenterOfMassY": -9.240576016170118E-07, - "CenterOfMassZ": -0.02570029190477816 - }, - "Box": { - "MinX": -0.06068018123132945, - "MinY": 0.5942106585944896, - "MinZ": -0.39427342046929886, - "MaxX": 0.034149999999991805, - "MaxY": 0.6107306585944899, - "MaxZ": -0.34412685996664266 - }, - "Material": { - "formed hex screw_am-2": "", - "6355015-1/6355015_01-1": "", - "6355015-1/6355015_03-1": "", - "6355015-1/6355015_05-1": "", - "6355015-1/6355015_02-1": "", - "6355015-1/6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "PreviewCfg": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, - "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, - "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, - "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} - }, - "Equations": { - "D3@Sketch1": 4.0, - "D4@Sketch1": 4.0, - "D5@Sketch1": 4.0, - "Thread_minor@ThreadCosmetic": 4.11, - "D1@Sketch3": 4.0, - "D1@Sketch5": 4.0, - "Head_ch_ang@Sketch5": 30.000000000000206, - "D1@Sketch4": 8.0, - "D1@Sketch6": 7.0, - "D1@Indent": 0.45625, - "Thread_length@ThreadCosmetic": 9.2, - "Thread_minor@ThdSchSke": 4.11, - "Diameter@ThdSchSke": 5.0, - "Overcut@ThdSchSke": 6.25, - "Start@ThdSchSke": 4.450000000000001, - "Num_threads@ThdSchPat": 11.0, - "Advance@ThdSchPat": 0.8363636363636363 - }, - "Mass": { - "Mass": 0.0003764959113741406, - "Density": 1000.0, - "Volume": 3.764959113741406E-07, - "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 - }, - "Box": { - "MinX": -0.030000000000008256, - "MinY": 0.5966971559025934, - "MinZ": -0.35738685996664266, - "MaxX": 0.034149999999991784, - "MaxY": 0.6082441612863861, - "MaxZ": -0.34738685996664265 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-1", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/hex flange nut_am-2", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.043000000000008254, - "MinY": 0.5984706585944897, - "MinZ": -0.35638685996664266, - "MaxX": -0.03000000000000823, - "MaxY": 0.6064706585944897, - "MaxZ": -0.34838685996664265 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.05832840594687016, - "MinY": 0.5980652111563964, - "MinZ": -0.35678685996664267, - "MaxX": -0.05382840594687013, - "MaxY": 0.6068761060325827, - "MaxZ": -0.34798685996664264 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.06068018123132945, - "MinY": 0.594275340769371, - "MinZ": -0.39427342046929886, - "MaxX": -0.03578301046142802, - "MaxY": 0.6106666559837959, - "MaxZ": -0.3442868599666426 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.058912418123594545, - "MinY": 0.5997206585944895, - "MinZ": -0.3551368599666426, - "MaxX": -0.04742840594687013, - "MaxY": 0.6052206585944896, - "MaxZ": -0.3496368599666427 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.055498405946870166, - "MinY": 0.5942106585944896, - "MinZ": -0.36064685996664264, - "MaxX": -0.03000000000000821, - "MaxY": 0.6107306585944897, - "MaxZ": -0.34412685996664266 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\105x80-Caster.SLDASM", "Parent": null, "Properties": { "Default": {}, "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "TYPE": "CATPART" + "Definition": "design", + "Part Number": "Unnamed6", + "Nomenclature": "Unnamed6" } }, "Equations": {}, "Mass": { - "Mass": 0.006280857104084775, - "Density": 999.9999999999999, - "Volume": 6.280857104084775E-06, - "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695322, - "CenterOfMassY": 2.657966233311999E-07, - "CenterOfMassZ": 0.010072303501530778 - }, - "Box": { - "MinX": -0.06068018123132945, - "MinY": 0.5942106585944896, - "MinZ": -0.39427342046929886, - "MaxX": -0.030000000000008208, - "MaxY": 0.6107306585944897, - "MaxZ": -0.34412685996664266 - }, - "Material": { - "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", - "6355015_02-1": "", - "6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.043000000000008254, - "MinY": 0.5984706585944897, - "MinZ": -0.35638685996664266, - "MaxX": -0.03000000000000823, - "MaxY": 0.6064706585944897, - "MaxZ": -0.34838685996664265 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.05832840594687016, - "MinY": 0.5980652111563964, - "MinZ": -0.35678685996664267, - "MaxX": -0.05382840594687013, - "MaxY": 0.6068761060325827, - "MaxZ": -0.34798685996664264 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.06068018123132945, - "MinY": 0.594275340769371, - "MinZ": -0.39427342046929886, - "MaxX": -0.03578301046142802, - "MaxY": 0.6106666559837959, - "MaxZ": -0.3442868599666426 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.058912418123594545, - "MinY": 0.5997206585944895, - "MinZ": -0.3551368599666426, - "MaxX": -0.04742840594687013, - "MaxY": 0.6052206585944896, - "MaxZ": -0.3496368599666427 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.055498405946870166, - "MinY": 0.5942106585944896, - "MinZ": -0.36064685996664264, - "MaxX": -0.03000000000000821, - "MaxY": 0.6107306585944897, - "MaxZ": -0.34412685996664266 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/SlideDual-40ID-60D-120W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\SlideDual-40ID-60D-120W.SLDPRT", - "Parent": null, - "Properties": { - "SwivelClamp": {}, - "2xM8": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.45694320267169036, - "Density": 2700.0, - "Volume": 0.00016923822321173717, - "SurfaceArea": 0.03941934041106202, - "CenterOfMassX": 2.0705768488621686E-17, - "CenterOfMassY": -9.285774435530242E-18, - "CenterOfMassZ": 0.02 - }, - "Box": { - "MinX": -0.030000000000008253, - "MinY": 0.5824706585944898, - "MinZ": -0.3600000000000001, - "MaxX": 0.029999999999991766, - "MaxY": 0.6224706585944898, - "MaxZ": -0.2400000000000001 - }, - "Material": { - "Material": "6061 Alloy", - "Materials": "SOLIDWORKS Materials" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/lbbr25-skf-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\polymech\\joints\\slide-clamp-40ID-80-60\\lbbr25-skf.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Cover-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Cover.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004478719588132996, - "Density": 1000.0, - "Volume": 4.478719588132996E-06, - "SurfaceArea": 0.009699478965475999, - "CenterOfMassX": -0.009999999999999998, - "CenterOfMassY": -7.102504379624776E-14, - "CenterOfMassZ": 0.0005 - }, - "Box": { - "MinX": -0.030000000000008457, - "MinY": 0.6224706585944898, - "MinZ": -0.3600000000000001, - "MaxX": 0.030000000000079956, - "MaxY": 0.6234706585944899, - "MaxZ": -0.2400000000000001 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "PreviewCfg": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, - "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, - "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, - "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} - }, - "Equations": { - "D3@Sketch1": 4.0, - "D4@Sketch1": 4.0, - "D5@Sketch1": 4.0, - "Thread_minor@ThreadCosmetic": 4.11, - "D1@Sketch3": 4.0, - "D1@Sketch5": 4.0, - "Head_ch_ang@Sketch5": 30.000000000000206, - "D1@Sketch4": 8.0, - "D1@Sketch6": 7.0, - "D1@Indent": 0.45625, - "Thread_length@ThreadCosmetic": 9.2, - "Thread_minor@ThdSchSke": 4.11, - "Diameter@ThdSchSke": 5.0, - "Overcut@ThdSchSke": 6.25, - "Start@ThdSchSke": 4.450000000000001, - "Num_threads@ThdSchPat": 11.0, - "Advance@ThdSchPat": 0.8363636363636363 - }, - "Mass": { - "Mass": 0.0003764959113741406, - "Density": 1000.0, - "Volume": 3.764959113741406E-07, - "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 - }, - "Box": { - "MinX": -0.030000000000008242, - "MinY": 0.5966971559025934, - "MinZ": -0.2526131400333575, - "MaxX": 0.0341499999999918, - "MaxY": 0.6082441612863861, - "MaxZ": -0.24261314003335752 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-4", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-3", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-1", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-2", - "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1", - "Children": [ - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.04300000000000824, - "MinY": 0.5984706585944897, - "MinZ": -0.25161314003335755, - "MaxX": -0.030000000000008215, - "MaxY": 0.6064706585944897, - "MaxZ": -0.24361314003335752 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.058328405946870145, - "MinY": 0.5980652111563964, - "MinZ": -0.2520131400333575, - "MaxX": -0.05382840594687011, - "MaxY": 0.6068761060325827, - "MaxZ": -0.2432131400333575 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.06068018123132943, - "MinY": 0.5942746612051834, - "MinZ": -0.2557131400333576, - "MaxX": -0.03578301046142801, - "MaxY": 0.6106659764196082, - "MaxZ": -0.2057265795307013 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.05891241812359453, - "MinY": 0.5997206585944895, - "MinZ": -0.2503631400333575, - "MaxX": -0.04742840594687012, - "MaxY": 0.6052206585944896, - "MaxZ": -0.24486314003335752 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.05549840594687015, - "MinY": 0.5942106585944896, - "MinZ": -0.25587314003335754, - "MaxX": -0.030000000000008197, - "MaxY": 0.6107306585944897, - "MaxZ": -0.23935314003335753 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "TYPE": "CATPART" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0062808571040847755, - "Density": 1000.0000000000001, - "Volume": 6.280857104084775E-06, - "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695322, - "CenterOfMassY": 2.6579662333108256E-07, - "CenterOfMassZ": 0.010072303501530778 - }, - "Box": { - "MinX": -0.06068018123132942, - "MinY": 0.5942106585944896, - "MinZ": -0.25587314003335754, - "MaxX": -0.030000000000008194, - "MaxY": 0.6107306585944897, - "MaxZ": -0.2057265795307013 - }, - "Material": { - "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", - "6355015_02-1": "", - "6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\products\\poly-mech\\cad\\joints\\slide-clamp-40ID-80-60\\Fasteners.SLDASM", - "Parent": null, - "Properties": { - "Swivel-M6": {}, - "2xM8": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.008297688066683562, + "Mass": 0.11404801292420105, "Density": 999.9999999999998, - "Volume": 8.297688066683564E-06, - "SurfaceArea": 0.007415598903904077, - "CenterOfMassX": 0.0038926009856409304, - "CenterOfMassY": -9.240576016170352E-07, - "CenterOfMassZ": -0.025700291904778162 + "Volume": 0.00011404801292420107, + "SurfaceArea": 0.05517800190664636, + "CenterOfMassX": -0.01637136403086971, + "CenterOfMassY": 5.869648941642144E-05, + "CenterOfMassZ": -0.02977380757544243 }, "Box": { - "MinX": -0.060680181231329434, - "MinY": 0.5942106585944895, - "MinZ": -0.25587314003335754, - "MaxX": 0.03414999999999182, - "MaxY": 0.6107306585944898, - "MaxZ": -0.20572657953070128 + "MinX": -0.29343474243823126, + "MinY": -0.07168, + "MinZ": -0.32201468751518547, + "MaxX": -0.12656525756176845, + "MaxY": 0.00025000000000002104, + "MaxZ": -0.16798531248481471 }, "Material": { - "formed hex screw_am-2": "", - "6355015-1/6355015_01-1": "", - "6355015-1/6355015_03-1": "", - "6355015-1/6355015_05-1": "", - "6355015-1/6355015_02-1": "", - "6355015-1/6355015_04-1": "" + "Body007^105x80-Caster-1": "", + "Body010^105x80-Caster-1": "", + "Body002^105x80-Caster-1": "", + "Body003^105x80-Caster-1": "", + "M6x42-Screw^105x80-Caster-1": "", + "Body004^105x80-Caster-1": "", + "Body006^105x80-Caster-1": "", + "Body005^105x80-Caster-1": "", + "M6-Nut^105x80-Caster-1": "", + "Body008^105x80-Caster-1": "", + "Body009^105x80-Caster-1": "", + "Alex-2-3751-105_80-1/2-3751-105_80-1": "" }, "States": {}, "LaserParts": null, @@ -42072,60 +39016,35 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-2", + "Name": "850_PressAssembly-1/105x80-Caster-5/Body007^105x80-Caster-1", "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body007^105x80-Caster.SLDPRT", "Parent": null, "Properties": { "Default": {}, - "PreviewCfg": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 35 --35WN": {}, - "B18.2.3.2M - Formed hex screw, M12 x 1.75 x 120 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 40 --26WN": {}, - "B18.2.3.2M - Formed hex screw, M10 x 1.5 x 14 --14WN": {}, - "B18.2.3.2M - Formed hex screw, M8 x 1.25 x 12 --12WN": {}, - "B18.2.3.2M - Formed hex screw, M14 x 2.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 16 --16WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 30 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M6 x 1.0 x 60 --18WN": {}, - "B18.2.3.2M - Formed hex screw, M20 x 2.5 x 30 --30WN": {}, - "B18.2.3.2M - Formed hex screw, M5 x 0.8 x 10 --10WN": {} - }, - "Equations": { - "D3@Sketch1": 4.0, - "D4@Sketch1": 4.0, - "D5@Sketch1": 4.0, - "Thread_minor@ThreadCosmetic": 4.11, - "D1@Sketch3": 4.0, - "D1@Sketch5": 4.0, - "Head_ch_ang@Sketch5": 30.000000000000206, - "D1@Sketch4": 8.0, - "D1@Sketch6": 7.0, - "D1@Indent": 0.45625, - "Thread_length@ThreadCosmetic": 9.2, - "Thread_minor@ThdSchSke": 4.11, - "Diameter@ThdSchSke": 5.0, - "Overcut@ThdSchSke": 6.25, - "Start@ThdSchSke": 4.450000000000001, - "Num_threads@ThdSchPat": 11.0, - "Advance@ThdSchPat": 0.8363636363636363 + "Global": { + "Nomenclature": "Body007", + "Part Number": "Body007", + "Definition": "design" + } }, + "Equations": {}, "Mass": { - "Mass": 0.0003764959113741406, + "Mass": 0.0031566488431149556, "Density": 1000.0, - "Volume": 3.764959113741406E-07, - "SurfaceArea": 0.0003708760217963896, - "CenterOfMassX": 0.005405246143449829, - "CenterOfMassY": -8.96895512035926E-06, - "CenterOfMassZ": -1.5489122059935673E-06 + "Volume": 3.1566488431149557E-06, + "SurfaceArea": 0.003755004260552404, + "CenterOfMassX": -0.0068999869329988694, + "CenterOfMassY": -4.859293310229432E-08, + "CenterOfMassZ": 0.005633728675843913 }, "Box": { - "MinX": -0.030000000000008242, - "MinY": 0.5966971559025934, - "MinZ": -0.2526131400333575, - "MaxX": 0.0341499999999918, - "MaxY": 0.6082441612863861, - "MaxZ": -0.24261314003335752 + "MinX": -0.28338824467788243, + "MinY": -0.02639043484851101, + "MinZ": -0.26095044766986203, + "MaxX": -0.2431865967942516, + "MaxY": -0.00634037732698111, + "MaxZ": -0.22970497203323811 }, "Material": { "Material": "", @@ -42137,298 +39056,433 @@ "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-4", + "Name": "850_PressAssembly-1/105x80-Caster-5/Body010^105x80-Caster-1", "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body010^105x80-Caster.SLDPRT", "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body010", + "Part Number": "Body010", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0013350210651971218, + "Density": 999.9999999999999, + "Volume": 1.335021065197122E-06, + "SurfaceArea": 0.0030550094216583445, + "CenterOfMassX": -0.003932737859156653, + "CenterOfMassY": -2.3363611077730683E-15, + "CenterOfMassZ": -0.002507515621076131 + }, + "Box": { + "MinX": -0.2666553142316688, + "MinY": -0.033309456158302164, + "MinZ": -0.26084754259251397, + "MaxX": -0.22075447389579123, + "MaxY": -0.012079999999985998, + "MaxZ": -0.22956701775503394 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, "LaserParts": null, - "IsSuppressed": true, + "IsSuppressed": false, "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-3", + "Name": "850_PressAssembly-1/105x80-Caster-5/Body002^105x80-Caster-1", "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\hex head\\formed hex screw_am.sldprt", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body002^105x80-Caster.SLDPRT", "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body002", + "Part Number": "Body002", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.009951342649145947, + "Density": 999.9999999999999, + "Volume": 9.951342649145948E-06, + "SurfaceArea": 0.011499613334121979, + "CenterOfMassX": -0.012770037934188024, + "CenterOfMassY": 2.0465972199525744E-07, + "CenterOfMassZ": -0.011981566398588281 + }, + "Box": { + "MinX": -0.26178124282007986, + "MinY": -0.05519275710866, + "MinZ": -0.26681725238526277, + "MaxX": -0.18836816204946946, + "MaxY": -0.007779999999999988, + "MaxZ": -0.22336816204946966 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, "LaserParts": null, - "IsSuppressed": true, + "IsSuppressed": false, "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-1", + "Name": "850_PressAssembly-1/105x80-Caster-5/Body003^105x80-Caster-1", "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body003^105x80-Caster.SLDPRT", "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body003", + "Part Number": "Body003", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.004401015387868156, + "Density": 1000.0, + "Volume": 4.401015387868156E-06, + "SurfaceArea": 0.0026743993427077893, + "CenterOfMassX": -3.7035680648285773E-19, + "CenterOfMassY": -9.719770866822E-19, + "CenterOfMassZ": -0.005802416082260257 + }, + "Box": { + "MinX": -0.22941832497614464, + "MinY": -0.007000000000000003, + "MinZ": -0.2644183249761448, + "MaxX": -0.19058167502385512, + "MaxY": -0.0029999999999999936, + "MaxZ": -0.2255816750238553 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, "LaserParts": null, - "IsSuppressed": true, + "IsSuppressed": false, "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/hex flange nut_am-2", + "Name": "850_PressAssembly-1/105x80-Caster-5/M6x42-Screw^105x80-Caster-1", "Children": null, - "Path": "C:\\SOLIDWORKS Data (2)\\browser\\Ansi Metric\\nuts\\hex nuts\\hex flange nut_am.sldprt", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6x42-Screw^105x80-Caster.SLDPRT", "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "M6x42-Screw", + "Part Number": "M6x42-Screw", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0015270818386688796, + "Density": 1000.0, + "Volume": 1.5270818386688796E-06, + "SurfaceArea": 0.0010904874574710463, + "CenterOfMassX": -3.893775110187577E-17, + "CenterOfMassY": 1.7669513598200632E-10, + "CenterOfMassZ": -0.01578825811215597 + }, + "Box": { + "MinX": -0.23920517227562135, + "MinY": -0.051280000000000006, + "MinZ": -0.2696783311220415, + "MaxX": -0.22737549731421428, + "MaxY": -0.04128, + "MaxZ": -0.2236081899204197 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, "LaserParts": null, - "IsSuppressed": true, + "IsSuppressed": false, "activeConfiguration": null }, { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1", + "Name": "850_PressAssembly-1/105x80-Caster-5/Body004^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body004^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body004", + "Part Number": "Body004", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.00674537095438755, + "Density": 1000.0, + "Volume": 6.745370954387551E-06, + "SurfaceArea": 0.0033252214768204496, + "CenterOfMassX": 3.0330645560539677E-11, + "CenterOfMassY": -4.2196043123711755E-12, + "CenterOfMassZ": -0.007842568076846756 + }, + "Box": { + "MinX": -0.23074634423913445, + "MinY": -0.013750000000000002, + "MinZ": -0.2657463442391346, + "MaxX": -0.1892536557608653, + "MaxY": 0.00025000000000000456, + "MaxZ": -0.22425365576086548 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body006^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body006^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body006", + "Part Number": "Body006", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.016740220874308917, + "Density": 1000.0, + "Volume": 1.6740220874308917E-05, + "SurfaceArea": 0.0036127620326998873, + "CenterOfMassX": -1.848413097948716E-19, + "CenterOfMassY": -7.350148904313213E-19, + "CenterOfMassZ": 1.3994832549010902E-19 + }, + "Box": { + "MinX": -0.24738846585902022, + "MinY": -0.06028, + "MinZ": -0.25972911101995894, + "MaxX": -0.21921065294359907, + "MaxY": -0.03227999999999999, + "MaxZ": -0.23055746675194735 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body005^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body005^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body005", + "Part Number": "Body005", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.044472674984891616, + "Density": 999.9999999999999, + "Volume": 4.447267498489162E-05, + "SurfaceArea": 0.0068781858360364625, + "CenterOfMassX": 5.2119750064059625E-08, + "CenterOfMassY": 9.028815585559905E-09, + "CenterOfMassZ": -5.127525290385049E-07 + }, + "Box": { + "MinX": -0.25919520132449353, + "MinY": -0.07168, + "MinZ": -0.25715187105193393, + "MaxX": -0.2074039174781217, + "MaxY": -0.020879999999999996, + "MaxZ": -0.23313470671997327 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/M6-Nut^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\M6-Nut^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "M6-Nut", + "Part Number": "M6-Nut", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.0003584677557128669, + "Density": 1000.0, + "Volume": 3.584677557128669E-07, + "SurfaceArea": 0.00039579051136886417, + "CenterOfMassX": -2.5281678762513634E-16, + "CenterOfMassY": -2.2980275211112486E-16, + "CenterOfMassZ": 0.0028857104987692547 + }, + "Box": { + "MinX": -0.2387168345166769, + "MinY": -0.05127999999999999, + "MinZ": -0.2686768218055098, + "MaxX": -0.2276301450445657, + "MaxY": -0.04127999999999998, + "MaxZ": -0.2626089806639802 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body008^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body008^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body008", + "Part Number": "Body008", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000752072014515922, + "Density": 1000.0, + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 + }, + "Box": { + "MinX": -0.2447131158658989, + "MinY": -0.020730000000000002, + "MinZ": -0.264212421634302, + "MaxX": -0.2369826425297159, + "MaxY": -0.013230000000000002, + "MaxZ": -0.22666700772040652 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Body009^105x80-Caster-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx24064\\VC~~\\105x80-Caster\\Body009^105x80-Caster.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Nomenclature": "Body009", + "Part Number": "Body009", + "Definition": "design" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.000752072014515922, + "Density": 1000.0, + "Volume": 7.52072014515922E-07, + "SurfaceArea": 0.0007393585321230914, + "CenterOfMassX": -7.393758653149933E-20, + "CenterOfMassY": 0.0013285186953508248, + "CenterOfMassZ": 7.589095347856554E-20 + }, + "Box": { + "MinX": -0.2595128360006365, + "MinY": -0.020730000000000005, + "MinZ": -0.26430343775070136, + "MaxX": -0.2517823626644535, + "MaxY": -0.013230000000000006, + "MaxZ": -0.22675802383680588 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1", "Children": [ { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_01-1", + "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1/2-3751-105_80-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } + "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.00039779008791489837, + "Mass": 0.023856024541873196, "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 + "Volume": 2.3856024541873196E-05, + "SurfaceArea": 0.017412811168962948, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, + "CenterOfMassZ": 0.0015 }, "Box": { - "MinX": -0.04300000000000824, - "MinY": 0.5984706585944897, - "MinZ": -0.25161314003335755, - "MaxX": -0.030000000000008215, - "MaxY": 0.6064706585944897, - "MaxZ": -0.24361314003335752 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.058328405946870145, - "MinY": 0.5980652111563964, - "MinZ": -0.2520131400333575, - "MaxX": -0.05382840594687011, - "MaxY": 0.6068761060325827, - "MaxZ": -0.2432131400333575 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.06068018123132943, - "MinY": 0.5942746612051834, - "MinZ": -0.2557131400333576, - "MaxX": -0.03578301046142801, - "MaxY": 0.6106659764196082, - "MaxZ": -0.2057265795307013 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.05891241812359453, - "MinY": 0.5997206585944895, - "MinZ": -0.2503631400333575, - "MaxX": -0.04742840594687012, - "MaxY": 0.6052206585944896, - "MaxZ": -0.24486314003335752 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.05549840594687015, - "MinY": 0.5942106585944896, - "MinZ": -0.25587314003335754, - "MaxX": -0.030000000000008197, - "MaxY": 0.6107306585944897, - "MaxZ": -0.23935314003335753 + "MinX": -0.26249999999999996, + "MinY": -0.003000000000000007, + "MinZ": -0.2850000000000002, + "MaxX": -0.1574999999999998, + "MaxY": 5.204170427930421E-18, + "MaxZ": -0.20499999999999996 }, "Material": { "Material": "", @@ -42440,318 +39494,62 @@ "activeConfiguration": null } ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "TYPE": "CATPART" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.006280857104084775, - "Density": 1000.0000000000001, - "Volume": 6.280857104084774E-06, - "SurfaceArea": 0.005965594759100478, - "CenterOfMassX": -0.005142379806695321, - "CenterOfMassY": 2.6579662333123074E-07, - "CenterOfMassZ": 0.010072303501530778 - }, - "Box": { - "MinX": -0.06068018123132942, - "MinY": 0.5942106585944896, - "MinZ": -0.25587314003335754, - "MaxX": -0.030000000000008194, - "MaxY": 0.6107306585944897, - "MaxZ": -0.2057265795307013 - }, - "Material": { - "6355015_01-1": "", - "6355015_03-1": "", - "6355015_05-1": "", - "6355015_02-1": "", - "6355015_04-1": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_01-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_01.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00039779008791489837, - "Density": 1000.0, - "Volume": 3.9779008791489835E-07, - "SurfaceArea": 0.000517359193594245, - "CenterOfMassX": 9.27902250504529E-19, - "CenterOfMassY": 1.0179535633422078E-18, - "CenterOfMassZ": 0.0005441171939395346 - }, - "Box": { - "MinX": -0.04300000000000824, - "MinY": 0.5984706585944897, - "MinZ": -0.25161314003335755, - "MaxX": -0.030000000000008215, - "MaxY": 0.6064706585944897, - "MaxZ": -0.24361314003335752 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_03-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_03.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.00014013678644316592, - "Density": 1000.0, - "Volume": 1.4013678644316591E-07, - "SurfaceArea": 0.0003002829703101676, - "CenterOfMassX": 3.1778469192190023E-18, - "CenterOfMassY": -2.685119412825742E-18, - "CenterOfMassZ": 0.020532360940251838 - }, - "Box": { - "MinX": -0.058328405946870145, - "MinY": 0.5980652111563964, - "MinZ": -0.2520131400333575, - "MaxX": -0.05382840594687011, - "MaxY": 0.6068761060325827, - "MaxZ": -0.2432131400333575 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_05-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_05.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0038228589157722507, - "Density": 1000.0, - "Volume": 3.8228589157722505E-06, - "SurfaceArea": 0.003399754968531836, - "CenterOfMassX": -0.008448795379028033, - "CenterOfMassY": 4.3669689273707276E-07, - "CenterOfMassZ": 0.013226614822933355 - }, - "Box": { - "MinX": -0.06068018123132943, - "MinY": 0.5942746612051834, - "MinZ": -0.2557131400333576, - "MaxX": -0.03578301046142801, - "MaxY": 0.6106659764196082, - "MaxZ": -0.2057265795307013 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_02-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_02.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 8.714579402428451E-05, - "Density": 999.9999999999999, - "Volume": 8.714579402428451E-08, - "SurfaceArea": 0.00015763616448509303, - "CenterOfMassX": 1.6848761951044884E-11, - "CenterOfMassY": -2.0396394071008304E-19, - "CenterOfMassZ": 0.018744977457086528 - }, - "Box": { - "MinX": -0.05891241812359453, - "MinY": 0.5997206585944895, - "MinZ": -0.2503631400333575, - "MaxX": -0.04742840594687012, - "MaxY": 0.6052206585944896, - "MaxZ": -0.24486314003335752 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_04-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\clamps\\clamping_lever\\150318723-7-6355015\\6355015_04.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "REFERENCE": "6355015", - "SUPPLIER": "GAMM", - "DESIGN": "Adjustable clamping lever - KRB/42 M6 - 6355015", - "TraceParts.PartNumber": "10-15072014-091315", - "TraceParts.PartTitle": "Adjustable clamping lever - KRB", - "TraceParts.InstanceId": "10-15072014-09131585YG2TXJ1GV4SNTO1JDVPHWYH", - "TRACEPARTS": "TRACEPARTS", - "TraceParts.PartLanguage": "en", - "TraceParts.PartVersion": "1.1.2", - "IsFastener": "1", - "TYPE": "CATASM" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.0018329255199301753, - "Density": 1000.0, - "Volume": 1.8329255199301754E-06, - "SurfaceArea": 0.0015905614621791362, - "CenterOfMassX": -1.178819926502543E-18, - "CenterOfMassY": 1.0609905021306823E-18, - "CenterOfMassZ": 0.004349269549107826 - }, - "Box": { - "MinX": -0.05549840594687015, - "MinY": 0.5942106585944896, - "MinZ": -0.25587314003335754, - "MaxX": -0.030000000000008197, - "MaxY": 0.6107306585944897, - "MaxZ": -0.23935314003335753 - }, - "Material": { - "Material": "", - "Materials": "" - }, - "States": {}, - "LaserParts": null, - "IsSuppressed": false, - "activeConfiguration": null - }, - { - "Name": "615_BarrelMount_x1_5mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\components\\injector\\615_BarrelMount_x1_5mm_FERRO.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\105_80\\Alex-2-3751-105_80.SLDASM", "Parent": null, "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.22932403349547237, + "Mass": 0.023856024541873196, "Density": 1000.0, - "Volume": 0.00022932403349547236, - "SurfaceArea": 0.10072664859298405, - "CenterOfMassX": -1.4929532256917052E-17, - "CenterOfMassY": 6.5725481684274146E-18, - "CenterOfMassZ": 0.002500000000001564 + "Volume": 2.3856024541873196E-05, + "SurfaceArea": 0.017412811168962948, + "CenterOfMassX": 1.3463761700653563E-17, + "CenterOfMassY": 0.0015, + "CenterOfMassZ": 6.220693067563148E-19 }, "Box": { - "MinX": -0.04000000000000001, - "MinY": 0.7449999999999978, - "MinZ": -0.3099999999999982, - "MaxX": 0.04000000000000001, - "MaxY": 0.7500000000000787, - "MaxZ": 0.3100000000000018 + "MinX": -0.26249999999999996, + "MinY": -0.003000000000000007, + "MinZ": -0.2850000000000002, + "MaxX": -0.1574999999999998, + "MaxY": 5.204170427930421E-18, + "MaxZ": -0.20499999999999996 + }, + "Material": { + "2-3751-105_80-1": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1/2-3751-105_80-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\hardware\\casters\\alex\\2-3751-105_80.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.023856024541873196, + "Density": 1000.0, + "Volume": 2.3856024541873196E-05, + "SurfaceArea": 0.017412811168962948, + "CenterOfMassX": 1.1799416103890202E-17, + "CenterOfMassY": -2.3649591017280265E-19, + "CenterOfMassZ": 0.0015 + }, + "Box": { + "MinX": -0.26249999999999996, + "MinY": -0.003000000000000007, + "MinZ": -0.2850000000000002, + "MaxX": -0.1574999999999998, + "MaxY": 5.204170427930421E-18, + "MaxZ": -0.20499999999999996 }, "Material": { "Material": "", @@ -42763,9 +39561,44 @@ "activeConfiguration": null }, { - "Name": "EDC-450-RC2-1", + "Name": "850_PressAssembly-1/303_Front_x1_10mm_FERRO-2", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\EDC-450-RC2.SLDASM", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\303_Front_x1_10mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.4848392620824169, + "Density": 1000.0, + "Volume": 0.0004848392620824169, + "SurfaceArea": 0.11704986645449905, + "CenterOfMassX": -0.0008516288298827752, + "CenterOfMassY": -2.1791794271521652E-07, + "CenterOfMassZ": 0.005000000000000773 + }, + "Box": { + "MinX": 0.0299999999999188, + "MinY": 1.4580000000000002, + "MinZ": -0.315, + "MaxX": 0.03999999999999977, + "MaxY": 1.5380000000000003, + "MaxZ": 0.315 + }, + "Material": { + "Material": "", + "Materials": "" + }, + "States": {}, + "LaserParts": null, + "IsSuppressed": false, + "activeConfiguration": null + }, + { + "Name": "socket button head cap screw_am-2", + "Children": null, + "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket button head cap screw_am.sldprt", "Parent": null, "Properties": null, "Equations": null, @@ -42778,9 +39611,9 @@ "activeConfiguration": null }, { - "Name": "710_60-40-SupportBeam-1", + "Name": "Global-Lydia-3.6-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\framework\\710_60-40-SupportBeam.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Global-Lydia-3.6.SLDASM", "Parent": null, "Properties": null, "Equations": null, @@ -42807,21 +39640,6 @@ "IsSuppressed": true, "activeConfiguration": null }, - { - "Name": "471_Hopper-40_x1_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\470_HopperVertical\\471_Hopper-40_x1_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null - }, { "Name": "710_60-40-SupportBeam-2", "Children": null, @@ -42836,21 +39654,6 @@ "LaserParts": null, "IsSuppressed": true, "activeConfiguration": null - }, - { - "Name": "Global-Lydia-3.6-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Global-Lydia-3.6.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "LaserParts": null, - "IsSuppressed": true, - "activeConfiguration": null } ], "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\injection\\elena-zmax-rc1\\cad\\GlobalAssembly-ELZ-RC2.SLDASM", @@ -42871,6 +39674,11 @@ "Comment": "", "Hide": "0" }, + "Manual-Base": { + "Checkbox7": "Unchecked", + "Comment": "", + "Hide": "0" + }, "Global": { "Definition": "mold press", "Part Number": "mold press", @@ -42882,278 +39690,259 @@ }, "Equations": {}, "Mass": { - "Mass": 85.40384773507743, - "Density": 2343.8426884447704, - "Volume": 0.03643753403593232, - "SurfaceArea": 10.178488207897415, - "CenterOfMassX": 0.015282846652615385, - "CenterOfMassY": 0.797957260633087, - "CenterOfMassZ": -0.05753468025071251 + "Mass": 71.3588458339072, + "Density": 2141.898611037667, + "Volume": 0.033315697328612864, + "SurfaceArea": 8.878756572339693, + "CenterOfMassX": 0.021394383574207292, + "CenterOfMassY": 0.9756877967635147, + "CenterOfMassZ": -0.04092864177035885 }, "Box": null, "Material": { - "SlideDual-25ID-40OD-58H-1/Cover-1": "", - "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-2": "", - "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_01-1": "", - "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_03-1": "", - "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_05-1": "", - "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_02-1": "", - "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_04-1": "", - "SlideDual-25ID-40OD-58H-1/SlideDual-40ID-60D-120W-1": "6061 Alloy", - "SlideDual-25ID-40OD-58H-1/Cover-2": "", - "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-2": "", - "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_01-1": "", - "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_03-1": "", - "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_05-1": "", - "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_02-1": "", - "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_04-1": "", - "610_Injector-1/Heat_band_35-1": "", - "610_Injector-1/Motor-Assembly-1/622_Motor-Flange-Mod3_KM90_35-1": "", - "610_Injector-1/Motor-Assembly-1/Cidepa-2kw-35d-1": "", - "610_Injector-1/GlobalValve-40-1/Pin-1": "", - "610_Injector-1/GlobalValve-40-1/Lever-Arm-1": "", - "610_Injector-1/GlobalValve-40-1/CartridgeHeater-1": "", - "610_Injector-1/GlobalValve-40-1/Gate-1": "", - "610_Injector-1/GlobalValve-40-1/Block-1": "", - "610_Injector-1/GlobalValve-40-1/CartridgeHeater-2": "", - "610_Injector-1/GlobalValve-40-1/LeverBall-1": "", - "610_Injector-1/GlobalValve-40-1/M20-Circlip-1": "", - "610_Injector-1/GlobalValve-40-1/M20-Circlip-2": "", - "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2": "", - "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1": "", - "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3": "", - "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5": "", - "610_Injector-1/601_Transmission-1/Axle-25-ELZM-35-1": "1023 Carbon Steel Sheet (SS)", - "610_Injector-1/601_Transmission-1/405_PlungerCleaner_x2_1mm_INOX-1": "", - "610_Injector-1/601_Transmission-1/Copy of Copy of PlasticVolume^601_Transmission-1": "ABS", - "610_Injector-1/601_Transmission-1/BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1": "", - "610_Injector-1/601_Transmission-1/BarrelAssembly-1/Barrel-1": "Plain Carbon Steel", - "610_Injector-1/601_Transmission-1/601_Bracket_Mod3_80_155-1": "", - "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1": "", - "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1": "", - "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1": "", - "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1": "", - "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_04-1": "", - "610_Injector-1/601_Transmission-1/Mirror601_Bracket_Mod3_80_155-2": "", - "610_Injector-1/601_Transmission-1/AxleHub35-1": "1023 Carbon Steel Sheet (SS)", - "610_Injector-1/601_Transmission-1/PlungerBushing-25-12-45-1": "", - "610_Injector-1/601_Transmission-1/spur gear_amxxx-3": "", - "610_Injector-1/601_Transmission-1/M25R-1000-1": "", - "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1": "", - "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1": "", - "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1": "", - "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1": "", - "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_04-1": "", - "610_Injector-1/Nozzle-1/nozzle.step-1/m20-acme.step-1": "", - "610_Injector-1/Nozzle-1/nozzle.step-1/m20-nut.step-1": "", - "610_Injector-1/701_Hopper_x1_1mm_INOX-1": "", - "SlideDual-25ID-40OD-58H-2/Cover-1": "", - "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-2": "", - "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_01-1": "", - "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_03-1": "", - "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_05-1": "", - "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_02-1": "", - "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_04-1": "", - "SlideDual-25ID-40OD-58H-2/SlideDual-40ID-60D-120W-1": "6061 Alloy", - "SlideDual-25ID-40OD-58H-2/Cover-2": "", - "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-2": "", - "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_01-1": "", - "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_03-1": "", - "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_05-1": "", - "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_02-1": "", - "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_04-1": "", - "Global-GH-35000HL-1/Part2^Global-GH-35000HL-3": "", - "Global-GH-35000HL-1/top-1-2": "", - "Global-GH-35000HL-1/top-2-3": "", - "Global-GH-35000HL-1/lever-pin-1": "", - "Global-GH-35000HL-1/hex nut heavy_am-3": "", - "Global-GH-35000HL-1/socket head cap screw_am-2": "", - "Global-GH-35000HL-1/socket head cap screw_am-9": "", - "Global-GH-35000HL-1/socket head cap screw_am-4": "", - "Global-GH-35000HL-1/link-1": "", - "Global-GH-35000HL-1/clamp-3500-plunger-support-rod-1": "", - "Global-GH-35000HL-1/hex nut heavy_am-2": "", - "Global-GH-35000HL-1/lever-mount-2": "", - "Global-GH-35000HL-1/support-plate-200-1": "", - "Global-GH-35000HL-1/socket head cap screw_am-3": "", - "Global-GH-35000HL-1/socket head cap screw_am-8": "", - "Global-GH-35000HL-1/clamp-3500-plunger-2": "", - "Global-GH-35000HL-1/socket head cap screw_am-1": "", - "Global-GH-35000HL-1/top-2-1": "", - "Global-GH-35000HL-1/Part2^Global-GH-35000HL-1": "", - "Global-GH-35000HL-1/top-1-1": "", - "Global-GH-35000HL-1/socket head cap screw_am-5": "", - "Global-GH-35000HL-1/socket head cap screw_am-6": "", - "Global-GH-35000HL-1/socket head cap screw_am-7": "", - "Global-GH-35000HL-1/socket head cap screw_am-10": "", - "Global-GH-35000HL-1/socket head cap screw_am-12": "", - "Global-GH-35000HL-1/socket head cap screw_am-11": "", - "Global-GH-35000HL-1/701_CarJackMount_x1_10mm_FERRO-1": "Plain Carbon Steel", - "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-2": "AISI 304", - "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-4": "AISI 304", - "Cabinet-EDC-Flex-1/E5C2-5": "", - "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-2": "AISI 304", - "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-5": "AISI 304", - "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-2": "AISI 304", - "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-4": "", - "Cabinet-EDC-Flex-1/3Pos-Switch-22mm-1": "", - "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-1": "AISI 304", - "Cabinet-EDC-Flex-1/530_BasePost-1": "", - "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-1": "", - "Cabinet-EDC-Flex-1/E5C2-1": "", - "Cabinet-EDC-Flex-1/525_Belt_x1_1mm_INOX-1": "AISI 347 Annealed Stainless Steel (SS)", - "Cabinet-EDC-Flex-1/610_FrontPanel_x1_1mm_INOX-1": "AISI 304", - "Cabinet-EDC-Flex-1/2P-Power-1/MCB-2P-1": "", - "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", - "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", - "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", - "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "", - "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-1": "AISI 304", - "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-1": "AISI 304", - "Cabinet-EDC-Flex-1/MCB-2P-1": "", - "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-3": "", - "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-2": "AISI 304", - "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-8": "", - "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-3": "", - "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-12": "", - "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-3": "AISI 304", - "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-5": "AISI 304", - "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-4": "AISI 304", - "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-4": "AISI 304", - "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-2": "AISI 304", - "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-11": "", - "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-4": "", - "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-5": "", - "Cabinet-EDC-Flex-Drive-130-1/vfd-cp-1": "", - "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-1": "", - "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-1": "", - "Cabinet-EDC-Flex-Drive-130-1/825_Belt_x1_1mm_INOX-1": "", - "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-1": "", - "Cabinet-EDC-Flex-Drive-130-1/MCB-2P-1": "", - "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-1": "AISI 304", - "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-1": "AISI 304", - "Cabinet-EDC-Flex-Drive-130-1/vfd-1": "", - "Cabinet-EDC-Flex-Drive-130-1/schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130-1": "", - "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-2": "AISI 304", - "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-4": "AISI 304", - "Cabinet-EDC-Flex-2/E5C2-5": "", - "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-2": "AISI 304", - "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-5": "AISI 304", - "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-2": "AISI 304", - "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-4": "", - "Cabinet-EDC-Flex-2/3Pos-Switch-22mm-1": "", - "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-1": "AISI 304", - "Cabinet-EDC-Flex-2/530_BasePost-1": "", - "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-1": "", - "Cabinet-EDC-Flex-2/E5C2-1": "", - "Cabinet-EDC-Flex-2/525_Belt_x1_1mm_INOX-1": "AISI 347 Annealed Stainless Steel (SS)", - "Cabinet-EDC-Flex-2/610_FrontPanel_x1_1mm_INOX-1": "AISI 304", - "Cabinet-EDC-Flex-2/2P-Power-1/MCB-2P-1": "", - "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", - "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", - "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", - "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "", - "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-1": "AISI 304", - "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-1": "AISI 304", - "Cabinet-EDC-Flex-2/MCB-2P-1": "", - "850_PressAssembly-1/105x80-Caster-5/Body005^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-5/M6x42-Screw^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-5/Body006^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-5/Body008^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-5/Body003^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-5/Body007^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-5/M6-Nut^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-5/Body002^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-5/Body004^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-5/Body009^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-5/Body010^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1/2-3751-105_80-1": "", - "850_PressAssembly-1/820_ELZM-Slide-2": "Plain Carbon Steel", - "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-1": "Plain Carbon Steel", - "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-2": "Plain Carbon Steel", - "850_PressAssembly-1/105x80-Caster-4/Body005^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-4/M6x42-Screw^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-4/Body006^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-4/Body008^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-4/Body003^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-4/Body007^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-4/M6-Nut^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-4/Body002^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-4/Body004^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-4/Body009^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-4/Body010^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1/2-3751-105_80-1": "", - "850_PressAssembly-1/303_Front_x1_10mm_FERRO-2": "", - "850_PressAssembly-1/303_Front_x1_10mm_FERRO-1": "", - "850_PressAssembly-1/105x80-Caster-3/Body005^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-3/M6x42-Screw^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-3/Body006^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-3/Body008^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-3/Body003^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-3/Body007^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-3/M6-Nut^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-3/Body002^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-3/Body004^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-3/Body009^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-3/Body010^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-3/Alex-2-3751-105_80-1/2-3751-105_80-1": "", - "850_PressAssembly-1/105x80-Caster-1/Body005^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-1/M6x42-Screw^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-1/Body006^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-1/Body008^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-1/Body003^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-1/Body007^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-1/M6-Nut^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-1/Body002^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-1/Body004^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-1/Body009^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-1/Body010^105x80-Caster-1": "", - "850_PressAssembly-1/105x80-Caster-1/Alex-2-3751-105_80-1/2-3751-105_80-1": "", - "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-1": "Plain Carbon Steel", - "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-2": "Plain Carbon Steel", - "850_PressAssembly-1/710_60-40-SupportBeam-1": "Plain Carbon Steel", - "850_PressAssembly-1/720_GroundPlate_x1_10mm_FERRO-1": "", - "850_PressAssembly-1/820_ELZM-Slide-1": "Plain Carbon Steel", - "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-2": "AISI 304", - "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-4": "AISI 304", - "Cabinet-EDC-Flex-3/E5C2-5": "", - "Cabinet-EDC-Flex-3/611_BackPanel_x2_1mm_INOX-2": "AISI 304", - "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-5": "AISI 304", - "Cabinet-EDC-Flex-3/612_SidePanel_x2_1mm_INOX-2": "AISI 304", - "Cabinet-EDC-Flex-3/403_MountPlate_x2_4mm_INOX-4": "", - "Cabinet-EDC-Flex-3/3Pos-Switch-22mm-1": "", - "Cabinet-EDC-Flex-3/611_BackPanel_x2_1mm_INOX-1": "AISI 304", - "Cabinet-EDC-Flex-3/530_BasePost-1": "", - "Cabinet-EDC-Flex-3/403_MountPlate_x2_4mm_INOX-1": "", - "Cabinet-EDC-Flex-3/E5C2-1": "", - "Cabinet-EDC-Flex-3/525_Belt_x1_1mm_INOX-1": "AISI 347 Annealed Stainless Steel (SS)", - "Cabinet-EDC-Flex-3/610_FrontPanel_x1_1mm_INOX-1": "AISI 304", - "Cabinet-EDC-Flex-3/2P-Power-1/MCB-2P-1": "", - "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", - "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", - "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", - "Cabinet-EDC-Flex-3/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "", - "Cabinet-EDC-Flex-3/540_SupportHookPins_x6_8mm_INOX-1": "AISI 304", - "Cabinet-EDC-Flex-3/612_SidePanel_x2_1mm_INOX-1": "AISI 304", - "Cabinet-EDC-Flex-3/MCB-2P-1": "", - "SlideDual-25ID-40OD-58H-3/Cover-1": "", - "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-2": "", - "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_01-1": "", - "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_03-1": "", - "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_05-1": "", - "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_02-1": "", - "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_04-1": "", - "SlideDual-25ID-40OD-58H-3/SlideDual-40ID-60D-120W-1": "6061 Alloy", "SlideDual-25ID-40OD-58H-3/Cover-2": "", "SlideDual-25ID-40OD-58H-3/Fasteners-2/formed hex screw_am-2": "", "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_01-1": "", - "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_03-1": "", - "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_05-1": "", "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_02-1": "", + "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_05-1": "", + "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_03-1": "", "SlideDual-25ID-40OD-58H-3/Fasteners-2/6355015-1/6355015_04-1": "", - "615_BarrelMount_x1_5mm_FERRO-1": "" + "SlideDual-25ID-40OD-58H-3/Fasteners-1/formed hex screw_am-2": "", + "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_01-1": "", + "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_02-1": "", + "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_05-1": "", + "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_03-1": "", + "SlideDual-25ID-40OD-58H-3/Fasteners-1/6355015-1/6355015_04-1": "", + "SlideDual-25ID-40OD-58H-3/SlideDual-40ID-60D-120W-1": "6061 Alloy", + "SlideDual-25ID-40OD-58H-3/Cover-1": "", + "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-3": "", + "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-2": "AISI 304", + "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-2": "AISI 304", + "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-4": "AISI 304", + "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-5": "AISI 304", + "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-8": "", + "Cabinet-EDC-Flex-Drive-130-1/825_Belt_x1_1mm_INOX-1": "", + "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-1": "AISI 304", + "Cabinet-EDC-Flex-Drive-130-1/MCB-2P-1": "", + "Cabinet-EDC-Flex-Drive-130-1/vfd-1": "", + "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-1": "", + "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-1": "", + "Cabinet-EDC-Flex-Drive-130-1/803_MountPlate_x2_4mm_INOX-1": "", + "Cabinet-EDC-Flex-Drive-130-1/840_SupportHookPins_x6_8mm_INOX-1": "AISI 304", + "Cabinet-EDC-Flex-Drive-130-1/vfd-cp-1": "", + "Cabinet-EDC-Flex-Drive-130-1/schneider-xb4-eswitch^Cabinet-EDC-Flex-Drive-130-1": "", + "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-11": "", + "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-4": "", + "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-3": "", + "Cabinet-EDC-Flex-Drive-130-1/3Pos-Switch-22mm-5": "", + "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-3": "AISI 304", + "Cabinet-EDC-Flex-Drive-130-1/811_BackPanel_x2_1mm_INOX-4": "AISI 304", + "Cabinet-EDC-Flex-Drive-130-1/830_BasePost-12": "", + "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-2": "AISI 304", + "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-4": "AISI 304", + "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-2": "AISI 304", + "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-5": "AISI 304", + "Cabinet-EDC-Flex-2/E5C2-5": "", + "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-1": "", + "Cabinet-EDC-Flex-2/3Pos-Switch-22mm-1": "", + "Cabinet-EDC-Flex-2/525_Belt_x1_1mm_INOX-1": "AISI 347 Annealed Stainless Steel (SS)", + "Cabinet-EDC-Flex-2/610_FrontPanel_x1_1mm_INOX-1": "AISI 304", + "Cabinet-EDC-Flex-2/611_BackPanel_x2_1mm_INOX-1": "AISI 304", + "Cabinet-EDC-Flex-2/540_SupportHookPins_x6_8mm_INOX-1": "AISI 304", + "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-1": "AISI 304", + "Cabinet-EDC-Flex-2/E5C2-1": "", + "Cabinet-EDC-Flex-2/530_BasePost-1": "", + "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", + "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", + "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", + "Cabinet-EDC-Flex-2/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "", + "Cabinet-EDC-Flex-2/2P-Power-1/MCB-2P-1": "", + "Cabinet-EDC-Flex-2/MCB-2P-1": "", + "Cabinet-EDC-Flex-2/612_SidePanel_x2_1mm_INOX-2": "AISI 304", + "Cabinet-EDC-Flex-2/403_MountPlate_x2_4mm_INOX-4": "", + "615_BarrelMount_x1_5mm_FERRO-1": "", + "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-2": "AISI 304", + "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-4": "AISI 304", + "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-2": "AISI 304", + "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-5": "AISI 304", + "Cabinet-EDC-Flex-1/E5C2-5": "", + "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-1": "", + "Cabinet-EDC-Flex-1/3Pos-Switch-22mm-1": "", + "Cabinet-EDC-Flex-1/525_Belt_x1_1mm_INOX-1": "AISI 347 Annealed Stainless Steel (SS)", + "Cabinet-EDC-Flex-1/610_FrontPanel_x1_1mm_INOX-1": "AISI 304", + "Cabinet-EDC-Flex-1/611_BackPanel_x2_1mm_INOX-1": "AISI 304", + "Cabinet-EDC-Flex-1/540_SupportHookPins_x6_8mm_INOX-1": "AISI 304", + "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-1": "AISI 304", + "Cabinet-EDC-Flex-1/E5C2-1": "", + "Cabinet-EDC-Flex-1/530_BasePost-1": "", + "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Latch.STEP-1": "", + "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Lever arm.STEP-1": "", + "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Circuit breaker Schneider Electric BA63.STEP-1": "", + "Cabinet-EDC-Flex-1/2P-Power-1/Circuit breaker Schneider Electric BA63 161C 1P 16 A 4.5 kA.STEP-1/Plastic overlay.STEP-1": "", + "Cabinet-EDC-Flex-1/2P-Power-1/MCB-2P-1": "", + "Cabinet-EDC-Flex-1/MCB-2P-1": "", + "Cabinet-EDC-Flex-1/612_SidePanel_x2_1mm_INOX-2": "AISI 304", + "Cabinet-EDC-Flex-1/403_MountPlate_x2_4mm_INOX-4": "", + "SlideDual-25ID-40OD-58H-2/Cover-2": "", + "SlideDual-25ID-40OD-58H-2/Fasteners-2/formed hex screw_am-2": "", + "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_01-1": "", + "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_02-1": "", + "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_05-1": "", + "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_03-1": "", + "SlideDual-25ID-40OD-58H-2/Fasteners-2/6355015-1/6355015_04-1": "", + "SlideDual-25ID-40OD-58H-2/Fasteners-1/formed hex screw_am-2": "", + "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_01-1": "", + "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_02-1": "", + "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_05-1": "", + "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_03-1": "", + "SlideDual-25ID-40OD-58H-2/Fasteners-1/6355015-1/6355015_04-1": "", + "SlideDual-25ID-40OD-58H-2/SlideDual-40ID-60D-120W-1": "6061 Alloy", + "SlideDual-25ID-40OD-58H-2/Cover-1": "", + "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_04-1": "", + "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_05-1": "", + "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_03-1": "", + "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_01-1": "", + "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-2/skf_bearing_6205-2z_2_02-1": "", + "610_Injector-1/601_Transmission-1/Mirror601_Bracket_Mod3_80_155-2": "", + "610_Injector-1/601_Transmission-1/spur gear_amxxx-3": "", + "610_Injector-1/601_Transmission-1/BarrelAssembly-1/Barrel-1": "Plain Carbon Steel", + "610_Injector-1/601_Transmission-1/BarrelAssembly-1/401_BarrelMount_x1_10mm_FERRO-1": "", + "610_Injector-1/601_Transmission-1/Copy of Copy of PlasticVolume^601_Transmission-1": "ABS", + "610_Injector-1/601_Transmission-1/601_Bracket_Mod3_80_155-1": "", + "610_Injector-1/601_Transmission-1/M25R-1000-1": "", + "610_Injector-1/601_Transmission-1/405_PlungerCleaner_x2_1mm_INOX-1": "", + "610_Injector-1/601_Transmission-1/PlungerBushing-25-12-45-1": "", + "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_04-1": "", + "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_05-1": "", + "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_03-1": "", + "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_01-1": "", + "610_Injector-1/601_Transmission-1/skf_bearing_6205-2z_2-1/skf_bearing_6205-2z_2_02-1": "", + "610_Injector-1/Motor-Assembly-1/AxleHub35-1": "1023 Carbon Steel Sheet (SS)", + "610_Injector-1/Motor-Assembly-1/Cidepa-2kw-35d-1": "", + "610_Injector-1/Motor-Assembly-1/622_Motor-Flange-Mod3_KM90_35-1": "", + "610_Injector-1/Nozzle-1/nozzle.step-1/m20-nut.step-1": "", + "610_Injector-1/Nozzle-1/nozzle.step-1/m20-acme.step-1": "", + "610_Injector-1/Heat_band_35-1": "", + "610_Injector-1/701_Hopper_x1_1mm_INOX-1": "", + "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1": "", + "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2": "", + "610_Injector-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5": "", + "610_Injector-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3": "", + "610_Injector-1/GlobalValve-40-1/Pin-1": "", + "610_Injector-1/GlobalValve-40-1/M20-Circlip-1": "", + "610_Injector-1/GlobalValve-40-1/Block-1": "", + "610_Injector-1/GlobalValve-40-1/Lever-Arm-1": "", + "610_Injector-1/GlobalValve-40-1/Gate-1": "", + "610_Injector-1/GlobalValve-40-1/CartridgeHeater-1": "", + "610_Injector-1/GlobalValve-40-1/CartridgeHeater-2": "", + "610_Injector-1/GlobalValve-40-1/LeverBall-1": "", + "610_Injector-1/GlobalValve-40-1/M20-Circlip-2": "", + "Global-GH-35000HL-1/Part2^Global-GH-35000HL-3": "", + "Global-GH-35000HL-1/top-1-2": "", + "Global-GH-35000HL-1/top-2-3": "", + "Global-GH-35000HL-1/lever-mount-2": "", + "Global-GH-35000HL-1/clamp-3500-plunger-2": "", + "Global-GH-35000HL-1/top-1-1": "", + "Global-GH-35000HL-1/top-2-1": "", + "Global-GH-35000HL-1/Part2^Global-GH-35000HL-1": "", + "Global-GH-35000HL-1/link-1": "", + "Global-GH-35000HL-1/lever-pin-1": "", + "Global-GH-35000HL-1/support-plate-200-1": "", + "Global-GH-35000HL-1/socket head cap screw_am-2": "", + "Global-GH-35000HL-1/hex nut heavy_am-3": "", + "Global-GH-35000HL-1/socket head cap screw_am-9": "", + "Global-GH-35000HL-1/socket head cap screw_am-11": "", + "Global-GH-35000HL-1/clamp-3500-plunger-support-rod-1": "", + "Global-GH-35000HL-1/hex nut heavy_am-2": "", + "Global-GH-35000HL-1/socket head cap screw_am-4": "", + "Global-GH-35000HL-1/socket head cap screw_am-7": "", + "Global-GH-35000HL-1/socket head cap screw_am-8": "", + "Global-GH-35000HL-1/socket head cap screw_am-1": "", + "Global-GH-35000HL-1/socket head cap screw_am-6": "", + "Global-GH-35000HL-1/socket head cap screw_am-5": "", + "Global-GH-35000HL-1/socket head cap screw_am-10": "", + "Global-GH-35000HL-1/socket head cap screw_am-12": "", + "Global-GH-35000HL-1/701_CarJackMount_x1_10mm_FERRO-1": "Plain Carbon Steel", + "Global-GH-35000HL-1/socket head cap screw_am-3": "", + "SlideDual-25ID-40OD-58H-1/Cover-2": "", + "SlideDual-25ID-40OD-58H-1/Fasteners-2/formed hex screw_am-2": "", + "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_01-1": "", + "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_02-1": "", + "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_05-1": "", + "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_03-1": "", + "SlideDual-25ID-40OD-58H-1/Fasteners-2/6355015-1/6355015_04-1": "", + "SlideDual-25ID-40OD-58H-1/Fasteners-1/formed hex screw_am-2": "", + "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_01-1": "", + "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_02-1": "", + "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_05-1": "", + "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_03-1": "", + "SlideDual-25ID-40OD-58H-1/Fasteners-1/6355015-1/6355015_04-1": "", + "SlideDual-25ID-40OD-58H-1/SlideDual-40ID-60D-120W-1": "6061 Alloy", + "SlideDual-25ID-40OD-58H-1/Cover-1": "", + "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-1": "Plain Carbon Steel", + "850_PressAssembly-1/750_RodAssembly-1/820_Rod-40-2": "Plain Carbon Steel", + "850_PressAssembly-1/105x80-Caster-3/Body007^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-3/Body010^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-3/Body002^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-3/Body003^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-3/M6x42-Screw^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-3/Body004^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-3/Body006^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-3/Body005^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-3/M6-Nut^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-3/Body008^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-3/Body009^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-3/Alex-2-3751-105_80-1/2-3751-105_80-1": "", + "850_PressAssembly-1/720_GroundPlate_x1_10mm_FERRO-1": "", + "850_PressAssembly-1/303_Front_x1_10mm_FERRO-1": "", + "850_PressAssembly-1/820_ELZM-Slide-1": "Plain Carbon Steel", + "850_PressAssembly-1/105x80-Caster-1/Body007^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-1/Body010^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-1/Body002^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-1/Body003^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-1/M6x42-Screw^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-1/Body004^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-1/Body006^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-1/Body005^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-1/M6-Nut^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-1/Body008^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-1/Body009^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-1/Alex-2-3751-105_80-1/2-3751-105_80-1": "", + "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-1": "Plain Carbon Steel", + "850_PressAssembly-1/750_RodAssembly-2/820_Rod-40-2": "Plain Carbon Steel", + "850_PressAssembly-1/820_ELZM-Slide-2": "Plain Carbon Steel", + "850_PressAssembly-1/105x80-Caster-4/Body007^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-4/Body010^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-4/Body002^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-4/Body003^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-4/M6x42-Screw^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-4/Body004^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-4/Body006^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-4/Body005^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-4/M6-Nut^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-4/Body008^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-4/Body009^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-4/Alex-2-3751-105_80-1/2-3751-105_80-1": "", + "850_PressAssembly-1/105x80-Caster-5/Body007^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-5/Body010^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-5/Body002^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-5/Body003^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-5/M6x42-Screw^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-5/Body004^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-5/Body006^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-5/Body005^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-5/M6-Nut^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-5/Body008^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-5/Body009^105x80-Caster-1": "", + "850_PressAssembly-1/105x80-Caster-5/Alex-2-3751-105_80-1/2-3751-105_80-1": "", + "850_PressAssembly-1/303_Front_x1_10mm_FERRO-2": "" + }, + "States": { + "wrong": "1", + "errors": "1", + "warnings": "True", + "features": "ProfileFeature" }, - "States": {}, "LaserParts": null, "IsSuppressed": false, "activeConfiguration": "Default" @@ -43174,6 +39963,11 @@ "Comment": "", "Hide": "0" }, + "Manual-Base": { + "Checkbox7": "Unchecked", + "Comment": "", + "Hide": "0" + }, "Global": { "Definition": "mold press", "Part Number": "mold press", diff --git a/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.x_t b/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.x_t index 79a5c65fb..511518fe1 100644 --- a/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.x_t +++ b/injection/elena-zmax-rc1/cad/GlobalAssembly-ELZ-RC2.x_t @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:0c033bc1211aeaefe8532ecd60e6170626598aa197facdb130b7ee13dd52f85d -size 15591477 +oid sha256:8f5a6fec4f49e128440f29ca4bc134bf4b2719b65ed91b2a9764ea8d511033b0 +size 15528934 diff --git a/injection/elena-zmax-rc1/cad/Motor-Assembly.SLDASM b/injection/elena-zmax-rc1/cad/Motor-Assembly.SLDASM index 013ab8bf4..5b88dc3be 100644 --- a/injection/elena-zmax-rc1/cad/Motor-Assembly.SLDASM +++ b/injection/elena-zmax-rc1/cad/Motor-Assembly.SLDASM @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:941258709a2f9d751cf4d754fc54a17886fa227115ba79ebd4a163d5ff29d9c1 -size 930659 +oid sha256:6d228b2bb0c304e87bfc31161a142de2f8a31aa97a499bf98441d6a9013d62f6 +size 931007 diff --git a/injection/elena-zmax-rc1/cad/components/AxleHub35.SLDPRT b/injection/elena-zmax-rc1/cad/components/AxleHub35.SLDPRT index 97de96036..a6362bd5b 100644 --- a/injection/elena-zmax-rc1/cad/components/AxleHub35.SLDPRT +++ b/injection/elena-zmax-rc1/cad/components/AxleHub35.SLDPRT @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:856b971d40e8e39ac9c9676d83829bbf0c1390ed9d091e17ad53c4b4d0fb688d -size 78823 +oid sha256:60f711026885dfc4511a21e3082d9518b26da768a154cbc9f54f8af42e04ebc8 +size 70921 diff --git a/injection/elena-zmax-rc1/cad/components/injector/601_Bracket_Mod3_80_155.SLDPRT b/injection/elena-zmax-rc1/cad/components/injector/601_Bracket_Mod3_80_155.SLDPRT index 0362d9cd6..cd259ec89 100644 --- a/injection/elena-zmax-rc1/cad/components/injector/601_Bracket_Mod3_80_155.SLDPRT +++ b/injection/elena-zmax-rc1/cad/components/injector/601_Bracket_Mod3_80_155.SLDPRT @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:494b9d4007c353b58aa963c1c8d69114e6290b12ca53bd7e4b8a1ad7ec2f0dc4 -size 227348 +oid sha256:cb86a8d31131fdc18461e519cb1b110c7687e950f47b40f7b6867b7d32a2f123 +size 221070 diff --git a/injection/elena-zmax-rc1/cad/components/injector/601_Transmission.SLDASM b/injection/elena-zmax-rc1/cad/components/injector/601_Transmission.SLDASM index 7e40a1680..8d251c781 100644 --- a/injection/elena-zmax-rc1/cad/components/injector/601_Transmission.SLDASM +++ b/injection/elena-zmax-rc1/cad/components/injector/601_Transmission.SLDASM @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:6e5bf4a14f8a33d6310bbe3f55b521fc828407239c47b4130ff2b0eca452623c -size 700522 +oid sha256:39944427de9cbfac635cb0c7ee5e39aed23d04e96248474270dbb4056037624c +size 699896 diff --git a/injection/elena-zmax-rc1/cad/components/injector/610_Injector.SLDASM b/injection/elena-zmax-rc1/cad/components/injector/610_Injector.SLDASM index e17196ac2..bc49f8589 100644 --- a/injection/elena-zmax-rc1/cad/components/injector/610_Injector.SLDASM +++ b/injection/elena-zmax-rc1/cad/components/injector/610_Injector.SLDASM @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:45ba6a207777b872a232991b8af7ffedba5391604efe6869380dbaf23d7f9945 -size 2640152 +oid sha256:18c3f99626789bd3c9892bb61fe2fe07a98919b87b4ce767ae918bb577fe53a2 +size 2777741 diff --git a/injection/elena-zmax-rc1/cad/components/injector/615_BarrelMount_x1_5mm_FERRO.SLDPRT b/injection/elena-zmax-rc1/cad/components/injector/615_BarrelMount_x1_5mm_FERRO.SLDPRT index 0cc2df720..0c914800f 100644 --- a/injection/elena-zmax-rc1/cad/components/injector/615_BarrelMount_x1_5mm_FERRO.SLDPRT +++ b/injection/elena-zmax-rc1/cad/components/injector/615_BarrelMount_x1_5mm_FERRO.SLDPRT @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:441f18f0c6c1aebc2f8e5649c1e5de26daf15708610eae4d688403ee00e0c8c6 -size 95887 +oid sha256:a5e739c9fef986055ff16ca0ccd52545f3162b040ab850b2572e46d492efb555 +size 92749 diff --git a/injection/elena-zmax-rc1/cad/components/injector/Mirror601_Bracket_Mod3_80_155.SLDPRT b/injection/elena-zmax-rc1/cad/components/injector/Mirror601_Bracket_Mod3_80_155.SLDPRT index 152cf3005..724a282e9 100644 --- a/injection/elena-zmax-rc1/cad/components/injector/Mirror601_Bracket_Mod3_80_155.SLDPRT +++ b/injection/elena-zmax-rc1/cad/components/injector/Mirror601_Bracket_Mod3_80_155.SLDPRT @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:626a6588373da957ffcede30c5992093d8e70ce3a6fc39dc2c3d820dc9d4d193 -size 77439 +oid sha256:f95011d0751dcf6b5c8648b8114d668bb176e2f8165d75150ab1f100e30638e5 +size 75880 diff --git a/injection/elena-zmax-rc1/cad/components/manual-drive/400_Drive-25-630.SLDASM b/injection/elena-zmax-rc1/cad/components/manual-drive/400_Drive-25-630.SLDASM new file mode 100644 index 000000000..da91bfe54 --- /dev/null +++ b/injection/elena-zmax-rc1/cad/components/manual-drive/400_Drive-25-630.SLDASM @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:5f2f6b7966766a5b12775f5cf08ca3d7bf90c978ba47ef25d390bdf68c4e55ef +size 952940 diff --git a/injection/elena-zmax-rc1/cad/components/manual-drive/Hub.SLDPRT b/injection/elena-zmax-rc1/cad/components/manual-drive/Hub.SLDPRT new file mode 100644 index 000000000..3de8f8b0b --- /dev/null +++ b/injection/elena-zmax-rc1/cad/components/manual-drive/Hub.SLDPRT @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:e720087e68318f25fb916eb8a6f79853f4a07a2dd32ce9ab2c22fada9321b218 +size 137689 diff --git a/injection/elena-zmax-rc1/cad/components/manual-drive/HubAxle.SLDPRT b/injection/elena-zmax-rc1/cad/components/manual-drive/HubAxle.SLDPRT new file mode 100644 index 000000000..8ac2796e9 --- /dev/null +++ b/injection/elena-zmax-rc1/cad/components/manual-drive/HubAxle.SLDPRT @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:04ee3bd5c458e110075785002bcb0368319350a035e9f50bae04de2d8ae34735 +size 58488 diff --git a/injection/elena-zmax-rc1/cad/components/manual-drive/McMaster - M2.5x10.SLDPRT b/injection/elena-zmax-rc1/cad/components/manual-drive/McMaster - M2.5x10.SLDPRT new file mode 100644 index 000000000..2d02c60ae --- /dev/null +++ b/injection/elena-zmax-rc1/cad/components/manual-drive/McMaster - M2.5x10.SLDPRT @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:58e346457cab8f91937cfe17ed899c20524cf70779b9b12dd1ffc5b352c7519b +size 821760 diff --git a/injection/elena-zmax-rc1/cad/components/manual-drive/ODI Clamp.SLDPRT b/injection/elena-zmax-rc1/cad/components/manual-drive/ODI Clamp.SLDPRT new file mode 100644 index 000000000..328aa61b1 --- /dev/null +++ b/injection/elena-zmax-rc1/cad/components/manual-drive/ODI Clamp.SLDPRT @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:f35e59b0c27904d24a385edb65f7964d8415104ee404b5b1e15956b03b51d2c4 +size 16215518 diff --git a/injection/elena-zmax-rc1/cad/components/manual-drive/ODI End Cap.SLDPRT b/injection/elena-zmax-rc1/cad/components/manual-drive/ODI End Cap.SLDPRT new file mode 100644 index 000000000..a6c292417 --- /dev/null +++ b/injection/elena-zmax-rc1/cad/components/manual-drive/ODI End Cap.SLDPRT @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:45bc7ae209add4dbe28714b4b4ecd3e2658ac06757abc59ff71001a2d4f47790 +size 458268 diff --git a/injection/elena-zmax-rc1/cad/components/manual-drive/ODI Ruffian Assembly.SLDASM b/injection/elena-zmax-rc1/cad/components/manual-drive/ODI Ruffian Assembly.SLDASM new file mode 100644 index 000000000..7556098c9 --- /dev/null +++ b/injection/elena-zmax-rc1/cad/components/manual-drive/ODI Ruffian Assembly.SLDASM @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:2ccad5a681ce4267094cef7caace89edb7f41f78f9d35d9586f0348db4446ecf +size 932435 diff --git a/injection/elena-zmax-rc1/cad/components/manual-drive/ODI Ruffian Grip.SLDPRT b/injection/elena-zmax-rc1/cad/components/manual-drive/ODI Ruffian Grip.SLDPRT new file mode 100644 index 000000000..70513dee6 --- /dev/null +++ b/injection/elena-zmax-rc1/cad/components/manual-drive/ODI Ruffian Grip.SLDPRT @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:5735d98d5fd228516abff8f6075378549bd06e101893408860f9e89113b9584a +size 531939 diff --git a/injection/elena-zmax-rc1/cad/components/manual-drive/Round_Bar_Handle.SLDPRT b/injection/elena-zmax-rc1/cad/components/manual-drive/Round_Bar_Handle.SLDPRT new file mode 100644 index 000000000..b1b29ca6b --- /dev/null +++ b/injection/elena-zmax-rc1/cad/components/manual-drive/Round_Bar_Handle.SLDPRT @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:a860f8ac21f8522b85e0759f0774f1025368ed7b32ba3719bd52a319ba381252 +size 110332 diff --git a/injection/elena-zmax-rc1/cad/framework/720_GroundPlate_x1_10mm_FERRO.SLDPRT b/injection/elena-zmax-rc1/cad/framework/720_GroundPlate_x1_10mm_FERRO.SLDPRT index e0445703f..b90434f6d 100644 --- a/injection/elena-zmax-rc1/cad/framework/720_GroundPlate_x1_10mm_FERRO.SLDPRT +++ b/injection/elena-zmax-rc1/cad/framework/720_GroundPlate_x1_10mm_FERRO.SLDPRT @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:df6447db8732c75997472d6eb82d3948287f14d3e3f327802a16120ae9236c7b -size 230908 +oid sha256:d59a2eebcd2fd982539b73fbf2c67ff81b2e16453832568e20bb898da11c5e29 +size 221403 diff --git a/injection/elena-zmax-rc1/cad/framework/750_RodAssembly.SLDASM b/injection/elena-zmax-rc1/cad/framework/750_RodAssembly.SLDASM index 40c33bbcc..59a8cf5ab 100644 --- a/injection/elena-zmax-rc1/cad/framework/750_RodAssembly.SLDASM +++ b/injection/elena-zmax-rc1/cad/framework/750_RodAssembly.SLDASM @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:c0948eb3c57166b30a6e89742af25ea0cfddcdb9017a8ab10308c16c9433fdf4 -size 41512 +oid sha256:7ba1ad7ecbb213babf8e9274476df03d8232ea839e3e0726104d87054639f9a2 +size 59306 diff --git a/injection/elena-zmax-rc1/cad/framework/820_ELZM-Slide.SLDPRT b/injection/elena-zmax-rc1/cad/framework/820_ELZM-Slide.SLDPRT index 338764057..835389cb7 100644 --- a/injection/elena-zmax-rc1/cad/framework/820_ELZM-Slide.SLDPRT +++ b/injection/elena-zmax-rc1/cad/framework/820_ELZM-Slide.SLDPRT @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:c267df28cd23e86dda21299e1657786b76c96f87fe85ce356a7823124e11ad8f -size 108141 +oid sha256:dac0a24af6fecdb07161ead75b083e7a751137e1b033b6386c39ba4e1941dc6f +size 108184 diff --git a/injection/elena-zmax-rc1/cad/framework/820_Rod-40.SLDPRT b/injection/elena-zmax-rc1/cad/framework/820_Rod-40.SLDPRT index 2ad48f4ed..5a299b220 100644 --- a/injection/elena-zmax-rc1/cad/framework/820_Rod-40.SLDPRT +++ b/injection/elena-zmax-rc1/cad/framework/820_Rod-40.SLDPRT @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:b2fdd18adf30ea0cbd22ce0f65abcc92efebe21558033383cfe7e4fc6a34311d -size 87487 +oid sha256:4bbe153213ecb53b27c8b016eb454093f0fdbbb551b33a0bc681e7818e630043 +size 107947 diff --git a/injection/elena-zmax-rc1/cad/framework/850_PressAssembly.SLDASM b/injection/elena-zmax-rc1/cad/framework/850_PressAssembly.SLDASM index 860c9108a..3af628fe4 100644 --- a/injection/elena-zmax-rc1/cad/framework/850_PressAssembly.SLDASM +++ b/injection/elena-zmax-rc1/cad/framework/850_PressAssembly.SLDASM @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:bcc2fbbf85ab6bc38f4247813a5e4d2807a59fdb3262545c2ec9b3038c659b21 -size 1909723 +oid sha256:aa0e43062d26b46470bae4dcce4f6e33808475825b6b4a47f2a765658744e505 +size 1929457 diff --git a/injection/elena-zmax-rc1/laser/en/shared/electronics/enclosures/vintage-vertical-edc/Stainless/1mm/ELZ-525_Belt_x2.dxf b/injection/elena-zmax-rc1/laser/en/shared/electronics/enclosures/vintage-vertical-edc/Stainless/1mm/ELZ-525_Belt_x2.dxf new file mode 100644 index 000000000..abe6ab371 --- /dev/null +++ b/injection/elena-zmax-rc1/laser/en/shared/electronics/enclosures/vintage-vertical-edc/Stainless/1mm/ELZ-525_Belt_x2.dxf @@ -0,0 +1,4248 @@ + 0 +SECTION + 2 +HEADER + 9 +$ACADVER + 1 +AC1015 + 9 +$ACADMAINTVER + 70 + 6 + 9 +$DWGCODEPAGE + 3 +ANSI_1252 + 9 +$INSBASE + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$EXTMIN + 10 +-82.0 + 20 +0.5 + 30 +0.0 + 9 +$EXTMAX + 10 +0.0 + 20 +1256.6238898038 + 30 +0.0 + 9 +$LIMMIN + 10 +0.0 + 20 +0.0 + 9 +$LIMMAX + 10 +420.0 + 20 +297.0 + 9 +$ORTHOMODE + 70 + 0 + 9 +$REGENMODE + 70 + 1 + 9 +$FILLMODE + 70 + 1 + 9 +$QTEXTMODE + 70 + 0 + 9 +$MIRRTEXT + 70 + 1 + 9 +$LTSCALE + 40 +1.0 + 9 +$ATTMODE + 70 + 1 + 9 +$TEXTSIZE + 40 +3.5 + 9 +$TRACEWID + 40 +1.0 + 9 +$TEXTSTYLE + 7 +Standard + 9 +$CLAYER + 8 +0 + 9 +$CELTYPE + 6 +ByLayer + 9 +$CECOLOR + 62 + 256 + 9 +$CELTSCALE + 40 +1.0 + 9 +$DISPSILH + 70 + 0 + 9 +$DIMSCALE + 40 +1.0 + 9 +$DIMASZ + 40 +3.556 + 9 +$DIMEXO + 40 +0.0 + 9 +$DIMDLI + 40 +3.75 + 9 +$DIMRND + 40 +0.0 + 9 +$DIMDLE + 40 +0.0 + 9 +$DIMEXE + 40 +1.0 + 9 +$DIMTP + 40 +0.0 + 9 +$DIMTM + 40 +0.0 + 9 +$DIMTXT + 40 +3.5 + 9 +$DIMCEN + 40 +2.5 + 9 +$DIMTSZ + 40 +0.0 + 9 +$DIMTOL + 70 + 0 + 9 +$DIMLIM + 70 + 0 + 9 +$DIMTIH + 70 + 1 + 9 +$DIMTOH + 70 + 1 + 9 +$DIMSE1 + 70 + 0 + 9 +$DIMSE2 + 70 + 0 + 9 +$DIMTAD + 70 + 1 + 9 +$DIMZIN + 70 + 1 + 9 +$DIMBLK + 1 + + 9 +$DIMASO + 70 + 1 + 9 +$DIMSHO + 70 + 1 + 9 +$DIMPOST + 1 + + 9 +$DIMAPOST + 1 + + 9 +$DIMALT + 70 + 0 + 9 +$DIMALTD + 70 + 3 + 9 +$DIMALTF + 40 +0.0393700787 + 9 +$DIMLFAC + 40 +1.0 + 9 +$DIMTOFL + 70 + 1 + 9 +$DIMTVP + 40 +0.0 + 9 +$DIMTIX + 70 + 0 + 9 +$DIMSOXD + 70 + 0 + 9 +$DIMSAH + 70 + 0 + 9 +$DIMBLK1 + 1 + + 9 +$DIMBLK2 + 1 + + 9 +$DIMSTYLE + 2 +ISO-25 + 9 +$DIMCLRD + 70 + 0 + 9 +$DIMCLRE + 70 + 0 + 9 +$DIMCLRT + 70 + 0 + 9 +$DIMTFAC + 40 +1.0 + 9 +$DIMGAP + 40 +1.524 + 9 +$DIMJUST + 70 + 0 + 9 +$DIMSD1 + 70 + 0 + 9 +$DIMSD2 + 70 + 0 + 9 +$DIMTOLJ + 70 + 0 + 9 +$DIMTZIN + 70 + 1 + 9 +$DIMALTZ + 70 + 0 + 9 +$DIMALTTZ + 70 + 0 + 9 +$DIMUPT + 70 + 0 + 9 +$DIMDEC + 70 + 2 + 9 +$DIMTDEC + 70 + 2 + 9 +$DIMALTU + 70 + 2 + 9 +$DIMALTTD + 70 + 3 + 9 +$DIMTXSTY + 7 +Standard + 9 +$DIMAUNIT + 70 + 0 + 9 +$DIMADEC + 70 + 2 + 9 +$DIMALTRND + 40 +0.0 + 9 +$DIMAZIN + 70 + 0 + 9 +$DIMDSEP + 70 + 44 + 9 +$DIMATFIT + 70 + 3 + 9 +$DIMFRAC + 70 + 0 + 9 +$DIMLDRBLK + 1 + + 9 +$DIMLUNIT + 70 + 2 + 9 +$DIMLWD + 70 + -2 + 9 +$DIMLWE + 70 + -2 + 9 +$DIMTMOVE + 70 + 0 + 9 +$LUNITS + 70 + 2 + 9 +$LUPREC + 70 + 2 + 9 +$SKETCHINC + 40 +1.0 + 9 +$FILLETRAD + 40 +0.0 + 9 +$AUNITS + 70 + 0 + 9 +$AUPREC + 70 + 2 + 9 +$MENU + 1 +. + 9 +$ELEVATION + 40 +0.0 + 9 +$PELEVATION + 40 +0.0 + 9 +$THICKNESS + 40 +0.0 + 9 +$LIMCHECK + 70 + 0 + 9 +$CHAMFERA + 40 +0.0 + 9 +$CHAMFERB + 40 +0.0 + 9 +$CHAMFERC + 40 +0.0 + 9 +$CHAMFERD + 40 +0.0 + 9 +$SKPOLY + 70 + 0 + 9 +$TDCREATE + 40 +2460566.522949236 + 9 +$TDUCREATE + 40 +2460566.439615903 + 9 +$TDUPDATE + 40 +2460566.522961736 + 9 +$TDUUPDATE + 40 +2460566.439628403 + 9 +$TDINDWG + 40 +0.0000000116 + 9 +$TDUSRTIMER + 40 +0.0000000116 + 9 +$USRTIMER + 70 + 1 + 9 +$ANGBASE + 50 +0.0 + 9 +$ANGDIR + 70 + 0 + 9 +$PDMODE + 70 + 0 + 9 +$PDSIZE + 40 +-1.0 + 9 +$PLINEWID + 40 +0.0 + 9 +$SPLFRAME + 70 + 0 + 9 +$SPLINETYPE + 70 + 6 + 9 +$SPLINESEGS + 70 + 8 + 9 +$HANDSEED + 5 +92 + 9 +$SURFTAB1 + 70 + 6 + 9 +$SURFTAB2 + 70 + 6 + 9 +$SURFTYPE + 70 + 6 + 9 +$SURFU + 70 + 6 + 9 +$SURFV + 70 + 6 + 9 +$UCSBASE + 2 + + 9 +$UCSNAME + 2 + + 9 +$UCSORG + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSXDIR + 10 +1.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSYDIR + 10 +0.0 + 20 +1.0 + 30 +0.0 + 9 +$UCSORTHOREF + 2 + + 9 +$UCSORTHOVIEW + 70 + 0 + 9 +$UCSORGTOP + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGBOTTOM + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGLEFT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGRIGHT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGFRONT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGBACK + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSBASE + 2 + + 9 +$PUCSNAME + 2 + + 9 +$PUCSORG + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSXDIR + 10 +1.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSYDIR + 10 +0.0 + 20 +1.0 + 30 +0.0 + 9 +$PUCSORTHOREF + 2 + + 9 +$PUCSORTHOVIEW + 70 + 0 + 9 +$PUCSORGTOP + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGBOTTOM + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGLEFT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGRIGHT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGFRONT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGBACK + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$USERI1 + 70 + 0 + 9 +$USERI2 + 70 + 0 + 9 +$USERI3 + 70 + 0 + 9 +$USERI4 + 70 + 0 + 9 +$USERI5 + 70 + 0 + 9 +$USERR1 + 40 +0.0 + 9 +$USERR2 + 40 +0.0 + 9 +$USERR3 + 40 +0.0 + 9 +$USERR4 + 40 +0.0 + 9 +$USERR5 + 40 +0.0 + 9 +$WORLDVIEW + 70 + 1 + 9 +$SHADEDGE + 70 + 3 + 9 +$SHADEDIF + 70 + 70 + 9 +$TILEMODE + 70 + 1 + 9 +$MAXACTVP + 70 + 64 + 9 +$PINSBASE + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PLIMCHECK + 70 + 0 + 9 +$PEXTMIN + 10 +1.0000000000E+20 + 20 +1.0000000000E+20 + 30 +1.0000000000E+20 + 9 +$PEXTMAX + 10 +-1.0000000000E+20 + 20 +-1.0000000000E+20 + 30 +-1.0000000000E+20 + 9 +$PLIMMIN + 10 +0.0 + 20 +0.0 + 9 +$PLIMMAX + 10 +420.0 + 20 +297.0 + 9 +$UNITMODE + 70 + 0 + 9 +$VISRETAIN + 70 + 1 + 9 +$PLINEGEN + 70 + 0 + 9 +$PSLTSCALE + 70 + 1 + 9 +$TREEDEPTH + 70 + 3020 + 9 +$CMLSTYLE + 2 +Standard + 9 +$CMLJUST + 70 + 0 + 9 +$CMLSCALE + 40 +20.0 + 9 +$PROXYGRAPHICS + 70 + 1 + 9 +$MEASUREMENT + 70 + 1 + 9 +$CELWEIGHT +370 + -1 + 9 +$ENDCAPS +280 + 0 + 9 +$JOINSTYLE +280 + 0 + 9 +$LWDISPLAY +290 + 1 + 9 +$INSUNITS + 70 + 4 + 9 +$HYPERLINKBASE + 1 + + 9 +$STYLESHEET + 1 + + 9 +$XEDIT +290 + 1 + 9 +$CEPSNTYPE +380 + 0 + 9 +$PSTYLEMODE +290 + 1 + 9 +$FINGERPRINTGUID + 2 +{fa8aef01-bd3a-46c2-bd43-ac7166ff148f} + 9 +$VERSIONGUID + 2 +{FAEB1C32-E019-11D5-929B-00C0DF256EC4} + 9 +$EXTNAMES +290 + 1 + 9 +$PSVPSCALE + 40 +0.0 + 9 +$OLESTARTUP +290 + 0 + 0 +ENDSEC + 0 +SECTION + 2 +CLASSES + 0 +CLASS + 1 +ACDBDICTIONARYWDFLT + 2 +AcDbDictionaryWithDefault + 3 +ObjectDBX Classes + 90 + 0 +280 + 0 +281 + 0 + 0 +CLASS + 1 +VISUALSTYLE + 2 +AcDbVisualStyle + 3 +ObjectDBX Classes + 90 + 4095 +280 + 0 +281 + 0 + 0 +CLASS + 1 +MATERIAL + 2 +AcDbMaterial + 3 +ObjectDBX Classes + 90 + 1153 +280 + 0 +281 + 0 + 0 +CLASS + 1 +SCALE + 2 +AcDbScale + 3 +ObjectDBX Classes + 90 + 1153 +280 + 0 +281 + 0 + 0 +CLASS + 1 +TABLESTYLE + 2 +AcDbTableStyle + 3 +ObjectDBX Classes + 90 + 4095 +280 + 0 +281 + 0 + 0 +CLASS + 1 +MLEADERSTYLE + 2 +AcDbMLeaderStyle + 3 +ACDB_MLEADERSTYLE_CLASS + 90 + 4095 +280 + 0 +281 + 0 + 0 +CLASS + 1 +SUN + 2 +AcDbSun + 3 +SCENEOE + 90 + 1153 +280 + 0 +281 + 0 + 0 +CLASS + 1 +ACDBPLACEHOLDER + 2 +AcDbPlaceHolder + 3 +ObjectDBX Classes + 90 + 0 +280 + 0 +281 + 0 + 0 +CLASS + 1 +LAYOUT + 2 +AcDbLayout + 3 +ObjectDBX Classes + 90 + 0 +280 + 0 +281 + 0 + 0 +ENDSEC + 0 +SECTION + 2 +TABLES + 0 +TABLE + 2 +VPORT + 5 +8 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +VPORT + 5 +29 +330 +8 +100 +AcDbSymbolTableRecord +100 +AcDbViewportTableRecord + 2 +*Active + 70 + 0 + 10 +0.0 + 20 +0.0 + 11 +1.0 + 21 +1.0 + 12 +-41.0 + 22 +628.5619449019 + 13 +0.0 + 23 +0.0 + 14 +10.0 + 24 +10.0 + 15 +10.0 + 25 +10.0 + 16 +0.0 + 26 +0.0 + 36 +1.0 + 17 +0.0 + 27 +0.0 + 37 +0.0 + 40 +1281.2463675999 + 41 +0.0652801851 + 42 +50.0 + 43 +0.0 + 44 +0.0 + 50 +0.0 + 51 +0.0 + 71 + 0 + 72 + 100 + 73 + 1 + 74 + 3 + 75 + 0 + 76 + 0 + 77 + 0 + 78 + 0 +281 + 0 + 65 + 1 +110 +0.0 +120 +0.0 +130 +0.0 +111 +1.0 +121 +0.0 +131 +0.0 +112 +0.0 +122 +1.0 +132 +0.0 + 79 + 0 +146 +0.0 + 0 +ENDTAB + 0 +TABLE + 2 +LTYPE + 5 +5 +330 +0 +100 +AcDbSymbolTable + 70 + 6 + 0 +LTYPE + 5 +14 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +ByBlock + 70 + 0 + 3 + + 72 + 65 + 73 + 0 + 40 +0.0 + 0 +LTYPE + 5 +15 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +ByLayer + 70 + 0 + 3 + + 72 + 65 + 73 + 0 + 40 +0.0 + 0 +LTYPE + 5 +16 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +Continuous + 70 + 0 + 3 +Solid line + 72 + 65 + 73 + 0 + 40 +0.0 + 0 +LTYPE + 5 +5E +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +HIDDEN + 70 + 0 + 3 +Hidden __ __ __ __ __ __ __ __ __ __ __ __ __ __ + 72 + 65 + 73 + 2 + 40 +1.905 + 49 +1.27 + 74 + 0 + 49 +-0.635 + 74 + 0 + 0 +LTYPE + 5 +5F +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +PHANTOM + 70 + 0 + 3 +Phantom ______ __ __ ______ __ __ ______ + 72 + 65 + 73 + 6 + 40 +12.7 + 49 +6.35 + 74 + 0 + 49 +-1.27 + 74 + 0 + 49 +1.27 + 74 + 0 + 49 +-1.27 + 74 + 0 + 49 +1.27 + 74 + 0 + 49 +-1.27 + 74 + 0 + 0 +LTYPE + 5 +60 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +CENTER + 70 + 0 + 3 +Center ____ _ ____ _ ____ _ ____ _ ____ _ ____ + 72 + 65 + 73 + 4 + 40 +10.16 + 49 +6.35 + 74 + 0 + 49 +-1.27 + 74 + 0 + 49 +1.27 + 74 + 0 + 49 +-1.27 + 74 + 0 + 0 +LTYPE + 5 +61 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +CENTERX2 + 70 + 0 + 3 +Center (2x) ________ __ ________ __ _____ + 72 + 65 + 73 + 4 + 40 +20.32 + 49 +12.7 + 74 + 0 + 49 +-2.54 + 74 + 0 + 49 +2.54 + 74 + 0 + 49 +-2.54 + 74 + 0 + 0 +LTYPE + 5 +62 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +DOT2 + 70 + 0 + 3 +Dot (.5x) ........................................ + 72 + 65 + 73 + 2 + 40 +0.635 + 49 +0.0 + 74 + 0 + 49 +-0.635 + 74 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +LAYER + 5 +2 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +LAYER + 5 +10 +330 +2 +100 +AcDbSymbolTableRecord +100 +AcDbLayerTableRecord + 2 +0 + 70 + 0 + 62 + 7 + 6 +Continuous +370 + -3 +390 +F + 0 +ENDTAB + 0 +TABLE + 2 +STYLE + 5 +3 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +STYLE + 5 +11 +330 +3 +100 +AcDbSymbolTableRecord +100 +AcDbTextStyleTableRecord + 2 +Standard + 70 + 0 + 40 +0.0 + 41 +1.0 + 50 +0.0 + 71 + 0 + 42 +3.5 + 3 +txt + 4 + + 0 +ENDTAB + 0 +TABLE + 2 +VIEW + 5 +6 +330 +0 +100 +AcDbSymbolTable + 70 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +UCS + 5 +7 +330 +0 +100 +AcDbSymbolTable + 70 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +APPID + 5 +9 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +APPID + 5 +12 +330 +9 +100 +AcDbSymbolTableRecord +100 +AcDbRegAppTableRecord + 2 +ACAD + 70 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +DIMSTYLE + 5 +A +330 +0 +100 +AcDbSymbolTable + 70 + 1 +100 +AcDbDimStyleTable + 0 +DIMSTYLE +105 +27 +330 +A +100 +AcDbSymbolTableRecord +100 +AcDbDimStyleTableRecord + 2 +ISO-25 + 70 + 0 + 41 +2.5 + 42 +0.625 + 43 +3.75 + 44 +1.25 + 73 + 0 + 74 + 0 + 77 + 1 + 78 + 8 +140 +2.5 +141 +2.5 +143 +0.0393700787 +147 +0.625 +171 + 3 +172 + 1 +178 + 0 +271 + 2 +272 + 2 +274 + 3 +278 + 44 +283 + 0 +284 + 8 +340 +11 + 0 +ENDTAB + 0 +TABLE + 2 +BLOCK_RECORD + 5 +1 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +BLOCK_RECORD + 5 +1F +330 +1 +100 +AcDbSymbolTableRecord +100 +AcDbBlockTableRecord + 2 +*Model_Space +340 +22 + 0 +BLOCK_RECORD + 5 +1B +330 +1 +100 +AcDbSymbolTableRecord +100 +AcDbBlockTableRecord + 2 +*Paper_Space +340 +1E + 0 +BLOCK_RECORD + 5 +23 +330 +1 +100 +AcDbSymbolTableRecord +100 +AcDbBlockTableRecord + 2 +*Paper_Space0 +340 +26 + 0 +ENDTAB + 0 +ENDSEC + 0 +SECTION + 2 +BLOCKS + 0 +BLOCK + 5 +20 +330 +1F +100 +AcDbEntity + 8 +0 +100 +AcDbBlockBegin + 2 +*Model_Space + 70 + 0 + 10 +0.0 + 20 +0.0 + 30 +0.0 + 3 +*Model_Space + 1 + + 0 +ENDBLK + 5 +21 +330 +1F +100 +AcDbEntity + 8 +0 +100 +AcDbBlockEnd + 0 +BLOCK + 5 +1C +330 +1B +100 +AcDbEntity + 67 + 1 + 8 +0 +100 +AcDbBlockBegin + 2 +*Paper_Space + 70 + 0 + 10 +0.0 + 20 +0.0 + 30 +0.0 + 3 +*Paper_Space + 1 + + 0 +ENDBLK + 5 +1D +330 +1B +100 +AcDbEntity + 67 + 1 + 8 +0 +100 +AcDbBlockEnd + 0 +BLOCK + 5 +24 +330 +23 +100 +AcDbEntity + 8 +0 +100 +AcDbBlockBegin + 2 +*Paper_Space0 + 70 + 0 + 10 +0.0 + 20 +0.0 + 30 +0.0 + 3 +*Paper_Space0 + 1 + + 0 +ENDBLK + 5 +25 +330 +23 +100 +AcDbEntity + 8 +0 +100 +AcDbBlockEnd + 0 +ENDSEC + 0 +SECTION + 2 +ENTITIES + 0 +LINE + 5 +63 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-70.0 + 20 +737.5619449019 + 30 +0.0 + 11 +-70.0 + 21 +519.5619449019 + 31 +0.0 + 0 +LINE + 5 +64 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-12.0 + 20 +737.5619449019 + 30 +0.0 + 11 +-70.0 + 21 +737.5619449019 + 31 +0.0 + 0 +LINE + 5 +65 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-12.0 + 20 +519.5619449019 + 30 +0.0 + 11 +-12.0 + 21 +737.5619449019 + 31 +0.0 + 0 +LINE + 5 +66 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-70.0 + 20 +519.5619449019 + 30 +0.0 + 11 +-12.0 + 21 +519.5619449019 + 31 +0.0 + 0 +CIRCLE + 5 +67 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-76.0 + 20 +513.5619449019 + 30 +0.0 + 40 +3.549999999999997 + 0 +CIRCLE + 5 +68 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-6.0 + 20 +513.5619449019 + 30 +0.0 + 40 +3.550000000000024 + 0 +CIRCLE + 5 +69 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-76.0 + 20 +743.5619449019 + 30 +0.0 + 40 +3.54999999999994 + 0 +CIRCLE + 5 +6A +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-6.0 + 20 +743.5619449019 + 30 +0.0 + 40 +3.550000000000085 + 0 +CIRCLE + 5 +6B +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-76.0 + 20 +628.5619449019 + 30 +0.0 + 40 +3.549999999999997 + 0 +CIRCLE + 5 +6C +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-6.0 + 20 +628.5619449019 + 30 +0.0 + 40 +3.549999999999998 + 0 +LINE + 5 +6D +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-82.0 + 20 +0.5 + 30 +0.0 + 11 +-82.0 + 21 +1256.6238898038 + 31 +0.0 + 0 +LINE + 5 +6E +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +0.0 + 20 +0.5 + 30 +0.0 + 11 +-82.0 + 21 +0.5 + 31 +0.0 + 0 +LINE + 5 +6F +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +0.0 + 20 +0.5 + 30 +0.0 + 11 +0.0 + 21 +1256.6238898038 + 31 +0.0 + 0 +LINE + 5 +70 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-82.0 + 20 +1256.6238898038 + 30 +0.0 + 11 +0.0 + 21 +1256.6238898038 + 31 +0.0 + 0 +LINE + 5 +71 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +161.780972451 + 30 +0.0 + 11 +-10.0 + 21 +161.780972451 + 31 +0.0 + 0 +LINE + 5 +72 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +294.280972451 + 30 +0.0 + 11 +-72.0 + 21 +161.780972451 + 31 +0.0 + 0 +LINE + 5 +73 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +294.280972451 + 30 +0.0 + 11 +-72.0 + 21 +294.280972451 + 31 +0.0 + 0 +LINE + 5 +74 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +161.780972451 + 30 +0.0 + 11 +-10.0 + 21 +294.280972451 + 31 +0.0 + 0 +CIRCLE + 5 +75 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +153.780972451 + 30 +0.0 + 40 +3.599999999999987 + 0 +CIRCLE + 5 +76 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +302.280972451 + 30 +0.0 + 40 +3.599999999999866 + 0 +CIRCLE + 5 +77 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +153.780972451 + 30 +0.0 + 40 +3.599999999999866 + 0 +CIRCLE + 5 +78 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +302.280972451 + 30 +0.0 + 40 +3.599999999999987 + 0 +LINE + 5 +79 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +112.0 + 30 +0.0 + 11 +-10.0 + 21 +112.0 + 31 +0.0 + 0 +LINE + 5 +7A +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +112.0 + 30 +0.0 + 11 +-10.0 + 21 +18.5 + 31 +0.0 + 0 +LINE + 5 +7B +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +18.5 + 30 +0.0 + 11 +-72.0 + 21 +18.5 + 31 +0.0 + 0 +LINE + 5 +7C +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +18.5 + 30 +0.0 + 11 +-72.0 + 21 +112.0 + 31 +0.0 + 0 +CIRCLE + 5 +7D +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +120.0 + 30 +0.0 + 40 +3.549999999999997 + 0 +CIRCLE + 5 +7E +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +120.0 + 30 +0.0 + 40 +3.549999999999994 + 0 +CIRCLE + 5 +7F +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +10.5 + 30 +0.0 + 40 +3.550000000000002 + 0 +CIRCLE + 5 +80 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +10.5 + 30 +0.0 + 40 +3.549999999999997 + 0 +CIRCLE + 5 +81 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +1103.3429173529 + 30 +0.0 + 40 +3.599999999999987 + 0 +CIRCLE + 5 +82 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +954.8429173529 + 30 +0.0 + 40 +3.599999999999866 + 0 +CIRCLE + 5 +83 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +1103.3429173529 + 30 +0.0 + 40 +3.599999999999881 + 0 +CIRCLE + 5 +84 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +954.8429173529 + 30 +0.0 + 40 +3.599999999999987 + 0 +LINE + 5 +85 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +1095.3429173529 + 30 +0.0 + 11 +-10.0 + 21 +1095.3429173529 + 31 +0.0 + 0 +LINE + 5 +86 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +1095.3429173529 + 30 +0.0 + 11 +-10.0 + 21 +962.8429173529 + 31 +0.0 + 0 +LINE + 5 +87 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +962.8429173529 + 30 +0.0 + 11 +-72.0 + 21 +962.8429173529 + 31 +0.0 + 0 +LINE + 5 +88 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +962.8429173529 + 30 +0.0 + 11 +-72.0 + 21 +1095.3429173529 + 31 +0.0 + 0 +CIRCLE + 5 +89 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +1137.1238898038 + 30 +0.0 + 40 +3.549999999999997 + 0 +CIRCLE + 5 +8A +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +1137.1238898038 + 30 +0.0 + 40 +3.549999999999995 + 0 +CIRCLE + 5 +8B +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +1246.6238898038 + 30 +0.0 + 40 +3.550000000000002 + 0 +CIRCLE + 5 +8C +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +1246.6238898038 + 30 +0.0 + 40 +3.550000000000011 + 0 +LINE + 5 +8D +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +1238.6238898038 + 30 +0.0 + 11 +-10.0 + 21 +1238.6238898038 + 31 +0.0 + 0 +LINE + 5 +8E +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +1238.6238898038 + 30 +0.0 + 11 +-10.0 + 21 +1145.1238898038 + 31 +0.0 + 0 +LINE + 5 +8F +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +1145.1238898038 + 30 +0.0 + 11 +-72.0 + 21 +1145.1238898038 + 31 +0.0 + 0 +LINE + 5 +90 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +1145.1238898038 + 30 +0.0 + 11 +-72.0 + 21 +1238.6238898038 + 31 +0.0 + 0 +ENDSEC + 0 +SECTION + 2 +OBJECTS + 0 +DICTIONARY + 5 +C +330 +0 +100 +AcDbDictionary +281 + 1 + 3 +ACAD_GROUP +350 +D + 3 +ACAD_LAYOUT +350 +1A + 3 +ACAD_MLINESTYLE +350 +17 + 3 +ACAD_PLOTSETTINGS +350 +19 + 3 +ACAD_PLOTSTYLENAME +350 +E + 3 +ACAD_SCALELIST +350 +47 + 3 +DWGPROPS +350 +91 + 0 +DICTIONARY + 5 +D +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 0 +DICTIONARY + 5 +1A +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +Layout1 +350 +1E + 3 +Layout2 +350 +26 + 3 +Model +350 +22 + 0 +DICTIONARY + 5 +17 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +Standard +350 +18 + 0 +DICTIONARY + 5 +19 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 0 +ACDBDICTIONARYWDFLT + 5 +E +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +Normal +350 +F +100 +AcDbDictionaryWithDefault +340 +F + 0 +DICTIONARY + 5 +47 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +A0 +350 +48 + 3 +A1 +350 +49 + 3 +A2 +350 +4A + 3 +A3 +350 +4B + 3 +A4 +350 +4C + 3 +A5 +350 +4D + 3 +A6 +350 +4E + 3 +A7 +350 +4F + 3 +A8 +350 +50 + 3 +A9 +350 +51 + 3 +B0 +350 +52 + 3 +B1 +350 +53 + 3 +B2 +350 +54 + 3 +B3 +350 +55 + 3 +B4 +350 +56 + 3 +B5 +350 +57 + 3 +B6 +350 +58 + 0 +XRECORD + 5 +91 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbXrecord +280 + 1 + 1 +DWGPROPS COOKIE + 2 + + 3 + + 4 + + 6 + + 7 + + 8 +mc007 + 9 + +300 += +301 += +302 += +303 += +304 += +305 += +306 += +307 += +308 += +309 += + 40 +0.0 + 41 +2460566.439615903 + 42 +2460566.439628403 + 1 + + 90 + 0 + 0 +LAYOUT + 5 +1E +102 +{ACAD_REACTORS +330 +1A +102 +} +330 +1A +100 +AcDbPlotSettings + 1 + + 2 +none_device + 4 + + 6 + + 40 +0.0 + 41 +0.0 + 42 +0.0 + 43 +0.0 + 44 +0.0 + 45 +0.0 + 46 +0.0 + 47 +0.0 + 48 +0.0 + 49 +0.0 +140 +0.0 +141 +0.0 +142 +1.0 +143 +1.0 + 70 + 688 + 72 + 1 + 73 + 0 + 74 + 5 + 7 + + 75 + 16 +147 +1.0 +148 +0.0 +149 +0.0 +100 +AcDbLayout + 1 +Layout1 + 70 + 1 + 71 + 1 + 10 +0.0 + 20 +0.0 + 11 +420.0 + 21 +297.0 + 12 +0.0 + 22 +0.0 + 32 +0.0 + 14 +1.0000000000E+20 + 24 +1.0000000000E+20 + 34 +1.0000000000E+20 + 15 +-1.0000000000E+20 + 25 +-1.0000000000E+20 + 35 +-1.0000000000E+20 +146 +0.0 + 13 +0.0 + 23 +0.0 + 33 +0.0 + 16 +1.0 + 26 +0.0 + 36 +0.0 + 17 +0.0 + 27 +1.0 + 37 +0.0 + 76 + 0 +330 +1B + 0 +LAYOUT + 5 +26 +102 +{ACAD_REACTORS +330 +1A +102 +} +330 +1A +100 +AcDbPlotSettings + 1 + + 2 +none_device + 4 + + 6 + + 40 +0.0 + 41 +0.0 + 42 +0.0 + 43 +0.0 + 44 +0.0 + 45 +0.0 + 46 +0.0 + 47 +0.0 + 48 +0.0 + 49 +0.0 +140 +0.0 +141 +0.0 +142 +1.0 +143 +1.0 + 70 + 688 + 72 + 1 + 73 + 0 + 74 + 5 + 7 + + 75 + 16 +147 +1.0 +148 +0.0 +149 +0.0 +100 +AcDbLayout + 1 +Layout2 + 70 + 1 + 71 + 2 + 10 +0.0 + 20 +0.0 + 11 +0.0 + 21 +0.0 + 12 +0.0 + 22 +0.0 + 32 +0.0 + 14 +0.0 + 24 +0.0 + 34 +0.0 + 15 +0.0 + 25 +0.0 + 35 +0.0 +146 +0.0 + 13 +0.0 + 23 +0.0 + 33 +0.0 + 16 +1.0 + 26 +0.0 + 36 +0.0 + 17 +0.0 + 27 +1.0 + 37 +0.0 + 76 + 0 +330 +23 + 0 +LAYOUT + 5 +22 +102 +{ACAD_REACTORS +330 +1A +102 +} +330 +1A +100 +AcDbPlotSettings + 1 + + 2 +none_device + 4 +ANSI_A_(11.00_x_8.50_Inches) + 6 + + 40 +6.35 + 41 +19.05 + 42 +6.35000508 + 43 +19.05000254 + 44 +279.4 + 45 +215.9 + 46 +140.3265234788 + 47 +-18.0555808556 + 48 +0.0 + 49 +0.0 +140 +0.0 +141 +0.0 +142 +0.00669918 +143 +1.0 + 70 + 1696 + 72 + 0 + 73 + 0 + 74 + 0 + 7 + + 75 + 0 +147 +0.0179189148 +148 +-1300.4909072572 +149 +0.0 +100 +AcDbLayout + 1 +Model + 70 + 1 + 71 + 0 + 10 +0.0 + 20 +0.0 + 11 +420.0 + 21 +297.0 + 12 +0.0 + 22 +0.0 + 32 +0.0 + 14 +-82.0 + 24 +0.5 + 34 +0.0 + 15 +0.0 + 25 +1256.6238898038 + 35 +0.0 +146 +0.0 + 13 +0.0 + 23 +0.0 + 33 +0.0 + 16 +1.0 + 26 +0.0 + 36 +0.0 + 17 +0.0 + 27 +1.0 + 37 +0.0 + 76 + 0 +330 +1F +331 +29 + 0 +MLINESTYLE + 5 +18 +102 +{ACAD_REACTORS +330 +17 +102 +} +330 +17 +100 +AcDbMlineStyle + 2 +Standard + 70 + 0 + 3 + + 62 + 256 + 51 +90.0 + 52 +90.0 + 71 + 2 + 49 +0.5 + 62 + 256 + 6 +BYLAYER + 49 +-0.5 + 62 + 256 + 6 +BYLAYER + 0 +ACDBPLACEHOLDER + 5 +F +102 +{ACAD_REACTORS +330 +E +102 +} +330 +E + 0 +SCALE + 5 +48 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:1 +140 +1.0 +141 +1.0 +290 + 1 + 0 +SCALE + 5 +49 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:2 +140 +1.0 +141 +2.0 +290 + 0 + 0 +SCALE + 5 +4A +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:4 +140 +1.0 +141 +4.0 +290 + 0 + 0 +SCALE + 5 +4B +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:5 +140 +1.0 +141 +5.0 +290 + 0 + 0 +SCALE + 5 +4C +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:8 +140 +1.0 +141 +8.0 +290 + 0 + 0 +SCALE + 5 +4D +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:10 +140 +1.0 +141 +10.0 +290 + 0 + 0 +SCALE + 5 +4E +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:16 +140 +1.0 +141 +16.0 +290 + 0 + 0 +SCALE + 5 +4F +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:20 +140 +1.0 +141 +20.0 +290 + 0 + 0 +SCALE + 5 +50 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:30 +140 +1.0 +141 +30.0 +290 + 0 + 0 +SCALE + 5 +51 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:40 +140 +1.0 +141 +40.0 +290 + 0 + 0 +SCALE + 5 +52 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:50 +140 +1.0 +141 +50.0 +290 + 0 + 0 +SCALE + 5 +53 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:100 +140 +1.0 +141 +100.0 +290 + 0 + 0 +SCALE + 5 +54 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +2:1 +140 +2.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +55 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +4:1 +140 +4.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +56 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +8:1 +140 +8.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +57 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +10:1 +140 +10.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +58 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +100:1 +140 +100.0 +141 +1.0 +290 + 0 + 0 +ENDSEC + 0 +EOF diff --git a/injection/elena-zmax-rc1/laser/en/shared/electronics/enclosures/vintage-vertical-edc/Stainless/4mm/ELZ-403_MountPlate_x4.dxf b/injection/elena-zmax-rc1/laser/en/shared/electronics/enclosures/vintage-vertical-edc/Stainless/4mm/ELZ-403_MountPlate_x4.dxf new file mode 100644 index 000000000..438f5a4c8 --- /dev/null +++ b/injection/elena-zmax-rc1/laser/en/shared/electronics/enclosures/vintage-vertical-edc/Stainless/4mm/ELZ-403_MountPlate_x4.dxf @@ -0,0 +1,4088 @@ + 0 +SECTION + 2 +HEADER + 9 +$ACADVER + 1 +AC1015 + 9 +$ACADMAINTVER + 70 + 6 + 9 +$DWGCODEPAGE + 3 +ANSI_1252 + 9 +$INSBASE + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$EXTMIN + 10 +-160.0 + 20 +-210.0 + 30 +0.0 + 9 +$EXTMAX + 10 +160.0 + 20 +210.0 + 30 +0.0 + 9 +$LIMMIN + 10 +0.0 + 20 +0.0 + 9 +$LIMMAX + 10 +420.0 + 20 +297.0 + 9 +$ORTHOMODE + 70 + 0 + 9 +$REGENMODE + 70 + 1 + 9 +$FILLMODE + 70 + 1 + 9 +$QTEXTMODE + 70 + 0 + 9 +$MIRRTEXT + 70 + 1 + 9 +$LTSCALE + 40 +1.0 + 9 +$ATTMODE + 70 + 1 + 9 +$TEXTSIZE + 40 +3.5 + 9 +$TRACEWID + 40 +1.0 + 9 +$TEXTSTYLE + 7 +Standard + 9 +$CLAYER + 8 +0 + 9 +$CELTYPE + 6 +ByLayer + 9 +$CECOLOR + 62 + 256 + 9 +$CELTSCALE + 40 +1.0 + 9 +$DISPSILH + 70 + 0 + 9 +$DIMSCALE + 40 +1.0 + 9 +$DIMASZ + 40 +3.302 + 9 +$DIMEXO + 40 +0.0 + 9 +$DIMDLI + 40 +3.75 + 9 +$DIMRND + 40 +0.0 + 9 +$DIMDLE + 40 +0.0 + 9 +$DIMEXE + 40 +1.0 + 9 +$DIMTP + 40 +0.0 + 9 +$DIMTM + 40 +0.0 + 9 +$DIMTXT + 40 +3.5 + 9 +$DIMCEN + 40 +2.5 + 9 +$DIMTSZ + 40 +0.0 + 9 +$DIMTOL + 70 + 0 + 9 +$DIMLIM + 70 + 0 + 9 +$DIMTIH + 70 + 1 + 9 +$DIMTOH + 70 + 1 + 9 +$DIMSE1 + 70 + 0 + 9 +$DIMSE2 + 70 + 0 + 9 +$DIMTAD + 70 + 1 + 9 +$DIMZIN + 70 + 1 + 9 +$DIMBLK + 1 + + 9 +$DIMASO + 70 + 1 + 9 +$DIMSHO + 70 + 1 + 9 +$DIMPOST + 1 + + 9 +$DIMAPOST + 1 + + 9 +$DIMALT + 70 + 0 + 9 +$DIMALTD + 70 + 3 + 9 +$DIMALTF + 40 +0.0393700787 + 9 +$DIMLFAC + 40 +1.0 + 9 +$DIMTOFL + 70 + 1 + 9 +$DIMTVP + 40 +0.0 + 9 +$DIMTIX + 70 + 0 + 9 +$DIMSOXD + 70 + 0 + 9 +$DIMSAH + 70 + 0 + 9 +$DIMBLK1 + 1 + + 9 +$DIMBLK2 + 1 + + 9 +$DIMSTYLE + 2 +ISO-25 + 9 +$DIMCLRD + 70 + 0 + 9 +$DIMCLRE + 70 + 0 + 9 +$DIMCLRT + 70 + 0 + 9 +$DIMTFAC + 40 +1.0 + 9 +$DIMGAP + 40 +1.524 + 9 +$DIMJUST + 70 + 0 + 9 +$DIMSD1 + 70 + 0 + 9 +$DIMSD2 + 70 + 0 + 9 +$DIMTOLJ + 70 + 0 + 9 +$DIMTZIN + 70 + 1 + 9 +$DIMALTZ + 70 + 0 + 9 +$DIMALTTZ + 70 + 0 + 9 +$DIMUPT + 70 + 0 + 9 +$DIMDEC + 70 + 2 + 9 +$DIMTDEC + 70 + 2 + 9 +$DIMALTU + 70 + 2 + 9 +$DIMALTTD + 70 + 3 + 9 +$DIMTXSTY + 7 +Standard + 9 +$DIMAUNIT + 70 + 0 + 9 +$DIMADEC + 70 + 2 + 9 +$DIMALTRND + 40 +0.0 + 9 +$DIMAZIN + 70 + 0 + 9 +$DIMDSEP + 70 + 44 + 9 +$DIMATFIT + 70 + 3 + 9 +$DIMFRAC + 70 + 0 + 9 +$DIMLDRBLK + 1 + + 9 +$DIMLUNIT + 70 + 2 + 9 +$DIMLWD + 70 + -2 + 9 +$DIMLWE + 70 + -2 + 9 +$DIMTMOVE + 70 + 0 + 9 +$LUNITS + 70 + 2 + 9 +$LUPREC + 70 + 2 + 9 +$SKETCHINC + 40 +1.0 + 9 +$FILLETRAD + 40 +0.0 + 9 +$AUNITS + 70 + 0 + 9 +$AUPREC + 70 + 2 + 9 +$MENU + 1 +. + 9 +$ELEVATION + 40 +0.0 + 9 +$PELEVATION + 40 +0.0 + 9 +$THICKNESS + 40 +0.0 + 9 +$LIMCHECK + 70 + 0 + 9 +$CHAMFERA + 40 +0.0 + 9 +$CHAMFERB + 40 +0.0 + 9 +$CHAMFERC + 40 +0.0 + 9 +$CHAMFERD + 40 +0.0 + 9 +$SKPOLY + 70 + 0 + 9 +$TDCREATE + 40 +2460566.525262141 + 9 +$TDUCREATE + 40 +2460566.441928808 + 9 +$TDUPDATE + 40 +2460566.525274525 + 9 +$TDUUPDATE + 40 +2460566.441941192 + 9 +$TDINDWG + 40 +0.0000000116 + 9 +$TDUSRTIMER + 40 +0.0000000116 + 9 +$USRTIMER + 70 + 1 + 9 +$ANGBASE + 50 +0.0 + 9 +$ANGDIR + 70 + 0 + 9 +$PDMODE + 70 + 0 + 9 +$PDSIZE + 40 +-1.0 + 9 +$PLINEWID + 40 +0.0 + 9 +$SPLFRAME + 70 + 0 + 9 +$SPLINETYPE + 70 + 6 + 9 +$SPLINESEGS + 70 + 8 + 9 +$HANDSEED + 5 +8A + 9 +$SURFTAB1 + 70 + 6 + 9 +$SURFTAB2 + 70 + 6 + 9 +$SURFTYPE + 70 + 6 + 9 +$SURFU + 70 + 6 + 9 +$SURFV + 70 + 6 + 9 +$UCSBASE + 2 + + 9 +$UCSNAME + 2 + + 9 +$UCSORG + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSXDIR + 10 +1.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSYDIR + 10 +0.0 + 20 +1.0 + 30 +0.0 + 9 +$UCSORTHOREF + 2 + + 9 +$UCSORTHOVIEW + 70 + 0 + 9 +$UCSORGTOP + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGBOTTOM + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGLEFT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGRIGHT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGFRONT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGBACK + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSBASE + 2 + + 9 +$PUCSNAME + 2 + + 9 +$PUCSORG + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSXDIR + 10 +1.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSYDIR + 10 +0.0 + 20 +1.0 + 30 +0.0 + 9 +$PUCSORTHOREF + 2 + + 9 +$PUCSORTHOVIEW + 70 + 0 + 9 +$PUCSORGTOP + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGBOTTOM + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGLEFT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGRIGHT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGFRONT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGBACK + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$USERI1 + 70 + 0 + 9 +$USERI2 + 70 + 0 + 9 +$USERI3 + 70 + 0 + 9 +$USERI4 + 70 + 0 + 9 +$USERI5 + 70 + 0 + 9 +$USERR1 + 40 +0.0 + 9 +$USERR2 + 40 +0.0 + 9 +$USERR3 + 40 +0.0 + 9 +$USERR4 + 40 +0.0 + 9 +$USERR5 + 40 +0.0 + 9 +$WORLDVIEW + 70 + 1 + 9 +$SHADEDGE + 70 + 3 + 9 +$SHADEDIF + 70 + 70 + 9 +$TILEMODE + 70 + 1 + 9 +$MAXACTVP + 70 + 64 + 9 +$PINSBASE + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PLIMCHECK + 70 + 0 + 9 +$PEXTMIN + 10 +1.0000000000E+20 + 20 +1.0000000000E+20 + 30 +1.0000000000E+20 + 9 +$PEXTMAX + 10 +-1.0000000000E+20 + 20 +-1.0000000000E+20 + 30 +-1.0000000000E+20 + 9 +$PLIMMIN + 10 +0.0 + 20 +0.0 + 9 +$PLIMMAX + 10 +420.0 + 20 +297.0 + 9 +$UNITMODE + 70 + 0 + 9 +$VISRETAIN + 70 + 1 + 9 +$PLINEGEN + 70 + 0 + 9 +$PSLTSCALE + 70 + 1 + 9 +$TREEDEPTH + 70 + 3020 + 9 +$CMLSTYLE + 2 +Standard + 9 +$CMLJUST + 70 + 0 + 9 +$CMLSCALE + 40 +20.0 + 9 +$PROXYGRAPHICS + 70 + 1 + 9 +$MEASUREMENT + 70 + 1 + 9 +$CELWEIGHT +370 + -1 + 9 +$ENDCAPS +280 + 0 + 9 +$JOINSTYLE +280 + 0 + 9 +$LWDISPLAY +290 + 1 + 9 +$INSUNITS + 70 + 4 + 9 +$HYPERLINKBASE + 1 + + 9 +$STYLESHEET + 1 + + 9 +$XEDIT +290 + 1 + 9 +$CEPSNTYPE +380 + 0 + 9 +$PSTYLEMODE +290 + 1 + 9 +$FINGERPRINTGUID + 2 +{7a80c649-d923-4638-b635-41e15c86a176} + 9 +$VERSIONGUID + 2 +{FAEB1C32-E019-11D5-929B-00C0DF256EC4} + 9 +$EXTNAMES +290 + 1 + 9 +$PSVPSCALE + 40 +0.0 + 9 +$OLESTARTUP +290 + 0 + 0 +ENDSEC + 0 +SECTION + 2 +CLASSES + 0 +CLASS + 1 +ACDBDICTIONARYWDFLT + 2 +AcDbDictionaryWithDefault + 3 +ObjectDBX Classes + 90 + 0 +280 + 0 +281 + 0 + 0 +CLASS + 1 +VISUALSTYLE + 2 +AcDbVisualStyle + 3 +ObjectDBX Classes + 90 + 4095 +280 + 0 +281 + 0 + 0 +CLASS + 1 +MATERIAL + 2 +AcDbMaterial + 3 +ObjectDBX Classes + 90 + 1153 +280 + 0 +281 + 0 + 0 +CLASS + 1 +SCALE + 2 +AcDbScale + 3 +ObjectDBX Classes + 90 + 1153 +280 + 0 +281 + 0 + 0 +CLASS + 1 +TABLESTYLE + 2 +AcDbTableStyle + 3 +ObjectDBX Classes + 90 + 4095 +280 + 0 +281 + 0 + 0 +CLASS + 1 +MLEADERSTYLE + 2 +AcDbMLeaderStyle + 3 +ACDB_MLEADERSTYLE_CLASS + 90 + 4095 +280 + 0 +281 + 0 + 0 +CLASS + 1 +SUN + 2 +AcDbSun + 3 +SCENEOE + 90 + 1153 +280 + 0 +281 + 0 + 0 +CLASS + 1 +ACDBPLACEHOLDER + 2 +AcDbPlaceHolder + 3 +ObjectDBX Classes + 90 + 0 +280 + 0 +281 + 0 + 0 +CLASS + 1 +LAYOUT + 2 +AcDbLayout + 3 +ObjectDBX Classes + 90 + 0 +280 + 0 +281 + 0 + 0 +ENDSEC + 0 +SECTION + 2 +TABLES + 0 +TABLE + 2 +VPORT + 5 +8 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +VPORT + 5 +29 +330 +8 +100 +AcDbSymbolTableRecord +100 +AcDbViewportTableRecord + 2 +*Active + 70 + 0 + 10 +0.0 + 20 +0.0 + 11 +1.0 + 21 +1.0 + 12 +0.0 + 22 +0.0 + 13 +0.0 + 23 +0.0 + 14 +10.0 + 24 +10.0 + 15 +10.0 + 25 +10.0 + 16 +0.0 + 26 +0.0 + 36 +1.0 + 17 +0.0 + 27 +0.0 + 37 +0.0 + 40 +428.4 + 41 +0.7619047619 + 42 +50.0 + 43 +0.0 + 44 +0.0 + 50 +0.0 + 51 +0.0 + 71 + 0 + 72 + 100 + 73 + 1 + 74 + 3 + 75 + 0 + 76 + 0 + 77 + 0 + 78 + 0 +281 + 0 + 65 + 1 +110 +0.0 +120 +0.0 +130 +0.0 +111 +1.0 +121 +0.0 +131 +0.0 +112 +0.0 +122 +1.0 +132 +0.0 + 79 + 0 +146 +0.0 + 0 +ENDTAB + 0 +TABLE + 2 +LTYPE + 5 +5 +330 +0 +100 +AcDbSymbolTable + 70 + 6 + 0 +LTYPE + 5 +14 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +ByBlock + 70 + 0 + 3 + + 72 + 65 + 73 + 0 + 40 +0.0 + 0 +LTYPE + 5 +15 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +ByLayer + 70 + 0 + 3 + + 72 + 65 + 73 + 0 + 40 +0.0 + 0 +LTYPE + 5 +16 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +Continuous + 70 + 0 + 3 +Solid line + 72 + 65 + 73 + 0 + 40 +0.0 + 0 +LTYPE + 5 +5E +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +HIDDEN + 70 + 0 + 3 +Hidden __ __ __ __ __ __ __ __ __ __ __ __ __ __ + 72 + 65 + 73 + 2 + 40 +1.905 + 49 +1.27 + 74 + 0 + 49 +-0.635 + 74 + 0 + 0 +LTYPE + 5 +5F +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +PHANTOM + 70 + 0 + 3 +Phantom ______ __ __ ______ __ __ ______ + 72 + 65 + 73 + 6 + 40 +12.7 + 49 +6.35 + 74 + 0 + 49 +-1.27 + 74 + 0 + 49 +1.27 + 74 + 0 + 49 +-1.27 + 74 + 0 + 49 +1.27 + 74 + 0 + 49 +-1.27 + 74 + 0 + 0 +LTYPE + 5 +60 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +CENTER + 70 + 0 + 3 +Center ____ _ ____ _ ____ _ ____ _ ____ _ ____ + 72 + 65 + 73 + 4 + 40 +10.16 + 49 +6.35 + 74 + 0 + 49 +-1.27 + 74 + 0 + 49 +1.27 + 74 + 0 + 49 +-1.27 + 74 + 0 + 0 +LTYPE + 5 +61 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +CENTERX2 + 70 + 0 + 3 +Center (2x) ________ __ ________ __ _____ + 72 + 65 + 73 + 4 + 40 +20.32 + 49 +12.7 + 74 + 0 + 49 +-2.54 + 74 + 0 + 49 +2.54 + 74 + 0 + 49 +-2.54 + 74 + 0 + 0 +LTYPE + 5 +62 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +DOT2 + 70 + 0 + 3 +Dot (.5x) ........................................ + 72 + 65 + 73 + 2 + 40 +0.635 + 49 +0.0 + 74 + 0 + 49 +-0.635 + 74 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +LAYER + 5 +2 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +LAYER + 5 +10 +330 +2 +100 +AcDbSymbolTableRecord +100 +AcDbLayerTableRecord + 2 +0 + 70 + 0 + 62 + 7 + 6 +Continuous +370 + -3 +390 +F + 0 +ENDTAB + 0 +TABLE + 2 +STYLE + 5 +3 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +STYLE + 5 +11 +330 +3 +100 +AcDbSymbolTableRecord +100 +AcDbTextStyleTableRecord + 2 +Standard + 70 + 0 + 40 +0.0 + 41 +1.0 + 50 +0.0 + 71 + 0 + 42 +3.5 + 3 +txt + 4 + + 0 +ENDTAB + 0 +TABLE + 2 +VIEW + 5 +6 +330 +0 +100 +AcDbSymbolTable + 70 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +UCS + 5 +7 +330 +0 +100 +AcDbSymbolTable + 70 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +APPID + 5 +9 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +APPID + 5 +12 +330 +9 +100 +AcDbSymbolTableRecord +100 +AcDbRegAppTableRecord + 2 +ACAD + 70 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +DIMSTYLE + 5 +A +330 +0 +100 +AcDbSymbolTable + 70 + 1 +100 +AcDbDimStyleTable + 0 +DIMSTYLE +105 +27 +330 +A +100 +AcDbSymbolTableRecord +100 +AcDbDimStyleTableRecord + 2 +ISO-25 + 70 + 0 + 41 +2.5 + 42 +0.625 + 43 +3.75 + 44 +1.25 + 73 + 0 + 74 + 0 + 77 + 1 + 78 + 8 +140 +2.5 +141 +2.5 +143 +0.0393700787 +147 +0.625 +171 + 3 +172 + 1 +178 + 0 +271 + 2 +272 + 2 +274 + 3 +278 + 44 +283 + 0 +284 + 8 +340 +11 + 0 +ENDTAB + 0 +TABLE + 2 +BLOCK_RECORD + 5 +1 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +BLOCK_RECORD + 5 +1F +330 +1 +100 +AcDbSymbolTableRecord +100 +AcDbBlockTableRecord + 2 +*Model_Space +340 +22 + 0 +BLOCK_RECORD + 5 +1B +330 +1 +100 +AcDbSymbolTableRecord +100 +AcDbBlockTableRecord + 2 +*Paper_Space +340 +1E + 0 +BLOCK_RECORD + 5 +23 +330 +1 +100 +AcDbSymbolTableRecord +100 +AcDbBlockTableRecord + 2 +*Paper_Space0 +340 +26 + 0 +ENDTAB + 0 +ENDSEC + 0 +SECTION + 2 +BLOCKS + 0 +BLOCK + 5 +20 +330 +1F +100 +AcDbEntity + 8 +0 +100 +AcDbBlockBegin + 2 +*Model_Space + 70 + 0 + 10 +0.0 + 20 +0.0 + 30 +0.0 + 3 +*Model_Space + 1 + + 0 +ENDBLK + 5 +21 +330 +1F +100 +AcDbEntity + 8 +0 +100 +AcDbBlockEnd + 0 +BLOCK + 5 +1C +330 +1B +100 +AcDbEntity + 67 + 1 + 8 +0 +100 +AcDbBlockBegin + 2 +*Paper_Space + 70 + 0 + 10 +0.0 + 20 +0.0 + 30 +0.0 + 3 +*Paper_Space + 1 + + 0 +ENDBLK + 5 +1D +330 +1B +100 +AcDbEntity + 67 + 1 + 8 +0 +100 +AcDbBlockEnd + 0 +BLOCK + 5 +24 +330 +23 +100 +AcDbEntity + 8 +0 +100 +AcDbBlockBegin + 2 +*Paper_Space0 + 70 + 0 + 10 +0.0 + 20 +0.0 + 30 +0.0 + 3 +*Paper_Space0 + 1 + + 0 +ENDBLK + 5 +25 +330 +23 +100 +AcDbEntity + 8 +0 +100 +AcDbBlockEnd + 0 +ENDSEC + 0 +SECTION + 2 +ENTITIES + 0 +CIRCLE + 5 +63 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-148.0 + 20 +-198.0 + 30 +0.0 + 40 +3.099999999999994 + 0 +CIRCLE + 5 +64 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +148.0 + 20 +-198.0 + 30 +0.0 + 40 +3.099999999999994 + 0 +CIRCLE + 5 +65 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +148.0 + 20 +198.0 + 30 +0.0 + 40 +3.099999999999994 + 0 +CIRCLE + 5 +66 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-148.0 + 20 +198.0 + 30 +0.0 + 40 +3.099999999999994 + 0 +CIRCLE + 5 +67 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +130.0 + 20 +-172.5 + 30 +0.0 + 40 +4.099999999999966 + 0 +CIRCLE + 5 +68 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-130.0 + 20 +-172.5 + 30 +0.0 + 40 +4.099999999999966 + 0 +CIRCLE + 5 +69 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-130.0 + 20 +172.5 + 30 +0.0 + 40 +4.099999999999937 + 0 +CIRCLE + 5 +6A +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +130.0 + 20 +172.5 + 30 +0.0 + 40 +4.099999999999966 + 0 +CIRCLE + 5 +6B +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-130.0 + 20 +0.0 + 30 +0.0 + 40 +3.400000000000115 + 0 +CIRCLE + 5 +6C +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +130.0 + 20 +0.0 + 30 +0.0 + 40 +3.400000000000027 + 0 +LINE + 5 +6D +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-160.0 + 20 +186.0 + 30 +0.0 + 11 +-160.0 + 21 +194.0 + 31 +0.0 + 0 +ARC + 5 +6E +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-156.0 + 20 +186.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +180.0 + 51 +270.0 + 0 +ARC + 5 +6F +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-156.0 + 20 +178.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +0.0 + 51 +90.0 + 0 +LINE + 5 +70 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-152.0 + 20 +178.0 + 30 +0.0 + 11 +-152.0 + 21 +-178.0 + 31 +0.0 + 0 +ARC + 5 +71 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-156.0 + 20 +-178.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +270.0 + 51 +0.0 + 0 +ARC + 5 +72 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-156.0 + 20 +-186.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +90.0 + 51 +180.0 + 0 +LINE + 5 +73 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-160.0 + 20 +-194.0 + 30 +0.0 + 11 +-160.0 + 21 +-186.0 + 31 +0.0 + 0 +ARC + 5 +74 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-144.0 + 20 +-194.0 + 30 +0.0 + 40 +16.0 +100 +AcDbArc + 50 +180.0 + 51 +270.0 + 0 +LINE + 5 +75 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +144.0 + 20 +-210.0 + 30 +0.0 + 11 +-144.0 + 21 +-210.0 + 31 +0.0 + 0 +ARC + 5 +76 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +144.0 + 20 +-194.0 + 30 +0.0 + 40 +16.00000000000003 +100 +AcDbArc + 50 +270.0 + 51 +0.0 + 0 +LINE + 5 +77 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +160.0 + 20 +-186.0 + 30 +0.0 + 11 +160.0 + 21 +-194.0 + 31 +0.0 + 0 +ARC + 5 +78 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +156.0 + 20 +-186.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +0.0 + 51 +90.0 + 0 +ARC + 5 +79 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +156.0 + 20 +-178.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +180.0 + 51 +270.0 + 0 +LINE + 5 +7A +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +152.0 + 20 +178.0 + 30 +0.0 + 11 +152.0 + 21 +-178.0 + 31 +0.0 + 0 +ARC + 5 +7B +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +156.0 + 20 +178.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +90.0 + 51 +180.0 + 0 +ARC + 5 +7C +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +156.0 + 20 +186.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +270.0 + 51 +0.0 + 0 +LINE + 5 +7D +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +160.0 + 20 +194.0 + 30 +0.0 + 11 +160.0 + 21 +186.0 + 31 +0.0 + 0 +ARC + 5 +7E +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +144.0 + 20 +194.0 + 30 +0.0 + 40 +16.00000000000003 +100 +AcDbArc + 50 +0.0 + 51 +90.0 + 0 +LINE + 5 +7F +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +91.6457949329 + 20 +210.0 + 30 +0.0 + 11 +144.0 + 21 +210.0 + 31 +0.0 + 0 +ARC + 5 +80 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +91.6457949329 + 20 +206.0 + 30 +0.0 + 40 +4.000000000000002 +100 +AcDbArc + 50 +90.0 + 51 +135.0 + 0 +LINE + 5 +81 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +88.8173678082 + 20 +208.8284271247 + 30 +0.0 + 11 +85.8578643763 + 21 +205.8689236928 + 31 +0.0 + 0 +ARC + 5 +82 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +83.0294372515 + 20 +208.6973508176 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +270.0 + 51 +315.0 + 0 +LINE + 5 +83 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +83.0294372515 + 20 +204.6973508176 + 30 +0.0 + 11 +-83.0294372515 + 21 +204.6973508176 + 31 +0.0 + 0 +ARC + 5 +84 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-83.0294372515 + 20 +208.6973508176 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +225.0 + 51 +270.0 + 0 +LINE + 5 +85 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-85.8578643763 + 20 +205.8689236928 + 30 +0.0 + 11 +-88.8173678082 + 21 +208.8284271247 + 31 +0.0 + 0 +ARC + 5 +86 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-91.6457949329 + 20 +206.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +45.0 + 51 +90.0 + 0 +LINE + 5 +87 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-144.0 + 20 +210.0 + 30 +0.0 + 11 +-91.6457949329 + 21 +210.0 + 31 +0.0 + 0 +ARC + 5 +88 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-144.0 + 20 +194.0 + 30 +0.0 + 40 +16.00000000000003 +100 +AcDbArc + 50 +90.0 + 51 +180.0 + 0 +ENDSEC + 0 +SECTION + 2 +OBJECTS + 0 +DICTIONARY + 5 +C +330 +0 +100 +AcDbDictionary +281 + 1 + 3 +ACAD_GROUP +350 +D + 3 +ACAD_LAYOUT +350 +1A + 3 +ACAD_MLINESTYLE +350 +17 + 3 +ACAD_PLOTSETTINGS +350 +19 + 3 +ACAD_PLOTSTYLENAME +350 +E + 3 +ACAD_SCALELIST +350 +47 + 3 +DWGPROPS +350 +89 + 0 +DICTIONARY + 5 +D +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 0 +DICTIONARY + 5 +1A +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +Layout1 +350 +1E + 3 +Layout2 +350 +26 + 3 +Model +350 +22 + 0 +DICTIONARY + 5 +17 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +Standard +350 +18 + 0 +DICTIONARY + 5 +19 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 0 +ACDBDICTIONARYWDFLT + 5 +E +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +Normal +350 +F +100 +AcDbDictionaryWithDefault +340 +F + 0 +DICTIONARY + 5 +47 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +A0 +350 +48 + 3 +A1 +350 +49 + 3 +A2 +350 +4A + 3 +A3 +350 +4B + 3 +A4 +350 +4C + 3 +A5 +350 +4D + 3 +A6 +350 +4E + 3 +A7 +350 +4F + 3 +A8 +350 +50 + 3 +A9 +350 +51 + 3 +B0 +350 +52 + 3 +B1 +350 +53 + 3 +B2 +350 +54 + 3 +B3 +350 +55 + 3 +B4 +350 +56 + 3 +B5 +350 +57 + 3 +B6 +350 +58 + 0 +XRECORD + 5 +89 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbXrecord +280 + 1 + 1 +DWGPROPS COOKIE + 2 + + 3 + + 4 + + 6 + + 7 + + 8 +mc007 + 9 + +300 += +301 += +302 += +303 += +304 += +305 += +306 += +307 += +308 += +309 += + 40 +0.0 + 41 +2460566.441928808 + 42 +2460566.441941192 + 1 + + 90 + 0 + 0 +LAYOUT + 5 +1E +102 +{ACAD_REACTORS +330 +1A +102 +} +330 +1A +100 +AcDbPlotSettings + 1 + + 2 +none_device + 4 + + 6 + + 40 +0.0 + 41 +0.0 + 42 +0.0 + 43 +0.0 + 44 +0.0 + 45 +0.0 + 46 +0.0 + 47 +0.0 + 48 +0.0 + 49 +0.0 +140 +0.0 +141 +0.0 +142 +1.0 +143 +1.0 + 70 + 688 + 72 + 1 + 73 + 0 + 74 + 5 + 7 + + 75 + 16 +147 +1.0 +148 +0.0 +149 +0.0 +100 +AcDbLayout + 1 +Layout1 + 70 + 1 + 71 + 1 + 10 +0.0 + 20 +0.0 + 11 +420.0 + 21 +297.0 + 12 +0.0 + 22 +0.0 + 32 +0.0 + 14 +1.0000000000E+20 + 24 +1.0000000000E+20 + 34 +1.0000000000E+20 + 15 +-1.0000000000E+20 + 25 +-1.0000000000E+20 + 35 +-1.0000000000E+20 +146 +0.0 + 13 +0.0 + 23 +0.0 + 33 +0.0 + 16 +1.0 + 26 +0.0 + 36 +0.0 + 17 +0.0 + 27 +1.0 + 37 +0.0 + 76 + 0 +330 +1B + 0 +LAYOUT + 5 +26 +102 +{ACAD_REACTORS +330 +1A +102 +} +330 +1A +100 +AcDbPlotSettings + 1 + + 2 +none_device + 4 + + 6 + + 40 +0.0 + 41 +0.0 + 42 +0.0 + 43 +0.0 + 44 +0.0 + 45 +0.0 + 46 +0.0 + 47 +0.0 + 48 +0.0 + 49 +0.0 +140 +0.0 +141 +0.0 +142 +1.0 +143 +1.0 + 70 + 688 + 72 + 1 + 73 + 0 + 74 + 5 + 7 + + 75 + 16 +147 +1.0 +148 +0.0 +149 +0.0 +100 +AcDbLayout + 1 +Layout2 + 70 + 1 + 71 + 2 + 10 +0.0 + 20 +0.0 + 11 +0.0 + 21 +0.0 + 12 +0.0 + 22 +0.0 + 32 +0.0 + 14 +0.0 + 24 +0.0 + 34 +0.0 + 15 +0.0 + 25 +0.0 + 35 +0.0 +146 +0.0 + 13 +0.0 + 23 +0.0 + 33 +0.0 + 16 +1.0 + 26 +0.0 + 36 +0.0 + 17 +0.0 + 27 +1.0 + 37 +0.0 + 76 + 0 +330 +23 + 0 +LAYOUT + 5 +22 +102 +{ACAD_REACTORS +330 +1A +102 +} +330 +1A +100 +AcDbPlotSettings + 1 + + 2 +none_device + 4 +ANSI_A_(11.00_x_8.50_Inches) + 6 + + 40 +6.35 + 41 +19.05 + 42 +6.35000508 + 43 +19.05000254 + 44 +279.4 + 45 +215.9 + 46 +133.34999746 + 47 +88.89999873 + 48 +0.0 + 49 +0.0 +140 +0.0 +141 +0.0 +142 +0.0200357143 +143 +1.0 + 70 + 1696 + 72 + 0 + 73 + 0 + 74 + 0 + 7 + + 75 + 0 +147 +0.0179189148 +148 +-1300.4909072572 +149 +0.0 +100 +AcDbLayout + 1 +Model + 70 + 1 + 71 + 0 + 10 +0.0 + 20 +0.0 + 11 +420.0 + 21 +297.0 + 12 +0.0 + 22 +0.0 + 32 +0.0 + 14 +-160.0 + 24 +-210.0 + 34 +0.0 + 15 +160.0 + 25 +210.0 + 35 +0.0 +146 +0.0 + 13 +0.0 + 23 +0.0 + 33 +0.0 + 16 +1.0 + 26 +0.0 + 36 +0.0 + 17 +0.0 + 27 +1.0 + 37 +0.0 + 76 + 0 +330 +1F +331 +29 + 0 +MLINESTYLE + 5 +18 +102 +{ACAD_REACTORS +330 +17 +102 +} +330 +17 +100 +AcDbMlineStyle + 2 +Standard + 70 + 0 + 3 + + 62 + 256 + 51 +90.0 + 52 +90.0 + 71 + 2 + 49 +0.5 + 62 + 256 + 6 +BYLAYER + 49 +-0.5 + 62 + 256 + 6 +BYLAYER + 0 +ACDBPLACEHOLDER + 5 +F +102 +{ACAD_REACTORS +330 +E +102 +} +330 +E + 0 +SCALE + 5 +48 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:1 +140 +1.0 +141 +1.0 +290 + 1 + 0 +SCALE + 5 +49 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:2 +140 +1.0 +141 +2.0 +290 + 0 + 0 +SCALE + 5 +4A +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:4 +140 +1.0 +141 +4.0 +290 + 0 + 0 +SCALE + 5 +4B +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:5 +140 +1.0 +141 +5.0 +290 + 0 + 0 +SCALE + 5 +4C +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:8 +140 +1.0 +141 +8.0 +290 + 0 + 0 +SCALE + 5 +4D +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:10 +140 +1.0 +141 +10.0 +290 + 0 + 0 +SCALE + 5 +4E +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:16 +140 +1.0 +141 +16.0 +290 + 0 + 0 +SCALE + 5 +4F +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:20 +140 +1.0 +141 +20.0 +290 + 0 + 0 +SCALE + 5 +50 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:30 +140 +1.0 +141 +30.0 +290 + 0 + 0 +SCALE + 5 +51 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:40 +140 +1.0 +141 +40.0 +290 + 0 + 0 +SCALE + 5 +52 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:50 +140 +1.0 +141 +50.0 +290 + 0 + 0 +SCALE + 5 +53 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:100 +140 +1.0 +141 +100.0 +290 + 0 + 0 +SCALE + 5 +54 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +2:1 +140 +2.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +55 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +4:1 +140 +4.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +56 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +8:1 +140 +8.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +57 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +10:1 +140 +10.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +58 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +100:1 +140 +100.0 +141 +1.0 +290 + 0 + 0 +ENDSEC + 0 +EOF diff --git a/injection/elena-zmax-rc1/laser/es/shared/electronics/enclosures/vintage-vertical-edc/INOX/1mm/ELZ-525_Belt_x2.dxf b/injection/elena-zmax-rc1/laser/es/shared/electronics/enclosures/vintage-vertical-edc/INOX/1mm/ELZ-525_Belt_x2.dxf new file mode 100644 index 000000000..abe6ab371 --- /dev/null +++ b/injection/elena-zmax-rc1/laser/es/shared/electronics/enclosures/vintage-vertical-edc/INOX/1mm/ELZ-525_Belt_x2.dxf @@ -0,0 +1,4248 @@ + 0 +SECTION + 2 +HEADER + 9 +$ACADVER + 1 +AC1015 + 9 +$ACADMAINTVER + 70 + 6 + 9 +$DWGCODEPAGE + 3 +ANSI_1252 + 9 +$INSBASE + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$EXTMIN + 10 +-82.0 + 20 +0.5 + 30 +0.0 + 9 +$EXTMAX + 10 +0.0 + 20 +1256.6238898038 + 30 +0.0 + 9 +$LIMMIN + 10 +0.0 + 20 +0.0 + 9 +$LIMMAX + 10 +420.0 + 20 +297.0 + 9 +$ORTHOMODE + 70 + 0 + 9 +$REGENMODE + 70 + 1 + 9 +$FILLMODE + 70 + 1 + 9 +$QTEXTMODE + 70 + 0 + 9 +$MIRRTEXT + 70 + 1 + 9 +$LTSCALE + 40 +1.0 + 9 +$ATTMODE + 70 + 1 + 9 +$TEXTSIZE + 40 +3.5 + 9 +$TRACEWID + 40 +1.0 + 9 +$TEXTSTYLE + 7 +Standard + 9 +$CLAYER + 8 +0 + 9 +$CELTYPE + 6 +ByLayer + 9 +$CECOLOR + 62 + 256 + 9 +$CELTSCALE + 40 +1.0 + 9 +$DISPSILH + 70 + 0 + 9 +$DIMSCALE + 40 +1.0 + 9 +$DIMASZ + 40 +3.556 + 9 +$DIMEXO + 40 +0.0 + 9 +$DIMDLI + 40 +3.75 + 9 +$DIMRND + 40 +0.0 + 9 +$DIMDLE + 40 +0.0 + 9 +$DIMEXE + 40 +1.0 + 9 +$DIMTP + 40 +0.0 + 9 +$DIMTM + 40 +0.0 + 9 +$DIMTXT + 40 +3.5 + 9 +$DIMCEN + 40 +2.5 + 9 +$DIMTSZ + 40 +0.0 + 9 +$DIMTOL + 70 + 0 + 9 +$DIMLIM + 70 + 0 + 9 +$DIMTIH + 70 + 1 + 9 +$DIMTOH + 70 + 1 + 9 +$DIMSE1 + 70 + 0 + 9 +$DIMSE2 + 70 + 0 + 9 +$DIMTAD + 70 + 1 + 9 +$DIMZIN + 70 + 1 + 9 +$DIMBLK + 1 + + 9 +$DIMASO + 70 + 1 + 9 +$DIMSHO + 70 + 1 + 9 +$DIMPOST + 1 + + 9 +$DIMAPOST + 1 + + 9 +$DIMALT + 70 + 0 + 9 +$DIMALTD + 70 + 3 + 9 +$DIMALTF + 40 +0.0393700787 + 9 +$DIMLFAC + 40 +1.0 + 9 +$DIMTOFL + 70 + 1 + 9 +$DIMTVP + 40 +0.0 + 9 +$DIMTIX + 70 + 0 + 9 +$DIMSOXD + 70 + 0 + 9 +$DIMSAH + 70 + 0 + 9 +$DIMBLK1 + 1 + + 9 +$DIMBLK2 + 1 + + 9 +$DIMSTYLE + 2 +ISO-25 + 9 +$DIMCLRD + 70 + 0 + 9 +$DIMCLRE + 70 + 0 + 9 +$DIMCLRT + 70 + 0 + 9 +$DIMTFAC + 40 +1.0 + 9 +$DIMGAP + 40 +1.524 + 9 +$DIMJUST + 70 + 0 + 9 +$DIMSD1 + 70 + 0 + 9 +$DIMSD2 + 70 + 0 + 9 +$DIMTOLJ + 70 + 0 + 9 +$DIMTZIN + 70 + 1 + 9 +$DIMALTZ + 70 + 0 + 9 +$DIMALTTZ + 70 + 0 + 9 +$DIMUPT + 70 + 0 + 9 +$DIMDEC + 70 + 2 + 9 +$DIMTDEC + 70 + 2 + 9 +$DIMALTU + 70 + 2 + 9 +$DIMALTTD + 70 + 3 + 9 +$DIMTXSTY + 7 +Standard + 9 +$DIMAUNIT + 70 + 0 + 9 +$DIMADEC + 70 + 2 + 9 +$DIMALTRND + 40 +0.0 + 9 +$DIMAZIN + 70 + 0 + 9 +$DIMDSEP + 70 + 44 + 9 +$DIMATFIT + 70 + 3 + 9 +$DIMFRAC + 70 + 0 + 9 +$DIMLDRBLK + 1 + + 9 +$DIMLUNIT + 70 + 2 + 9 +$DIMLWD + 70 + -2 + 9 +$DIMLWE + 70 + -2 + 9 +$DIMTMOVE + 70 + 0 + 9 +$LUNITS + 70 + 2 + 9 +$LUPREC + 70 + 2 + 9 +$SKETCHINC + 40 +1.0 + 9 +$FILLETRAD + 40 +0.0 + 9 +$AUNITS + 70 + 0 + 9 +$AUPREC + 70 + 2 + 9 +$MENU + 1 +. + 9 +$ELEVATION + 40 +0.0 + 9 +$PELEVATION + 40 +0.0 + 9 +$THICKNESS + 40 +0.0 + 9 +$LIMCHECK + 70 + 0 + 9 +$CHAMFERA + 40 +0.0 + 9 +$CHAMFERB + 40 +0.0 + 9 +$CHAMFERC + 40 +0.0 + 9 +$CHAMFERD + 40 +0.0 + 9 +$SKPOLY + 70 + 0 + 9 +$TDCREATE + 40 +2460566.522949236 + 9 +$TDUCREATE + 40 +2460566.439615903 + 9 +$TDUPDATE + 40 +2460566.522961736 + 9 +$TDUUPDATE + 40 +2460566.439628403 + 9 +$TDINDWG + 40 +0.0000000116 + 9 +$TDUSRTIMER + 40 +0.0000000116 + 9 +$USRTIMER + 70 + 1 + 9 +$ANGBASE + 50 +0.0 + 9 +$ANGDIR + 70 + 0 + 9 +$PDMODE + 70 + 0 + 9 +$PDSIZE + 40 +-1.0 + 9 +$PLINEWID + 40 +0.0 + 9 +$SPLFRAME + 70 + 0 + 9 +$SPLINETYPE + 70 + 6 + 9 +$SPLINESEGS + 70 + 8 + 9 +$HANDSEED + 5 +92 + 9 +$SURFTAB1 + 70 + 6 + 9 +$SURFTAB2 + 70 + 6 + 9 +$SURFTYPE + 70 + 6 + 9 +$SURFU + 70 + 6 + 9 +$SURFV + 70 + 6 + 9 +$UCSBASE + 2 + + 9 +$UCSNAME + 2 + + 9 +$UCSORG + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSXDIR + 10 +1.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSYDIR + 10 +0.0 + 20 +1.0 + 30 +0.0 + 9 +$UCSORTHOREF + 2 + + 9 +$UCSORTHOVIEW + 70 + 0 + 9 +$UCSORGTOP + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGBOTTOM + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGLEFT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGRIGHT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGFRONT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGBACK + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSBASE + 2 + + 9 +$PUCSNAME + 2 + + 9 +$PUCSORG + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSXDIR + 10 +1.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSYDIR + 10 +0.0 + 20 +1.0 + 30 +0.0 + 9 +$PUCSORTHOREF + 2 + + 9 +$PUCSORTHOVIEW + 70 + 0 + 9 +$PUCSORGTOP + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGBOTTOM + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGLEFT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGRIGHT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGFRONT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGBACK + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$USERI1 + 70 + 0 + 9 +$USERI2 + 70 + 0 + 9 +$USERI3 + 70 + 0 + 9 +$USERI4 + 70 + 0 + 9 +$USERI5 + 70 + 0 + 9 +$USERR1 + 40 +0.0 + 9 +$USERR2 + 40 +0.0 + 9 +$USERR3 + 40 +0.0 + 9 +$USERR4 + 40 +0.0 + 9 +$USERR5 + 40 +0.0 + 9 +$WORLDVIEW + 70 + 1 + 9 +$SHADEDGE + 70 + 3 + 9 +$SHADEDIF + 70 + 70 + 9 +$TILEMODE + 70 + 1 + 9 +$MAXACTVP + 70 + 64 + 9 +$PINSBASE + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PLIMCHECK + 70 + 0 + 9 +$PEXTMIN + 10 +1.0000000000E+20 + 20 +1.0000000000E+20 + 30 +1.0000000000E+20 + 9 +$PEXTMAX + 10 +-1.0000000000E+20 + 20 +-1.0000000000E+20 + 30 +-1.0000000000E+20 + 9 +$PLIMMIN + 10 +0.0 + 20 +0.0 + 9 +$PLIMMAX + 10 +420.0 + 20 +297.0 + 9 +$UNITMODE + 70 + 0 + 9 +$VISRETAIN + 70 + 1 + 9 +$PLINEGEN + 70 + 0 + 9 +$PSLTSCALE + 70 + 1 + 9 +$TREEDEPTH + 70 + 3020 + 9 +$CMLSTYLE + 2 +Standard + 9 +$CMLJUST + 70 + 0 + 9 +$CMLSCALE + 40 +20.0 + 9 +$PROXYGRAPHICS + 70 + 1 + 9 +$MEASUREMENT + 70 + 1 + 9 +$CELWEIGHT +370 + -1 + 9 +$ENDCAPS +280 + 0 + 9 +$JOINSTYLE +280 + 0 + 9 +$LWDISPLAY +290 + 1 + 9 +$INSUNITS + 70 + 4 + 9 +$HYPERLINKBASE + 1 + + 9 +$STYLESHEET + 1 + + 9 +$XEDIT +290 + 1 + 9 +$CEPSNTYPE +380 + 0 + 9 +$PSTYLEMODE +290 + 1 + 9 +$FINGERPRINTGUID + 2 +{fa8aef01-bd3a-46c2-bd43-ac7166ff148f} + 9 +$VERSIONGUID + 2 +{FAEB1C32-E019-11D5-929B-00C0DF256EC4} + 9 +$EXTNAMES +290 + 1 + 9 +$PSVPSCALE + 40 +0.0 + 9 +$OLESTARTUP +290 + 0 + 0 +ENDSEC + 0 +SECTION + 2 +CLASSES + 0 +CLASS + 1 +ACDBDICTIONARYWDFLT + 2 +AcDbDictionaryWithDefault + 3 +ObjectDBX Classes + 90 + 0 +280 + 0 +281 + 0 + 0 +CLASS + 1 +VISUALSTYLE + 2 +AcDbVisualStyle + 3 +ObjectDBX Classes + 90 + 4095 +280 + 0 +281 + 0 + 0 +CLASS + 1 +MATERIAL + 2 +AcDbMaterial + 3 +ObjectDBX Classes + 90 + 1153 +280 + 0 +281 + 0 + 0 +CLASS + 1 +SCALE + 2 +AcDbScale + 3 +ObjectDBX Classes + 90 + 1153 +280 + 0 +281 + 0 + 0 +CLASS + 1 +TABLESTYLE + 2 +AcDbTableStyle + 3 +ObjectDBX Classes + 90 + 4095 +280 + 0 +281 + 0 + 0 +CLASS + 1 +MLEADERSTYLE + 2 +AcDbMLeaderStyle + 3 +ACDB_MLEADERSTYLE_CLASS + 90 + 4095 +280 + 0 +281 + 0 + 0 +CLASS + 1 +SUN + 2 +AcDbSun + 3 +SCENEOE + 90 + 1153 +280 + 0 +281 + 0 + 0 +CLASS + 1 +ACDBPLACEHOLDER + 2 +AcDbPlaceHolder + 3 +ObjectDBX Classes + 90 + 0 +280 + 0 +281 + 0 + 0 +CLASS + 1 +LAYOUT + 2 +AcDbLayout + 3 +ObjectDBX Classes + 90 + 0 +280 + 0 +281 + 0 + 0 +ENDSEC + 0 +SECTION + 2 +TABLES + 0 +TABLE + 2 +VPORT + 5 +8 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +VPORT + 5 +29 +330 +8 +100 +AcDbSymbolTableRecord +100 +AcDbViewportTableRecord + 2 +*Active + 70 + 0 + 10 +0.0 + 20 +0.0 + 11 +1.0 + 21 +1.0 + 12 +-41.0 + 22 +628.5619449019 + 13 +0.0 + 23 +0.0 + 14 +10.0 + 24 +10.0 + 15 +10.0 + 25 +10.0 + 16 +0.0 + 26 +0.0 + 36 +1.0 + 17 +0.0 + 27 +0.0 + 37 +0.0 + 40 +1281.2463675999 + 41 +0.0652801851 + 42 +50.0 + 43 +0.0 + 44 +0.0 + 50 +0.0 + 51 +0.0 + 71 + 0 + 72 + 100 + 73 + 1 + 74 + 3 + 75 + 0 + 76 + 0 + 77 + 0 + 78 + 0 +281 + 0 + 65 + 1 +110 +0.0 +120 +0.0 +130 +0.0 +111 +1.0 +121 +0.0 +131 +0.0 +112 +0.0 +122 +1.0 +132 +0.0 + 79 + 0 +146 +0.0 + 0 +ENDTAB + 0 +TABLE + 2 +LTYPE + 5 +5 +330 +0 +100 +AcDbSymbolTable + 70 + 6 + 0 +LTYPE + 5 +14 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +ByBlock + 70 + 0 + 3 + + 72 + 65 + 73 + 0 + 40 +0.0 + 0 +LTYPE + 5 +15 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +ByLayer + 70 + 0 + 3 + + 72 + 65 + 73 + 0 + 40 +0.0 + 0 +LTYPE + 5 +16 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +Continuous + 70 + 0 + 3 +Solid line + 72 + 65 + 73 + 0 + 40 +0.0 + 0 +LTYPE + 5 +5E +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +HIDDEN + 70 + 0 + 3 +Hidden __ __ __ __ __ __ __ __ __ __ __ __ __ __ + 72 + 65 + 73 + 2 + 40 +1.905 + 49 +1.27 + 74 + 0 + 49 +-0.635 + 74 + 0 + 0 +LTYPE + 5 +5F +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +PHANTOM + 70 + 0 + 3 +Phantom ______ __ __ ______ __ __ ______ + 72 + 65 + 73 + 6 + 40 +12.7 + 49 +6.35 + 74 + 0 + 49 +-1.27 + 74 + 0 + 49 +1.27 + 74 + 0 + 49 +-1.27 + 74 + 0 + 49 +1.27 + 74 + 0 + 49 +-1.27 + 74 + 0 + 0 +LTYPE + 5 +60 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +CENTER + 70 + 0 + 3 +Center ____ _ ____ _ ____ _ ____ _ ____ _ ____ + 72 + 65 + 73 + 4 + 40 +10.16 + 49 +6.35 + 74 + 0 + 49 +-1.27 + 74 + 0 + 49 +1.27 + 74 + 0 + 49 +-1.27 + 74 + 0 + 0 +LTYPE + 5 +61 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +CENTERX2 + 70 + 0 + 3 +Center (2x) ________ __ ________ __ _____ + 72 + 65 + 73 + 4 + 40 +20.32 + 49 +12.7 + 74 + 0 + 49 +-2.54 + 74 + 0 + 49 +2.54 + 74 + 0 + 49 +-2.54 + 74 + 0 + 0 +LTYPE + 5 +62 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +DOT2 + 70 + 0 + 3 +Dot (.5x) ........................................ + 72 + 65 + 73 + 2 + 40 +0.635 + 49 +0.0 + 74 + 0 + 49 +-0.635 + 74 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +LAYER + 5 +2 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +LAYER + 5 +10 +330 +2 +100 +AcDbSymbolTableRecord +100 +AcDbLayerTableRecord + 2 +0 + 70 + 0 + 62 + 7 + 6 +Continuous +370 + -3 +390 +F + 0 +ENDTAB + 0 +TABLE + 2 +STYLE + 5 +3 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +STYLE + 5 +11 +330 +3 +100 +AcDbSymbolTableRecord +100 +AcDbTextStyleTableRecord + 2 +Standard + 70 + 0 + 40 +0.0 + 41 +1.0 + 50 +0.0 + 71 + 0 + 42 +3.5 + 3 +txt + 4 + + 0 +ENDTAB + 0 +TABLE + 2 +VIEW + 5 +6 +330 +0 +100 +AcDbSymbolTable + 70 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +UCS + 5 +7 +330 +0 +100 +AcDbSymbolTable + 70 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +APPID + 5 +9 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +APPID + 5 +12 +330 +9 +100 +AcDbSymbolTableRecord +100 +AcDbRegAppTableRecord + 2 +ACAD + 70 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +DIMSTYLE + 5 +A +330 +0 +100 +AcDbSymbolTable + 70 + 1 +100 +AcDbDimStyleTable + 0 +DIMSTYLE +105 +27 +330 +A +100 +AcDbSymbolTableRecord +100 +AcDbDimStyleTableRecord + 2 +ISO-25 + 70 + 0 + 41 +2.5 + 42 +0.625 + 43 +3.75 + 44 +1.25 + 73 + 0 + 74 + 0 + 77 + 1 + 78 + 8 +140 +2.5 +141 +2.5 +143 +0.0393700787 +147 +0.625 +171 + 3 +172 + 1 +178 + 0 +271 + 2 +272 + 2 +274 + 3 +278 + 44 +283 + 0 +284 + 8 +340 +11 + 0 +ENDTAB + 0 +TABLE + 2 +BLOCK_RECORD + 5 +1 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +BLOCK_RECORD + 5 +1F +330 +1 +100 +AcDbSymbolTableRecord +100 +AcDbBlockTableRecord + 2 +*Model_Space +340 +22 + 0 +BLOCK_RECORD + 5 +1B +330 +1 +100 +AcDbSymbolTableRecord +100 +AcDbBlockTableRecord + 2 +*Paper_Space +340 +1E + 0 +BLOCK_RECORD + 5 +23 +330 +1 +100 +AcDbSymbolTableRecord +100 +AcDbBlockTableRecord + 2 +*Paper_Space0 +340 +26 + 0 +ENDTAB + 0 +ENDSEC + 0 +SECTION + 2 +BLOCKS + 0 +BLOCK + 5 +20 +330 +1F +100 +AcDbEntity + 8 +0 +100 +AcDbBlockBegin + 2 +*Model_Space + 70 + 0 + 10 +0.0 + 20 +0.0 + 30 +0.0 + 3 +*Model_Space + 1 + + 0 +ENDBLK + 5 +21 +330 +1F +100 +AcDbEntity + 8 +0 +100 +AcDbBlockEnd + 0 +BLOCK + 5 +1C +330 +1B +100 +AcDbEntity + 67 + 1 + 8 +0 +100 +AcDbBlockBegin + 2 +*Paper_Space + 70 + 0 + 10 +0.0 + 20 +0.0 + 30 +0.0 + 3 +*Paper_Space + 1 + + 0 +ENDBLK + 5 +1D +330 +1B +100 +AcDbEntity + 67 + 1 + 8 +0 +100 +AcDbBlockEnd + 0 +BLOCK + 5 +24 +330 +23 +100 +AcDbEntity + 8 +0 +100 +AcDbBlockBegin + 2 +*Paper_Space0 + 70 + 0 + 10 +0.0 + 20 +0.0 + 30 +0.0 + 3 +*Paper_Space0 + 1 + + 0 +ENDBLK + 5 +25 +330 +23 +100 +AcDbEntity + 8 +0 +100 +AcDbBlockEnd + 0 +ENDSEC + 0 +SECTION + 2 +ENTITIES + 0 +LINE + 5 +63 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-70.0 + 20 +737.5619449019 + 30 +0.0 + 11 +-70.0 + 21 +519.5619449019 + 31 +0.0 + 0 +LINE + 5 +64 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-12.0 + 20 +737.5619449019 + 30 +0.0 + 11 +-70.0 + 21 +737.5619449019 + 31 +0.0 + 0 +LINE + 5 +65 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-12.0 + 20 +519.5619449019 + 30 +0.0 + 11 +-12.0 + 21 +737.5619449019 + 31 +0.0 + 0 +LINE + 5 +66 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-70.0 + 20 +519.5619449019 + 30 +0.0 + 11 +-12.0 + 21 +519.5619449019 + 31 +0.0 + 0 +CIRCLE + 5 +67 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-76.0 + 20 +513.5619449019 + 30 +0.0 + 40 +3.549999999999997 + 0 +CIRCLE + 5 +68 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-6.0 + 20 +513.5619449019 + 30 +0.0 + 40 +3.550000000000024 + 0 +CIRCLE + 5 +69 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-76.0 + 20 +743.5619449019 + 30 +0.0 + 40 +3.54999999999994 + 0 +CIRCLE + 5 +6A +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-6.0 + 20 +743.5619449019 + 30 +0.0 + 40 +3.550000000000085 + 0 +CIRCLE + 5 +6B +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-76.0 + 20 +628.5619449019 + 30 +0.0 + 40 +3.549999999999997 + 0 +CIRCLE + 5 +6C +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-6.0 + 20 +628.5619449019 + 30 +0.0 + 40 +3.549999999999998 + 0 +LINE + 5 +6D +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-82.0 + 20 +0.5 + 30 +0.0 + 11 +-82.0 + 21 +1256.6238898038 + 31 +0.0 + 0 +LINE + 5 +6E +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +0.0 + 20 +0.5 + 30 +0.0 + 11 +-82.0 + 21 +0.5 + 31 +0.0 + 0 +LINE + 5 +6F +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +0.0 + 20 +0.5 + 30 +0.0 + 11 +0.0 + 21 +1256.6238898038 + 31 +0.0 + 0 +LINE + 5 +70 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-82.0 + 20 +1256.6238898038 + 30 +0.0 + 11 +0.0 + 21 +1256.6238898038 + 31 +0.0 + 0 +LINE + 5 +71 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +161.780972451 + 30 +0.0 + 11 +-10.0 + 21 +161.780972451 + 31 +0.0 + 0 +LINE + 5 +72 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +294.280972451 + 30 +0.0 + 11 +-72.0 + 21 +161.780972451 + 31 +0.0 + 0 +LINE + 5 +73 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +294.280972451 + 30 +0.0 + 11 +-72.0 + 21 +294.280972451 + 31 +0.0 + 0 +LINE + 5 +74 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +161.780972451 + 30 +0.0 + 11 +-10.0 + 21 +294.280972451 + 31 +0.0 + 0 +CIRCLE + 5 +75 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +153.780972451 + 30 +0.0 + 40 +3.599999999999987 + 0 +CIRCLE + 5 +76 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +302.280972451 + 30 +0.0 + 40 +3.599999999999866 + 0 +CIRCLE + 5 +77 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +153.780972451 + 30 +0.0 + 40 +3.599999999999866 + 0 +CIRCLE + 5 +78 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +302.280972451 + 30 +0.0 + 40 +3.599999999999987 + 0 +LINE + 5 +79 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +112.0 + 30 +0.0 + 11 +-10.0 + 21 +112.0 + 31 +0.0 + 0 +LINE + 5 +7A +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +112.0 + 30 +0.0 + 11 +-10.0 + 21 +18.5 + 31 +0.0 + 0 +LINE + 5 +7B +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +18.5 + 30 +0.0 + 11 +-72.0 + 21 +18.5 + 31 +0.0 + 0 +LINE + 5 +7C +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +18.5 + 30 +0.0 + 11 +-72.0 + 21 +112.0 + 31 +0.0 + 0 +CIRCLE + 5 +7D +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +120.0 + 30 +0.0 + 40 +3.549999999999997 + 0 +CIRCLE + 5 +7E +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +120.0 + 30 +0.0 + 40 +3.549999999999994 + 0 +CIRCLE + 5 +7F +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +10.5 + 30 +0.0 + 40 +3.550000000000002 + 0 +CIRCLE + 5 +80 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +10.5 + 30 +0.0 + 40 +3.549999999999997 + 0 +CIRCLE + 5 +81 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +1103.3429173529 + 30 +0.0 + 40 +3.599999999999987 + 0 +CIRCLE + 5 +82 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +954.8429173529 + 30 +0.0 + 40 +3.599999999999866 + 0 +CIRCLE + 5 +83 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +1103.3429173529 + 30 +0.0 + 40 +3.599999999999881 + 0 +CIRCLE + 5 +84 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +954.8429173529 + 30 +0.0 + 40 +3.599999999999987 + 0 +LINE + 5 +85 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +1095.3429173529 + 30 +0.0 + 11 +-10.0 + 21 +1095.3429173529 + 31 +0.0 + 0 +LINE + 5 +86 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +1095.3429173529 + 30 +0.0 + 11 +-10.0 + 21 +962.8429173529 + 31 +0.0 + 0 +LINE + 5 +87 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +962.8429173529 + 30 +0.0 + 11 +-72.0 + 21 +962.8429173529 + 31 +0.0 + 0 +LINE + 5 +88 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +962.8429173529 + 30 +0.0 + 11 +-72.0 + 21 +1095.3429173529 + 31 +0.0 + 0 +CIRCLE + 5 +89 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +1137.1238898038 + 30 +0.0 + 40 +3.549999999999997 + 0 +CIRCLE + 5 +8A +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +1137.1238898038 + 30 +0.0 + 40 +3.549999999999995 + 0 +CIRCLE + 5 +8B +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-8.0 + 20 +1246.6238898038 + 30 +0.0 + 40 +3.550000000000002 + 0 +CIRCLE + 5 +8C +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-74.0 + 20 +1246.6238898038 + 30 +0.0 + 40 +3.550000000000011 + 0 +LINE + 5 +8D +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +1238.6238898038 + 30 +0.0 + 11 +-10.0 + 21 +1238.6238898038 + 31 +0.0 + 0 +LINE + 5 +8E +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +1238.6238898038 + 30 +0.0 + 11 +-10.0 + 21 +1145.1238898038 + 31 +0.0 + 0 +LINE + 5 +8F +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-10.0 + 20 +1145.1238898038 + 30 +0.0 + 11 +-72.0 + 21 +1145.1238898038 + 31 +0.0 + 0 +LINE + 5 +90 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-72.0 + 20 +1145.1238898038 + 30 +0.0 + 11 +-72.0 + 21 +1238.6238898038 + 31 +0.0 + 0 +ENDSEC + 0 +SECTION + 2 +OBJECTS + 0 +DICTIONARY + 5 +C +330 +0 +100 +AcDbDictionary +281 + 1 + 3 +ACAD_GROUP +350 +D + 3 +ACAD_LAYOUT +350 +1A + 3 +ACAD_MLINESTYLE +350 +17 + 3 +ACAD_PLOTSETTINGS +350 +19 + 3 +ACAD_PLOTSTYLENAME +350 +E + 3 +ACAD_SCALELIST +350 +47 + 3 +DWGPROPS +350 +91 + 0 +DICTIONARY + 5 +D +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 0 +DICTIONARY + 5 +1A +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +Layout1 +350 +1E + 3 +Layout2 +350 +26 + 3 +Model +350 +22 + 0 +DICTIONARY + 5 +17 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +Standard +350 +18 + 0 +DICTIONARY + 5 +19 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 0 +ACDBDICTIONARYWDFLT + 5 +E +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +Normal +350 +F +100 +AcDbDictionaryWithDefault +340 +F + 0 +DICTIONARY + 5 +47 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +A0 +350 +48 + 3 +A1 +350 +49 + 3 +A2 +350 +4A + 3 +A3 +350 +4B + 3 +A4 +350 +4C + 3 +A5 +350 +4D + 3 +A6 +350 +4E + 3 +A7 +350 +4F + 3 +A8 +350 +50 + 3 +A9 +350 +51 + 3 +B0 +350 +52 + 3 +B1 +350 +53 + 3 +B2 +350 +54 + 3 +B3 +350 +55 + 3 +B4 +350 +56 + 3 +B5 +350 +57 + 3 +B6 +350 +58 + 0 +XRECORD + 5 +91 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbXrecord +280 + 1 + 1 +DWGPROPS COOKIE + 2 + + 3 + + 4 + + 6 + + 7 + + 8 +mc007 + 9 + +300 += +301 += +302 += +303 += +304 += +305 += +306 += +307 += +308 += +309 += + 40 +0.0 + 41 +2460566.439615903 + 42 +2460566.439628403 + 1 + + 90 + 0 + 0 +LAYOUT + 5 +1E +102 +{ACAD_REACTORS +330 +1A +102 +} +330 +1A +100 +AcDbPlotSettings + 1 + + 2 +none_device + 4 + + 6 + + 40 +0.0 + 41 +0.0 + 42 +0.0 + 43 +0.0 + 44 +0.0 + 45 +0.0 + 46 +0.0 + 47 +0.0 + 48 +0.0 + 49 +0.0 +140 +0.0 +141 +0.0 +142 +1.0 +143 +1.0 + 70 + 688 + 72 + 1 + 73 + 0 + 74 + 5 + 7 + + 75 + 16 +147 +1.0 +148 +0.0 +149 +0.0 +100 +AcDbLayout + 1 +Layout1 + 70 + 1 + 71 + 1 + 10 +0.0 + 20 +0.0 + 11 +420.0 + 21 +297.0 + 12 +0.0 + 22 +0.0 + 32 +0.0 + 14 +1.0000000000E+20 + 24 +1.0000000000E+20 + 34 +1.0000000000E+20 + 15 +-1.0000000000E+20 + 25 +-1.0000000000E+20 + 35 +-1.0000000000E+20 +146 +0.0 + 13 +0.0 + 23 +0.0 + 33 +0.0 + 16 +1.0 + 26 +0.0 + 36 +0.0 + 17 +0.0 + 27 +1.0 + 37 +0.0 + 76 + 0 +330 +1B + 0 +LAYOUT + 5 +26 +102 +{ACAD_REACTORS +330 +1A +102 +} +330 +1A +100 +AcDbPlotSettings + 1 + + 2 +none_device + 4 + + 6 + + 40 +0.0 + 41 +0.0 + 42 +0.0 + 43 +0.0 + 44 +0.0 + 45 +0.0 + 46 +0.0 + 47 +0.0 + 48 +0.0 + 49 +0.0 +140 +0.0 +141 +0.0 +142 +1.0 +143 +1.0 + 70 + 688 + 72 + 1 + 73 + 0 + 74 + 5 + 7 + + 75 + 16 +147 +1.0 +148 +0.0 +149 +0.0 +100 +AcDbLayout + 1 +Layout2 + 70 + 1 + 71 + 2 + 10 +0.0 + 20 +0.0 + 11 +0.0 + 21 +0.0 + 12 +0.0 + 22 +0.0 + 32 +0.0 + 14 +0.0 + 24 +0.0 + 34 +0.0 + 15 +0.0 + 25 +0.0 + 35 +0.0 +146 +0.0 + 13 +0.0 + 23 +0.0 + 33 +0.0 + 16 +1.0 + 26 +0.0 + 36 +0.0 + 17 +0.0 + 27 +1.0 + 37 +0.0 + 76 + 0 +330 +23 + 0 +LAYOUT + 5 +22 +102 +{ACAD_REACTORS +330 +1A +102 +} +330 +1A +100 +AcDbPlotSettings + 1 + + 2 +none_device + 4 +ANSI_A_(11.00_x_8.50_Inches) + 6 + + 40 +6.35 + 41 +19.05 + 42 +6.35000508 + 43 +19.05000254 + 44 +279.4 + 45 +215.9 + 46 +140.3265234788 + 47 +-18.0555808556 + 48 +0.0 + 49 +0.0 +140 +0.0 +141 +0.0 +142 +0.00669918 +143 +1.0 + 70 + 1696 + 72 + 0 + 73 + 0 + 74 + 0 + 7 + + 75 + 0 +147 +0.0179189148 +148 +-1300.4909072572 +149 +0.0 +100 +AcDbLayout + 1 +Model + 70 + 1 + 71 + 0 + 10 +0.0 + 20 +0.0 + 11 +420.0 + 21 +297.0 + 12 +0.0 + 22 +0.0 + 32 +0.0 + 14 +-82.0 + 24 +0.5 + 34 +0.0 + 15 +0.0 + 25 +1256.6238898038 + 35 +0.0 +146 +0.0 + 13 +0.0 + 23 +0.0 + 33 +0.0 + 16 +1.0 + 26 +0.0 + 36 +0.0 + 17 +0.0 + 27 +1.0 + 37 +0.0 + 76 + 0 +330 +1F +331 +29 + 0 +MLINESTYLE + 5 +18 +102 +{ACAD_REACTORS +330 +17 +102 +} +330 +17 +100 +AcDbMlineStyle + 2 +Standard + 70 + 0 + 3 + + 62 + 256 + 51 +90.0 + 52 +90.0 + 71 + 2 + 49 +0.5 + 62 + 256 + 6 +BYLAYER + 49 +-0.5 + 62 + 256 + 6 +BYLAYER + 0 +ACDBPLACEHOLDER + 5 +F +102 +{ACAD_REACTORS +330 +E +102 +} +330 +E + 0 +SCALE + 5 +48 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:1 +140 +1.0 +141 +1.0 +290 + 1 + 0 +SCALE + 5 +49 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:2 +140 +1.0 +141 +2.0 +290 + 0 + 0 +SCALE + 5 +4A +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:4 +140 +1.0 +141 +4.0 +290 + 0 + 0 +SCALE + 5 +4B +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:5 +140 +1.0 +141 +5.0 +290 + 0 + 0 +SCALE + 5 +4C +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:8 +140 +1.0 +141 +8.0 +290 + 0 + 0 +SCALE + 5 +4D +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:10 +140 +1.0 +141 +10.0 +290 + 0 + 0 +SCALE + 5 +4E +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:16 +140 +1.0 +141 +16.0 +290 + 0 + 0 +SCALE + 5 +4F +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:20 +140 +1.0 +141 +20.0 +290 + 0 + 0 +SCALE + 5 +50 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:30 +140 +1.0 +141 +30.0 +290 + 0 + 0 +SCALE + 5 +51 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:40 +140 +1.0 +141 +40.0 +290 + 0 + 0 +SCALE + 5 +52 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:50 +140 +1.0 +141 +50.0 +290 + 0 + 0 +SCALE + 5 +53 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:100 +140 +1.0 +141 +100.0 +290 + 0 + 0 +SCALE + 5 +54 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +2:1 +140 +2.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +55 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +4:1 +140 +4.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +56 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +8:1 +140 +8.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +57 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +10:1 +140 +10.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +58 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +100:1 +140 +100.0 +141 +1.0 +290 + 0 + 0 +ENDSEC + 0 +EOF diff --git a/injection/elena-zmax-rc1/laser/es/shared/electronics/enclosures/vintage-vertical-edc/INOX/4mm/ELZ-403_MountPlate_x4.dxf b/injection/elena-zmax-rc1/laser/es/shared/electronics/enclosures/vintage-vertical-edc/INOX/4mm/ELZ-403_MountPlate_x4.dxf new file mode 100644 index 000000000..438f5a4c8 --- /dev/null +++ b/injection/elena-zmax-rc1/laser/es/shared/electronics/enclosures/vintage-vertical-edc/INOX/4mm/ELZ-403_MountPlate_x4.dxf @@ -0,0 +1,4088 @@ + 0 +SECTION + 2 +HEADER + 9 +$ACADVER + 1 +AC1015 + 9 +$ACADMAINTVER + 70 + 6 + 9 +$DWGCODEPAGE + 3 +ANSI_1252 + 9 +$INSBASE + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$EXTMIN + 10 +-160.0 + 20 +-210.0 + 30 +0.0 + 9 +$EXTMAX + 10 +160.0 + 20 +210.0 + 30 +0.0 + 9 +$LIMMIN + 10 +0.0 + 20 +0.0 + 9 +$LIMMAX + 10 +420.0 + 20 +297.0 + 9 +$ORTHOMODE + 70 + 0 + 9 +$REGENMODE + 70 + 1 + 9 +$FILLMODE + 70 + 1 + 9 +$QTEXTMODE + 70 + 0 + 9 +$MIRRTEXT + 70 + 1 + 9 +$LTSCALE + 40 +1.0 + 9 +$ATTMODE + 70 + 1 + 9 +$TEXTSIZE + 40 +3.5 + 9 +$TRACEWID + 40 +1.0 + 9 +$TEXTSTYLE + 7 +Standard + 9 +$CLAYER + 8 +0 + 9 +$CELTYPE + 6 +ByLayer + 9 +$CECOLOR + 62 + 256 + 9 +$CELTSCALE + 40 +1.0 + 9 +$DISPSILH + 70 + 0 + 9 +$DIMSCALE + 40 +1.0 + 9 +$DIMASZ + 40 +3.302 + 9 +$DIMEXO + 40 +0.0 + 9 +$DIMDLI + 40 +3.75 + 9 +$DIMRND + 40 +0.0 + 9 +$DIMDLE + 40 +0.0 + 9 +$DIMEXE + 40 +1.0 + 9 +$DIMTP + 40 +0.0 + 9 +$DIMTM + 40 +0.0 + 9 +$DIMTXT + 40 +3.5 + 9 +$DIMCEN + 40 +2.5 + 9 +$DIMTSZ + 40 +0.0 + 9 +$DIMTOL + 70 + 0 + 9 +$DIMLIM + 70 + 0 + 9 +$DIMTIH + 70 + 1 + 9 +$DIMTOH + 70 + 1 + 9 +$DIMSE1 + 70 + 0 + 9 +$DIMSE2 + 70 + 0 + 9 +$DIMTAD + 70 + 1 + 9 +$DIMZIN + 70 + 1 + 9 +$DIMBLK + 1 + + 9 +$DIMASO + 70 + 1 + 9 +$DIMSHO + 70 + 1 + 9 +$DIMPOST + 1 + + 9 +$DIMAPOST + 1 + + 9 +$DIMALT + 70 + 0 + 9 +$DIMALTD + 70 + 3 + 9 +$DIMALTF + 40 +0.0393700787 + 9 +$DIMLFAC + 40 +1.0 + 9 +$DIMTOFL + 70 + 1 + 9 +$DIMTVP + 40 +0.0 + 9 +$DIMTIX + 70 + 0 + 9 +$DIMSOXD + 70 + 0 + 9 +$DIMSAH + 70 + 0 + 9 +$DIMBLK1 + 1 + + 9 +$DIMBLK2 + 1 + + 9 +$DIMSTYLE + 2 +ISO-25 + 9 +$DIMCLRD + 70 + 0 + 9 +$DIMCLRE + 70 + 0 + 9 +$DIMCLRT + 70 + 0 + 9 +$DIMTFAC + 40 +1.0 + 9 +$DIMGAP + 40 +1.524 + 9 +$DIMJUST + 70 + 0 + 9 +$DIMSD1 + 70 + 0 + 9 +$DIMSD2 + 70 + 0 + 9 +$DIMTOLJ + 70 + 0 + 9 +$DIMTZIN + 70 + 1 + 9 +$DIMALTZ + 70 + 0 + 9 +$DIMALTTZ + 70 + 0 + 9 +$DIMUPT + 70 + 0 + 9 +$DIMDEC + 70 + 2 + 9 +$DIMTDEC + 70 + 2 + 9 +$DIMALTU + 70 + 2 + 9 +$DIMALTTD + 70 + 3 + 9 +$DIMTXSTY + 7 +Standard + 9 +$DIMAUNIT + 70 + 0 + 9 +$DIMADEC + 70 + 2 + 9 +$DIMALTRND + 40 +0.0 + 9 +$DIMAZIN + 70 + 0 + 9 +$DIMDSEP + 70 + 44 + 9 +$DIMATFIT + 70 + 3 + 9 +$DIMFRAC + 70 + 0 + 9 +$DIMLDRBLK + 1 + + 9 +$DIMLUNIT + 70 + 2 + 9 +$DIMLWD + 70 + -2 + 9 +$DIMLWE + 70 + -2 + 9 +$DIMTMOVE + 70 + 0 + 9 +$LUNITS + 70 + 2 + 9 +$LUPREC + 70 + 2 + 9 +$SKETCHINC + 40 +1.0 + 9 +$FILLETRAD + 40 +0.0 + 9 +$AUNITS + 70 + 0 + 9 +$AUPREC + 70 + 2 + 9 +$MENU + 1 +. + 9 +$ELEVATION + 40 +0.0 + 9 +$PELEVATION + 40 +0.0 + 9 +$THICKNESS + 40 +0.0 + 9 +$LIMCHECK + 70 + 0 + 9 +$CHAMFERA + 40 +0.0 + 9 +$CHAMFERB + 40 +0.0 + 9 +$CHAMFERC + 40 +0.0 + 9 +$CHAMFERD + 40 +0.0 + 9 +$SKPOLY + 70 + 0 + 9 +$TDCREATE + 40 +2460566.525262141 + 9 +$TDUCREATE + 40 +2460566.441928808 + 9 +$TDUPDATE + 40 +2460566.525274525 + 9 +$TDUUPDATE + 40 +2460566.441941192 + 9 +$TDINDWG + 40 +0.0000000116 + 9 +$TDUSRTIMER + 40 +0.0000000116 + 9 +$USRTIMER + 70 + 1 + 9 +$ANGBASE + 50 +0.0 + 9 +$ANGDIR + 70 + 0 + 9 +$PDMODE + 70 + 0 + 9 +$PDSIZE + 40 +-1.0 + 9 +$PLINEWID + 40 +0.0 + 9 +$SPLFRAME + 70 + 0 + 9 +$SPLINETYPE + 70 + 6 + 9 +$SPLINESEGS + 70 + 8 + 9 +$HANDSEED + 5 +8A + 9 +$SURFTAB1 + 70 + 6 + 9 +$SURFTAB2 + 70 + 6 + 9 +$SURFTYPE + 70 + 6 + 9 +$SURFU + 70 + 6 + 9 +$SURFV + 70 + 6 + 9 +$UCSBASE + 2 + + 9 +$UCSNAME + 2 + + 9 +$UCSORG + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSXDIR + 10 +1.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSYDIR + 10 +0.0 + 20 +1.0 + 30 +0.0 + 9 +$UCSORTHOREF + 2 + + 9 +$UCSORTHOVIEW + 70 + 0 + 9 +$UCSORGTOP + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGBOTTOM + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGLEFT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGRIGHT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGFRONT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$UCSORGBACK + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSBASE + 2 + + 9 +$PUCSNAME + 2 + + 9 +$PUCSORG + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSXDIR + 10 +1.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSYDIR + 10 +0.0 + 20 +1.0 + 30 +0.0 + 9 +$PUCSORTHOREF + 2 + + 9 +$PUCSORTHOVIEW + 70 + 0 + 9 +$PUCSORGTOP + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGBOTTOM + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGLEFT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGRIGHT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGFRONT + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PUCSORGBACK + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$USERI1 + 70 + 0 + 9 +$USERI2 + 70 + 0 + 9 +$USERI3 + 70 + 0 + 9 +$USERI4 + 70 + 0 + 9 +$USERI5 + 70 + 0 + 9 +$USERR1 + 40 +0.0 + 9 +$USERR2 + 40 +0.0 + 9 +$USERR3 + 40 +0.0 + 9 +$USERR4 + 40 +0.0 + 9 +$USERR5 + 40 +0.0 + 9 +$WORLDVIEW + 70 + 1 + 9 +$SHADEDGE + 70 + 3 + 9 +$SHADEDIF + 70 + 70 + 9 +$TILEMODE + 70 + 1 + 9 +$MAXACTVP + 70 + 64 + 9 +$PINSBASE + 10 +0.0 + 20 +0.0 + 30 +0.0 + 9 +$PLIMCHECK + 70 + 0 + 9 +$PEXTMIN + 10 +1.0000000000E+20 + 20 +1.0000000000E+20 + 30 +1.0000000000E+20 + 9 +$PEXTMAX + 10 +-1.0000000000E+20 + 20 +-1.0000000000E+20 + 30 +-1.0000000000E+20 + 9 +$PLIMMIN + 10 +0.0 + 20 +0.0 + 9 +$PLIMMAX + 10 +420.0 + 20 +297.0 + 9 +$UNITMODE + 70 + 0 + 9 +$VISRETAIN + 70 + 1 + 9 +$PLINEGEN + 70 + 0 + 9 +$PSLTSCALE + 70 + 1 + 9 +$TREEDEPTH + 70 + 3020 + 9 +$CMLSTYLE + 2 +Standard + 9 +$CMLJUST + 70 + 0 + 9 +$CMLSCALE + 40 +20.0 + 9 +$PROXYGRAPHICS + 70 + 1 + 9 +$MEASUREMENT + 70 + 1 + 9 +$CELWEIGHT +370 + -1 + 9 +$ENDCAPS +280 + 0 + 9 +$JOINSTYLE +280 + 0 + 9 +$LWDISPLAY +290 + 1 + 9 +$INSUNITS + 70 + 4 + 9 +$HYPERLINKBASE + 1 + + 9 +$STYLESHEET + 1 + + 9 +$XEDIT +290 + 1 + 9 +$CEPSNTYPE +380 + 0 + 9 +$PSTYLEMODE +290 + 1 + 9 +$FINGERPRINTGUID + 2 +{7a80c649-d923-4638-b635-41e15c86a176} + 9 +$VERSIONGUID + 2 +{FAEB1C32-E019-11D5-929B-00C0DF256EC4} + 9 +$EXTNAMES +290 + 1 + 9 +$PSVPSCALE + 40 +0.0 + 9 +$OLESTARTUP +290 + 0 + 0 +ENDSEC + 0 +SECTION + 2 +CLASSES + 0 +CLASS + 1 +ACDBDICTIONARYWDFLT + 2 +AcDbDictionaryWithDefault + 3 +ObjectDBX Classes + 90 + 0 +280 + 0 +281 + 0 + 0 +CLASS + 1 +VISUALSTYLE + 2 +AcDbVisualStyle + 3 +ObjectDBX Classes + 90 + 4095 +280 + 0 +281 + 0 + 0 +CLASS + 1 +MATERIAL + 2 +AcDbMaterial + 3 +ObjectDBX Classes + 90 + 1153 +280 + 0 +281 + 0 + 0 +CLASS + 1 +SCALE + 2 +AcDbScale + 3 +ObjectDBX Classes + 90 + 1153 +280 + 0 +281 + 0 + 0 +CLASS + 1 +TABLESTYLE + 2 +AcDbTableStyle + 3 +ObjectDBX Classes + 90 + 4095 +280 + 0 +281 + 0 + 0 +CLASS + 1 +MLEADERSTYLE + 2 +AcDbMLeaderStyle + 3 +ACDB_MLEADERSTYLE_CLASS + 90 + 4095 +280 + 0 +281 + 0 + 0 +CLASS + 1 +SUN + 2 +AcDbSun + 3 +SCENEOE + 90 + 1153 +280 + 0 +281 + 0 + 0 +CLASS + 1 +ACDBPLACEHOLDER + 2 +AcDbPlaceHolder + 3 +ObjectDBX Classes + 90 + 0 +280 + 0 +281 + 0 + 0 +CLASS + 1 +LAYOUT + 2 +AcDbLayout + 3 +ObjectDBX Classes + 90 + 0 +280 + 0 +281 + 0 + 0 +ENDSEC + 0 +SECTION + 2 +TABLES + 0 +TABLE + 2 +VPORT + 5 +8 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +VPORT + 5 +29 +330 +8 +100 +AcDbSymbolTableRecord +100 +AcDbViewportTableRecord + 2 +*Active + 70 + 0 + 10 +0.0 + 20 +0.0 + 11 +1.0 + 21 +1.0 + 12 +0.0 + 22 +0.0 + 13 +0.0 + 23 +0.0 + 14 +10.0 + 24 +10.0 + 15 +10.0 + 25 +10.0 + 16 +0.0 + 26 +0.0 + 36 +1.0 + 17 +0.0 + 27 +0.0 + 37 +0.0 + 40 +428.4 + 41 +0.7619047619 + 42 +50.0 + 43 +0.0 + 44 +0.0 + 50 +0.0 + 51 +0.0 + 71 + 0 + 72 + 100 + 73 + 1 + 74 + 3 + 75 + 0 + 76 + 0 + 77 + 0 + 78 + 0 +281 + 0 + 65 + 1 +110 +0.0 +120 +0.0 +130 +0.0 +111 +1.0 +121 +0.0 +131 +0.0 +112 +0.0 +122 +1.0 +132 +0.0 + 79 + 0 +146 +0.0 + 0 +ENDTAB + 0 +TABLE + 2 +LTYPE + 5 +5 +330 +0 +100 +AcDbSymbolTable + 70 + 6 + 0 +LTYPE + 5 +14 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +ByBlock + 70 + 0 + 3 + + 72 + 65 + 73 + 0 + 40 +0.0 + 0 +LTYPE + 5 +15 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +ByLayer + 70 + 0 + 3 + + 72 + 65 + 73 + 0 + 40 +0.0 + 0 +LTYPE + 5 +16 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +Continuous + 70 + 0 + 3 +Solid line + 72 + 65 + 73 + 0 + 40 +0.0 + 0 +LTYPE + 5 +5E +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +HIDDEN + 70 + 0 + 3 +Hidden __ __ __ __ __ __ __ __ __ __ __ __ __ __ + 72 + 65 + 73 + 2 + 40 +1.905 + 49 +1.27 + 74 + 0 + 49 +-0.635 + 74 + 0 + 0 +LTYPE + 5 +5F +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +PHANTOM + 70 + 0 + 3 +Phantom ______ __ __ ______ __ __ ______ + 72 + 65 + 73 + 6 + 40 +12.7 + 49 +6.35 + 74 + 0 + 49 +-1.27 + 74 + 0 + 49 +1.27 + 74 + 0 + 49 +-1.27 + 74 + 0 + 49 +1.27 + 74 + 0 + 49 +-1.27 + 74 + 0 + 0 +LTYPE + 5 +60 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +CENTER + 70 + 0 + 3 +Center ____ _ ____ _ ____ _ ____ _ ____ _ ____ + 72 + 65 + 73 + 4 + 40 +10.16 + 49 +6.35 + 74 + 0 + 49 +-1.27 + 74 + 0 + 49 +1.27 + 74 + 0 + 49 +-1.27 + 74 + 0 + 0 +LTYPE + 5 +61 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +CENTERX2 + 70 + 0 + 3 +Center (2x) ________ __ ________ __ _____ + 72 + 65 + 73 + 4 + 40 +20.32 + 49 +12.7 + 74 + 0 + 49 +-2.54 + 74 + 0 + 49 +2.54 + 74 + 0 + 49 +-2.54 + 74 + 0 + 0 +LTYPE + 5 +62 +330 +5 +100 +AcDbSymbolTableRecord +100 +AcDbLinetypeTableRecord + 2 +DOT2 + 70 + 0 + 3 +Dot (.5x) ........................................ + 72 + 65 + 73 + 2 + 40 +0.635 + 49 +0.0 + 74 + 0 + 49 +-0.635 + 74 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +LAYER + 5 +2 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +LAYER + 5 +10 +330 +2 +100 +AcDbSymbolTableRecord +100 +AcDbLayerTableRecord + 2 +0 + 70 + 0 + 62 + 7 + 6 +Continuous +370 + -3 +390 +F + 0 +ENDTAB + 0 +TABLE + 2 +STYLE + 5 +3 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +STYLE + 5 +11 +330 +3 +100 +AcDbSymbolTableRecord +100 +AcDbTextStyleTableRecord + 2 +Standard + 70 + 0 + 40 +0.0 + 41 +1.0 + 50 +0.0 + 71 + 0 + 42 +3.5 + 3 +txt + 4 + + 0 +ENDTAB + 0 +TABLE + 2 +VIEW + 5 +6 +330 +0 +100 +AcDbSymbolTable + 70 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +UCS + 5 +7 +330 +0 +100 +AcDbSymbolTable + 70 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +APPID + 5 +9 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +APPID + 5 +12 +330 +9 +100 +AcDbSymbolTableRecord +100 +AcDbRegAppTableRecord + 2 +ACAD + 70 + 0 + 0 +ENDTAB + 0 +TABLE + 2 +DIMSTYLE + 5 +A +330 +0 +100 +AcDbSymbolTable + 70 + 1 +100 +AcDbDimStyleTable + 0 +DIMSTYLE +105 +27 +330 +A +100 +AcDbSymbolTableRecord +100 +AcDbDimStyleTableRecord + 2 +ISO-25 + 70 + 0 + 41 +2.5 + 42 +0.625 + 43 +3.75 + 44 +1.25 + 73 + 0 + 74 + 0 + 77 + 1 + 78 + 8 +140 +2.5 +141 +2.5 +143 +0.0393700787 +147 +0.625 +171 + 3 +172 + 1 +178 + 0 +271 + 2 +272 + 2 +274 + 3 +278 + 44 +283 + 0 +284 + 8 +340 +11 + 0 +ENDTAB + 0 +TABLE + 2 +BLOCK_RECORD + 5 +1 +330 +0 +100 +AcDbSymbolTable + 70 + 1 + 0 +BLOCK_RECORD + 5 +1F +330 +1 +100 +AcDbSymbolTableRecord +100 +AcDbBlockTableRecord + 2 +*Model_Space +340 +22 + 0 +BLOCK_RECORD + 5 +1B +330 +1 +100 +AcDbSymbolTableRecord +100 +AcDbBlockTableRecord + 2 +*Paper_Space +340 +1E + 0 +BLOCK_RECORD + 5 +23 +330 +1 +100 +AcDbSymbolTableRecord +100 +AcDbBlockTableRecord + 2 +*Paper_Space0 +340 +26 + 0 +ENDTAB + 0 +ENDSEC + 0 +SECTION + 2 +BLOCKS + 0 +BLOCK + 5 +20 +330 +1F +100 +AcDbEntity + 8 +0 +100 +AcDbBlockBegin + 2 +*Model_Space + 70 + 0 + 10 +0.0 + 20 +0.0 + 30 +0.0 + 3 +*Model_Space + 1 + + 0 +ENDBLK + 5 +21 +330 +1F +100 +AcDbEntity + 8 +0 +100 +AcDbBlockEnd + 0 +BLOCK + 5 +1C +330 +1B +100 +AcDbEntity + 67 + 1 + 8 +0 +100 +AcDbBlockBegin + 2 +*Paper_Space + 70 + 0 + 10 +0.0 + 20 +0.0 + 30 +0.0 + 3 +*Paper_Space + 1 + + 0 +ENDBLK + 5 +1D +330 +1B +100 +AcDbEntity + 67 + 1 + 8 +0 +100 +AcDbBlockEnd + 0 +BLOCK + 5 +24 +330 +23 +100 +AcDbEntity + 8 +0 +100 +AcDbBlockBegin + 2 +*Paper_Space0 + 70 + 0 + 10 +0.0 + 20 +0.0 + 30 +0.0 + 3 +*Paper_Space0 + 1 + + 0 +ENDBLK + 5 +25 +330 +23 +100 +AcDbEntity + 8 +0 +100 +AcDbBlockEnd + 0 +ENDSEC + 0 +SECTION + 2 +ENTITIES + 0 +CIRCLE + 5 +63 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-148.0 + 20 +-198.0 + 30 +0.0 + 40 +3.099999999999994 + 0 +CIRCLE + 5 +64 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +148.0 + 20 +-198.0 + 30 +0.0 + 40 +3.099999999999994 + 0 +CIRCLE + 5 +65 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +148.0 + 20 +198.0 + 30 +0.0 + 40 +3.099999999999994 + 0 +CIRCLE + 5 +66 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-148.0 + 20 +198.0 + 30 +0.0 + 40 +3.099999999999994 + 0 +CIRCLE + 5 +67 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +130.0 + 20 +-172.5 + 30 +0.0 + 40 +4.099999999999966 + 0 +CIRCLE + 5 +68 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-130.0 + 20 +-172.5 + 30 +0.0 + 40 +4.099999999999966 + 0 +CIRCLE + 5 +69 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-130.0 + 20 +172.5 + 30 +0.0 + 40 +4.099999999999937 + 0 +CIRCLE + 5 +6A +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +130.0 + 20 +172.5 + 30 +0.0 + 40 +4.099999999999966 + 0 +CIRCLE + 5 +6B +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-130.0 + 20 +0.0 + 30 +0.0 + 40 +3.400000000000115 + 0 +CIRCLE + 5 +6C +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +130.0 + 20 +0.0 + 30 +0.0 + 40 +3.400000000000027 + 0 +LINE + 5 +6D +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-160.0 + 20 +186.0 + 30 +0.0 + 11 +-160.0 + 21 +194.0 + 31 +0.0 + 0 +ARC + 5 +6E +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-156.0 + 20 +186.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +180.0 + 51 +270.0 + 0 +ARC + 5 +6F +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-156.0 + 20 +178.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +0.0 + 51 +90.0 + 0 +LINE + 5 +70 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-152.0 + 20 +178.0 + 30 +0.0 + 11 +-152.0 + 21 +-178.0 + 31 +0.0 + 0 +ARC + 5 +71 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-156.0 + 20 +-178.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +270.0 + 51 +0.0 + 0 +ARC + 5 +72 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-156.0 + 20 +-186.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +90.0 + 51 +180.0 + 0 +LINE + 5 +73 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-160.0 + 20 +-194.0 + 30 +0.0 + 11 +-160.0 + 21 +-186.0 + 31 +0.0 + 0 +ARC + 5 +74 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-144.0 + 20 +-194.0 + 30 +0.0 + 40 +16.0 +100 +AcDbArc + 50 +180.0 + 51 +270.0 + 0 +LINE + 5 +75 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +144.0 + 20 +-210.0 + 30 +0.0 + 11 +-144.0 + 21 +-210.0 + 31 +0.0 + 0 +ARC + 5 +76 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +144.0 + 20 +-194.0 + 30 +0.0 + 40 +16.00000000000003 +100 +AcDbArc + 50 +270.0 + 51 +0.0 + 0 +LINE + 5 +77 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +160.0 + 20 +-186.0 + 30 +0.0 + 11 +160.0 + 21 +-194.0 + 31 +0.0 + 0 +ARC + 5 +78 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +156.0 + 20 +-186.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +0.0 + 51 +90.0 + 0 +ARC + 5 +79 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +156.0 + 20 +-178.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +180.0 + 51 +270.0 + 0 +LINE + 5 +7A +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +152.0 + 20 +178.0 + 30 +0.0 + 11 +152.0 + 21 +-178.0 + 31 +0.0 + 0 +ARC + 5 +7B +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +156.0 + 20 +178.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +90.0 + 51 +180.0 + 0 +ARC + 5 +7C +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +156.0 + 20 +186.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +270.0 + 51 +0.0 + 0 +LINE + 5 +7D +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +160.0 + 20 +194.0 + 30 +0.0 + 11 +160.0 + 21 +186.0 + 31 +0.0 + 0 +ARC + 5 +7E +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +144.0 + 20 +194.0 + 30 +0.0 + 40 +16.00000000000003 +100 +AcDbArc + 50 +0.0 + 51 +90.0 + 0 +LINE + 5 +7F +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +91.6457949329 + 20 +210.0 + 30 +0.0 + 11 +144.0 + 21 +210.0 + 31 +0.0 + 0 +ARC + 5 +80 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +91.6457949329 + 20 +206.0 + 30 +0.0 + 40 +4.000000000000002 +100 +AcDbArc + 50 +90.0 + 51 +135.0 + 0 +LINE + 5 +81 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +88.8173678082 + 20 +208.8284271247 + 30 +0.0 + 11 +85.8578643763 + 21 +205.8689236928 + 31 +0.0 + 0 +ARC + 5 +82 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +83.0294372515 + 20 +208.6973508176 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +270.0 + 51 +315.0 + 0 +LINE + 5 +83 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +83.0294372515 + 20 +204.6973508176 + 30 +0.0 + 11 +-83.0294372515 + 21 +204.6973508176 + 31 +0.0 + 0 +ARC + 5 +84 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-83.0294372515 + 20 +208.6973508176 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +225.0 + 51 +270.0 + 0 +LINE + 5 +85 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-85.8578643763 + 20 +205.8689236928 + 30 +0.0 + 11 +-88.8173678082 + 21 +208.8284271247 + 31 +0.0 + 0 +ARC + 5 +86 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-91.6457949329 + 20 +206.0 + 30 +0.0 + 40 +4.0 +100 +AcDbArc + 50 +45.0 + 51 +90.0 + 0 +LINE + 5 +87 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbLine + 10 +-144.0 + 20 +210.0 + 30 +0.0 + 11 +-91.6457949329 + 21 +210.0 + 31 +0.0 + 0 +ARC + 5 +88 +330 +1F +100 +AcDbEntity + 8 +0 + 6 +Continuous + 62 + 7 +370 + 25 +100 +AcDbCircle + 10 +-144.0 + 20 +194.0 + 30 +0.0 + 40 +16.00000000000003 +100 +AcDbArc + 50 +90.0 + 51 +180.0 + 0 +ENDSEC + 0 +SECTION + 2 +OBJECTS + 0 +DICTIONARY + 5 +C +330 +0 +100 +AcDbDictionary +281 + 1 + 3 +ACAD_GROUP +350 +D + 3 +ACAD_LAYOUT +350 +1A + 3 +ACAD_MLINESTYLE +350 +17 + 3 +ACAD_PLOTSETTINGS +350 +19 + 3 +ACAD_PLOTSTYLENAME +350 +E + 3 +ACAD_SCALELIST +350 +47 + 3 +DWGPROPS +350 +89 + 0 +DICTIONARY + 5 +D +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 0 +DICTIONARY + 5 +1A +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +Layout1 +350 +1E + 3 +Layout2 +350 +26 + 3 +Model +350 +22 + 0 +DICTIONARY + 5 +17 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +Standard +350 +18 + 0 +DICTIONARY + 5 +19 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 0 +ACDBDICTIONARYWDFLT + 5 +E +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +Normal +350 +F +100 +AcDbDictionaryWithDefault +340 +F + 0 +DICTIONARY + 5 +47 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbDictionary +281 + 1 + 3 +A0 +350 +48 + 3 +A1 +350 +49 + 3 +A2 +350 +4A + 3 +A3 +350 +4B + 3 +A4 +350 +4C + 3 +A5 +350 +4D + 3 +A6 +350 +4E + 3 +A7 +350 +4F + 3 +A8 +350 +50 + 3 +A9 +350 +51 + 3 +B0 +350 +52 + 3 +B1 +350 +53 + 3 +B2 +350 +54 + 3 +B3 +350 +55 + 3 +B4 +350 +56 + 3 +B5 +350 +57 + 3 +B6 +350 +58 + 0 +XRECORD + 5 +89 +102 +{ACAD_REACTORS +330 +C +102 +} +330 +C +100 +AcDbXrecord +280 + 1 + 1 +DWGPROPS COOKIE + 2 + + 3 + + 4 + + 6 + + 7 + + 8 +mc007 + 9 + +300 += +301 += +302 += +303 += +304 += +305 += +306 += +307 += +308 += +309 += + 40 +0.0 + 41 +2460566.441928808 + 42 +2460566.441941192 + 1 + + 90 + 0 + 0 +LAYOUT + 5 +1E +102 +{ACAD_REACTORS +330 +1A +102 +} +330 +1A +100 +AcDbPlotSettings + 1 + + 2 +none_device + 4 + + 6 + + 40 +0.0 + 41 +0.0 + 42 +0.0 + 43 +0.0 + 44 +0.0 + 45 +0.0 + 46 +0.0 + 47 +0.0 + 48 +0.0 + 49 +0.0 +140 +0.0 +141 +0.0 +142 +1.0 +143 +1.0 + 70 + 688 + 72 + 1 + 73 + 0 + 74 + 5 + 7 + + 75 + 16 +147 +1.0 +148 +0.0 +149 +0.0 +100 +AcDbLayout + 1 +Layout1 + 70 + 1 + 71 + 1 + 10 +0.0 + 20 +0.0 + 11 +420.0 + 21 +297.0 + 12 +0.0 + 22 +0.0 + 32 +0.0 + 14 +1.0000000000E+20 + 24 +1.0000000000E+20 + 34 +1.0000000000E+20 + 15 +-1.0000000000E+20 + 25 +-1.0000000000E+20 + 35 +-1.0000000000E+20 +146 +0.0 + 13 +0.0 + 23 +0.0 + 33 +0.0 + 16 +1.0 + 26 +0.0 + 36 +0.0 + 17 +0.0 + 27 +1.0 + 37 +0.0 + 76 + 0 +330 +1B + 0 +LAYOUT + 5 +26 +102 +{ACAD_REACTORS +330 +1A +102 +} +330 +1A +100 +AcDbPlotSettings + 1 + + 2 +none_device + 4 + + 6 + + 40 +0.0 + 41 +0.0 + 42 +0.0 + 43 +0.0 + 44 +0.0 + 45 +0.0 + 46 +0.0 + 47 +0.0 + 48 +0.0 + 49 +0.0 +140 +0.0 +141 +0.0 +142 +1.0 +143 +1.0 + 70 + 688 + 72 + 1 + 73 + 0 + 74 + 5 + 7 + + 75 + 16 +147 +1.0 +148 +0.0 +149 +0.0 +100 +AcDbLayout + 1 +Layout2 + 70 + 1 + 71 + 2 + 10 +0.0 + 20 +0.0 + 11 +0.0 + 21 +0.0 + 12 +0.0 + 22 +0.0 + 32 +0.0 + 14 +0.0 + 24 +0.0 + 34 +0.0 + 15 +0.0 + 25 +0.0 + 35 +0.0 +146 +0.0 + 13 +0.0 + 23 +0.0 + 33 +0.0 + 16 +1.0 + 26 +0.0 + 36 +0.0 + 17 +0.0 + 27 +1.0 + 37 +0.0 + 76 + 0 +330 +23 + 0 +LAYOUT + 5 +22 +102 +{ACAD_REACTORS +330 +1A +102 +} +330 +1A +100 +AcDbPlotSettings + 1 + + 2 +none_device + 4 +ANSI_A_(11.00_x_8.50_Inches) + 6 + + 40 +6.35 + 41 +19.05 + 42 +6.35000508 + 43 +19.05000254 + 44 +279.4 + 45 +215.9 + 46 +133.34999746 + 47 +88.89999873 + 48 +0.0 + 49 +0.0 +140 +0.0 +141 +0.0 +142 +0.0200357143 +143 +1.0 + 70 + 1696 + 72 + 0 + 73 + 0 + 74 + 0 + 7 + + 75 + 0 +147 +0.0179189148 +148 +-1300.4909072572 +149 +0.0 +100 +AcDbLayout + 1 +Model + 70 + 1 + 71 + 0 + 10 +0.0 + 20 +0.0 + 11 +420.0 + 21 +297.0 + 12 +0.0 + 22 +0.0 + 32 +0.0 + 14 +-160.0 + 24 +-210.0 + 34 +0.0 + 15 +160.0 + 25 +210.0 + 35 +0.0 +146 +0.0 + 13 +0.0 + 23 +0.0 + 33 +0.0 + 16 +1.0 + 26 +0.0 + 36 +0.0 + 17 +0.0 + 27 +1.0 + 37 +0.0 + 76 + 0 +330 +1F +331 +29 + 0 +MLINESTYLE + 5 +18 +102 +{ACAD_REACTORS +330 +17 +102 +} +330 +17 +100 +AcDbMlineStyle + 2 +Standard + 70 + 0 + 3 + + 62 + 256 + 51 +90.0 + 52 +90.0 + 71 + 2 + 49 +0.5 + 62 + 256 + 6 +BYLAYER + 49 +-0.5 + 62 + 256 + 6 +BYLAYER + 0 +ACDBPLACEHOLDER + 5 +F +102 +{ACAD_REACTORS +330 +E +102 +} +330 +E + 0 +SCALE + 5 +48 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:1 +140 +1.0 +141 +1.0 +290 + 1 + 0 +SCALE + 5 +49 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:2 +140 +1.0 +141 +2.0 +290 + 0 + 0 +SCALE + 5 +4A +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:4 +140 +1.0 +141 +4.0 +290 + 0 + 0 +SCALE + 5 +4B +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:5 +140 +1.0 +141 +5.0 +290 + 0 + 0 +SCALE + 5 +4C +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:8 +140 +1.0 +141 +8.0 +290 + 0 + 0 +SCALE + 5 +4D +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:10 +140 +1.0 +141 +10.0 +290 + 0 + 0 +SCALE + 5 +4E +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:16 +140 +1.0 +141 +16.0 +290 + 0 + 0 +SCALE + 5 +4F +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:20 +140 +1.0 +141 +20.0 +290 + 0 + 0 +SCALE + 5 +50 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:30 +140 +1.0 +141 +30.0 +290 + 0 + 0 +SCALE + 5 +51 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:40 +140 +1.0 +141 +40.0 +290 + 0 + 0 +SCALE + 5 +52 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:50 +140 +1.0 +141 +50.0 +290 + 0 + 0 +SCALE + 5 +53 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +1:100 +140 +1.0 +141 +100.0 +290 + 0 + 0 +SCALE + 5 +54 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +2:1 +140 +2.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +55 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +4:1 +140 +4.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +56 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +8:1 +140 +8.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +57 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +10:1 +140 +10.0 +141 +1.0 +290 + 0 + 0 +SCALE + 5 +58 +102 +{ACAD_REACTORS +330 +47 +102 +} +330 +47 +100 +AcDbScale + 70 + 0 +300 +100:1 +140 +100.0 +141 +1.0 +290 + 0 + 0 +ENDSEC + 0 +EOF diff --git a/injection/elena-zmax-rc1/renderings/Base.jpg b/injection/elena-zmax-rc1/renderings/Base.jpg new file mode 100644 index 000000000..10f64a30b --- /dev/null +++ b/injection/elena-zmax-rc1/renderings/Base.jpg @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:c55b2dbec3eef4b799b63a2b45630b39e2cf3337c77da5983a4f3bece295196e +size 484259 diff --git a/injection/elena-zmax-rc1/renderings/perspective-default.jpg b/injection/elena-zmax-rc1/renderings/Motor.jpg similarity index 100% rename from injection/elena-zmax-rc1/renderings/perspective-default.jpg rename to injection/elena-zmax-rc1/renderings/Motor.jpg