From f4b70125b858088c5a87dd3dc2c97a291b1ae8db Mon Sep 17 00:00:00 2001 From: lovebird Date: Fri, 5 Jul 2024 16:18:14 +0200 Subject: [PATCH] Updating - extrusion/lydia-v3.5 --- .../lydia-v3.5/cad/Global-Lydia-3.6.SLDASM | 4 +- .../lydia-v3.5/cad/Global-Lydia-3.6.step | 4 +- .../lydia-v3.5/cad/Global-Lydia-3.6.tree.json | 16402 +++++++--------- .../cad/Global-Lydia-3.6.tree.tree.json | 12372 ------------ extrusion/lydia-v3.5/cad/Global-Lydia-3.6.x_t | 4 +- .../cad-380/360_ExtrusionShield.SLDASM | 4 +- .../components/Extruder-25D-40-420-SM.SLDASM | 4 +- .../lydia-v3.5/cad/global-lydia-3.6.html | 2 +- .../lydia-v3.5/cad/global-lydia-3.6.json | 178 +- 9 files changed, 7187 insertions(+), 21787 deletions(-) delete mode 100644 extrusion/lydia-v3.5/cad/Global-Lydia-3.6.tree.tree.json diff --git a/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.SLDASM b/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.SLDASM index 8eab1b9a7..7e49dc399 100644 --- a/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.SLDASM +++ b/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.SLDASM @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:8364dd403bfe507b5126e828a2d2e407b7b16c81c968cfef2a4c253f6676b42d -size 4588756 +oid sha256:da352d645ccfe4058e9bfcbc9c643a0fbe431f81f8e9f34187d58579de80a84f +size 4374145 diff --git a/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.step b/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.step index 0b66aea4a..921698d5f 100644 --- a/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.step +++ b/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.step @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:9e9752897ac95541b60b169ad36a06c4b36471492fedf332086abce365c5a46b -size 16207882 +oid sha256:ec3fb1f22b677b15825813afd3eadcb29eaaec5fab3edf3c50623265643e02de +size 14343228 diff --git a/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.tree.json b/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.tree.json index 02366524e..68ede35cb 100644 --- a/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.tree.json +++ b/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.tree.json @@ -2,188 +2,28 @@ "assembly": { "Components": [ { - "Name": "plain washer small grade a_din-17", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-28", + "Name": "socket head cap screw_din-31", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true }, - { - "Name": "socket head cap screw_din-25", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-29", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-26", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-23", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-27", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-30", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-34", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/cam-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/Rod-16-100-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/middle-30-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/Object-100^Global-180x80x25_Assembly-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\Global-180x80x25_Assembly\\Object-100^Global-180x80x25_Assembly.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/SlideInner-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/Slide-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/Base-130x130-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamAdapter_x1_10mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamMountPlate_x2_8mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-1-30.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-0-30.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/table-1200-600-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\production\\cnc\\table-1200-600.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-24", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-29", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, { "Name": "Extruder-25D-40-420-SM-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BarrelFlange-RD-25d-40.SLDPRT", + "Name": "Extruder-25D-40-420-SM-1/Heat_band-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", + "Name": "Extruder-25D-40-420-SM-1/Heat_band-4", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", + "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", "IsSuppressed": false }, { @@ -191,11 +31,26 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Nozzle-25D-RD.SLDPRT", "IsSuppressed": false }, + { + "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", + "IsSuppressed": false + }, { "Name": "Extruder-25D-40-420-SM-1/Motor Flange-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Motor Flange.SLDPRT", "IsSuppressed": false }, + { + "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", + "IsSuppressed": false + }, { "Name": "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-1", "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bearings\\ball bearings\\thrust ball bearing3_68_am.sldprt", @@ -211,6 +66,16 @@ "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bolts and screws\\socket head screws\\socket head cap screw_am.sldprt", "IsSuppressed": false }, + { + "Name": "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BarrelFlange-RD-25d-40.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-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": "Extruder-25D-40-420-SM-1/Heat_band-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", @@ -221,66 +86,11 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", "IsSuppressed": false }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "IsSuppressed": false - }, { "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", "IsSuppressed": false }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, { "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", @@ -298,7 +108,7 @@ }, { "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", "IsSuppressed": false }, { @@ -307,53 +117,63 @@ "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-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", + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", "IsSuppressed": true }, { @@ -372,8 +192,8 @@ "IsSuppressed": true }, { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", + "Name": "Extruder-25D-40-420-SM-1/SJ-25-Ex-80-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\SJ-25-Ex-80.SLDPRT", "IsSuppressed": true }, { @@ -381,168 +201,123 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\COMPONENTS\\450_HOPPER-MEDIUM\\500_HopperMedium-DualFeed.SLDASM", "IsSuppressed": true }, + { + "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-4", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", + "IsSuppressed": true + }, + { + "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", + "IsSuppressed": true + }, { "Name": "Extruder-25D-40-420-SM-1/NozzleRotary25-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\700_NozzleRotary\\NozzleRotary25.SLDASM", "IsSuppressed": true }, { - "Name": "Extruder-25D-40-420-SM-1/SJ-25-Ex-80-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\SJ-25-Ex-80.SLDPRT", - "IsSuppressed": true + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "IsSuppressed": false }, { - "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", - "IsSuppressed": true + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false }, { - "Name": "socket head cap screw_din-31", + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "socket head cap screw_din-24", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true }, + { + "Name": "socket head cap screw_din-29", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_din-33", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "Global-180x80x25_Assembly-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.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": false - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/SlideInner-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/Slide-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/cam-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", "IsSuppressed": true }, { - "Name": "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\Global-130x130x90_Assembly\\Object-100^Global-130x130x90_Assembly.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", + "Name": "socket head cap screw_din-27", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true }, - { - "Name": "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/Rod-16-100-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, { "Name": "socket head cap screw_din-32", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true }, + { + "Name": "socket head cap screw_din-25", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-29", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_din-30", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_din-34", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_din-28", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "IsSuppressed": true + }, { "Name": "KM-63_ 30_1.5-14-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\KM-63_ 30_1.5-14.sldprt", "IsSuppressed": false }, { - "Name": "socket head cap screw_din-33", + "Name": "socket head cap screw_din-23", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true }, { - "Name": "plain washer small grade a_din-21", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Name": "socket head cap screw_din-26", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true }, { - "Name": "plain washer small grade a_din-23", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-27", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-26", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-24", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-22", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-25", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-28", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-18", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-19", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-20", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-7", + "Name": "plain washer small grade a_din-17", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", "IsSuppressed": true }, @@ -552,13 +327,73 @@ "IsSuppressed": false }, { - "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", + "Name": "300_Housing-1/C-AJPJG50-8-50-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", "IsSuppressed": false }, { - "Name": "300_Housing-1/IP55_switch_red-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT", + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", "IsSuppressed": false }, { @@ -567,8 +402,8 @@ "IsSuppressed": false }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", "IsSuppressed": false }, { @@ -577,22 +412,12 @@ "IsSuppressed": false }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "IsSuppressed": false }, { - "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-3", + "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-4", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", "IsSuppressed": false }, @@ -611,31 +436,6 @@ "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\309_SIDE_x1_2mm_INOX.SLDPRT", "IsSuppressed": false }, - { - "Name": "300_Housing-1/E_Inkbird-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/MCADID0002111_3D-simplified.stp-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, { "Name": "300_Housing-1/emergency_stop _button-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", @@ -643,67 +443,22 @@ }, { "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button.STEP.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button3.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button2.STEP.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button.STEP.SLDASM", "IsSuppressed": false }, { "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button1.STEP.SLDPRT", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button1.STEP.SLDPRT", "IsSuppressed": false }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button2.STEP.SLDPRT", "IsSuppressed": false }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/E_Inkbird-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT", + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button3.STEP.SLDPRT", "IsSuppressed": false }, { @@ -717,79 +472,164 @@ "IsSuppressed": false }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-5", + "Name": "300_Housing-1/IP55_switch_red-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/E_Inkbird-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/MCADID0002111_3D-simplified.stp-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-2", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", "IsSuppressed": false }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", "IsSuppressed": false }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", "IsSuppressed": false }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "IsSuppressed": false }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", "IsSuppressed": false }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", "IsSuppressed": false }, { - "Name": "socket head cap screw_din-6", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/E_Inkbird-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", + "IsSuppressed": false + }, + { + "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", + "IsSuppressed": false }, { "Name": "socket head cap screw_din-14", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true }, + { + "Name": "plain washer small grade a_din-3", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, { "Name": "socket head cap screw_din-1", "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-7", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "socket head cap screw_din-6", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-27", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-28", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-22", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-19", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-20", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-23", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-18", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-26", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-24", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-21", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true + }, + { + "Name": "plain washer small grade a_din-25", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "IsSuppressed": true } ] }, @@ -797,20 +637,7 @@ "Name": "Global-Lydia-3.6", "Children": [ { - "Name": "plain washer small grade a_din-17", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-28", + "Name": "socket head cap screw_din-31", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "Parent": null, @@ -822,1348 +649,35 @@ "States": null, "activeConfiguration": null }, - { - "Name": "socket head cap screw_din-25", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-29", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-26", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-23", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-27", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-30", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-34", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1", - "Children": [ - { - "Name": "Global-180x80x25_Assembly-1/cam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Rod-16-100-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/middle-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Object-100^Global-180x80x25_Assembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\Global-180x80x25_Assembly\\Object-100^Global-180x80x25_Assembly.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/SlideInner-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015000341648119208, - "Density": 1000.0, - "Volume": 1.5000341648119208E-05, - "SurfaceArea": 0.01721626727203484, - "CenterOfMassX": -0.0165880675281466, - "CenterOfMassY": 1.0087653394909481E-17, - "CenterOfMassZ": 0.0009999999999999627 - }, - "Box": { - "MinX": 1.141588792890764, - "MinY": 0.11618678059647192, - "MinZ": -0.1195102091976206, - "MaxX": 1.1435887928907695, - "MaxY": 0.22618678059647274, - "MaxZ": 0.12048979080237977 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.028106587669503254, - "Density": 1000.0, - "Volume": 2.8106587669503255E-05, - "SurfaceArea": 0.029578870818636138, - "CenterOfMassX": -0.08999999999999987, - "CenterOfMassY": -0.08000000000000006, - "CenterOfMassZ": 0.0010000000000000005 - }, - "Box": { - "MinX": 1.1435887928907649, - "MinY": 0.1311867805964722, - "MinZ": -0.10951020919762072, - "MaxX": 1.1455887928907678, - "MaxY": 0.21118678059647283, - "MaxZ": 0.07048979080237969 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "2", - "errors": "0 0", - "warnings": "False False", - "features": "Cut | Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Slide-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Base-130x130-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1", - "Children": [ - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909317, - "CenterOfMassY": 6.514687031207178E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907656, - "MinY": 0.16358678059647322, - "MinZ": -0.05951020919763721, - "MaxX": 2.715588792890766, - "MaxY": 0.17878678059648898, - "MaxZ": -0.04491020919762144 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909317, - "CenterOfMassY": 6.514687031207178E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907663, - "MinY": 0.163586780596473, - "MinZ": 0.005889790802363139, - "MaxX": 2.7155887928907667, - "MaxY": 0.17878678059648875, - "MaxZ": 0.020489790802378904 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0119220276531376E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.2155887928907656, - "MinY": 0.17878678059647296, - "MinZ": -0.059510209197636964, - "MaxX": 2.7155887928907667, - "MaxY": 0.18878678059648896, - "MaxZ": 0.020489790802378942 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0119220276531376E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.215588792890766, - "MinY": 0.15358678059647302, - "MinZ": -0.0595102091976374, - "MaxX": 2.7155887928907667, - "MaxY": 0.163586780596489, - "MaxZ": 0.020489790802378508 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 3.050094888055845, - "Density": 1000.0000000000001, - "Volume": 0.0030500948880558447, - "SurfaceArea": 0.7285623388101791, - "CenterOfMassX": 0.0018279286237491436, - "CenterOfMassY": -0.14066708476498743, - "CenterOfMassZ": -6.824929215559719E-17 - }, - "Box": { - "MinX": 1.2155887928907652, - "MinY": 0.15358678059645728, - "MinZ": -0.059510209197637394, - "MaxX": 2.7155887928907667, - "MaxY": 0.18878678059650464, - "MaxZ": 0.020489790802378942 - }, - "Material": { - "101_Sides_x2_16mm_FERRO-2": "", - "101_Sides_x2_16mm_FERRO-2 Material Database": "", - "101_Sides_x2_16mm_FERRO-1": "", - "101_Sides_x2_16mm_FERRO-1 Material Database": "", - "101_Top_x2_8mm_FERRO-1": "", - "101_Top_x2_8mm_FERRO-1 Material Database": "", - "101_Top_x2_8mm_FERRO-2": "", - "101_Top_x2_8mm_FERRO-2 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamAdapter_x1_10mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "D1@Fillet2": 5.0 - }, - "Mass": { - "Mass": 0.1497408276759139, - "Density": 1000.0, - "Volume": 0.0001497408276759139, - "SurfaceArea": 0.04046919067162151, - "CenterOfMassX": -0.09000000000000001, - "CenterOfMassY": -0.08377324032892246, - "CenterOfMassZ": -0.006260992415047799 - }, - "Box": { - "MinX": 1.1135887928907648, - "MinY": 0.12118678059647153, - "MinZ": -0.1095102091976207, - "MaxX": 1.1435887928907678, - "MaxY": 0.21118678059647267, - "MaxZ": 0.0704897908023801 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamMountPlate_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.1683877946526007, - "Density": 1000.0, - "Volume": 0.0001683877946526007, - "SurfaceArea": 0.043407116878835944, - "CenterOfMassX": -0.08998924014025708, - "CenterOfMassY": -0.06902084891106146, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.2055887928907643, - "MinY": 0.13118678059647265, - "MinZ": -0.10951020919762139, - "MaxX": 1.2155887928907676, - "MaxY": 0.2561867805964735, - "MaxZ": 0.07048979080237916 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-1-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Transition-Width-In": 35.0, - "Transition-Height-In": 10.0, - "D1@In": 10.0, - "D2@In": 35.0 - }, - "Mass": { - "Mass": 0.4061936547402066, - "Density": 1000.0, - "Volume": 0.00040619365474020656, - "SurfaceArea": 0.04925168855877525, - "CenterOfMassX": -0.09000000000000007, - "CenterOfMassY": -0.08, - "CenterOfMassZ": -0.014939807036090609 - }, - "Box": { - "MinX": 1.1755886928907648, - "MinY": 0.13118678059647243, - "MinZ": -0.10951020919762132, - "MaxX": 1.2055888928907674, - "MaxY": 0.21118678059647344, - "MaxZ": 0.07048979080237928 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-0-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Transition-Width": 42.0, - "Transition-Height": 10.0, - "D2@Sketch8": 42.0, - "D1@Sketch8": 10.0 - }, - "Mass": { - "Mass": 0.40564492123978163, - "Density": 1000.0, - "Volume": 0.00040564492123978165, - "SurfaceArea": 0.049671271206234935, - "CenterOfMassX": -0.0899999973371791, - "CenterOfMassY": -0.07990661582023097, - "CenterOfMassZ": -0.015333683809517832 - }, - "Box": { - "MinX": 1.1455852925247687, - "MinY": 0.13118678059647182, - "MinZ": -0.10951020919762108, - "MaxX": 1.175592293256764, - "MaxY": 0.21118678059647278, - "MaxZ": 0.07048979080237949 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/table-1200-600-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\production\\cnc\\table-1200-600.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "CAM": {}, - "Active-Cooling": {}, - "Global": { - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 4.22316901568197, - "Density": 999.9999999999999, - "Volume": 0.00422316901568197, - "SurfaceArea": 0.9581567442163177, - "CenterOfMassX": 0.05852723976445619, - "CenterOfMassY": 0.25377460069867996, - "CenterOfMassZ": -0.1718942473641182 - }, - "Box": { - "MinX": 1.1135887928907642, - "MinY": 0.11618678059647157, - "MinZ": -0.12464385358120603, - "MaxX": 2.7155887928907676, - "MaxY": 0.25618678059648925, - "MaxZ": 0.1204897908023799 - }, - "Material": { - "403_SlideKey_x1_2mm_INOX-1": "", - "403_SlideKey_x1_2mm_INOX-1 Material Database": "", - "402_SlideCover_x2_2mm_INOX-2": "", - "402_SlideCover_x2_2mm_INOX-2 Material Database": "", - "480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2": "", - "480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2 Material Database": "", - "480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1": "", - "480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1 Material Database": "", - "480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1": "", - "480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1 Material Database": "", - "480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2": "", - "480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2 Material Database": "", - "450_BeamAdapter_x1_10mm_FERRO-1": "", - "450_BeamAdapter_x1_10mm_FERRO-1 Material Database": "", - "450_BeamMountPlate_x2_8mm_FERRO-1": "", - "450_BeamMountPlate_x2_8mm_FERRO-1 Material Database": "", - "610_EDie-Seg-1-30-1": "", - "610_EDie-Seg-1-30-1 Material Database": "", - "610_EDie-Seg-0-30-1": "", - "610_EDie-Seg-0-30-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/cam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Rod-16-100-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/middle-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Object-100^Global-180x80x25_Assembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\Global-180x80x25_Assembly\\Object-100^Global-180x80x25_Assembly.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/SlideInner-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015000341648119208, - "Density": 1000.0, - "Volume": 1.5000341648119208E-05, - "SurfaceArea": 0.01721626727203484, - "CenterOfMassX": -0.0165880675281466, - "CenterOfMassY": 1.0087653394909481E-17, - "CenterOfMassZ": 0.0009999999999999627 - }, - "Box": { - "MinX": 1.141588792890764, - "MinY": 0.11618678059647192, - "MinZ": -0.1195102091976206, - "MaxX": 1.1435887928907695, - "MaxY": 0.22618678059647274, - "MaxZ": 0.12048979080237977 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.028106587669503254, - "Density": 1000.0, - "Volume": 2.8106587669503255E-05, - "SurfaceArea": 0.029578870818636138, - "CenterOfMassX": -0.08999999999999987, - "CenterOfMassY": -0.08000000000000006, - "CenterOfMassZ": 0.0010000000000000005 - }, - "Box": { - "MinX": 1.1435887928907649, - "MinY": 0.1311867805964722, - "MinZ": -0.10951020919762072, - "MaxX": 1.1455887928907678, - "MaxY": 0.21118678059647283, - "MaxZ": 0.07048979080237969 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "2", - "errors": "0 0", - "warnings": "False False", - "features": "Cut | Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Slide-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Base-130x130-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1", - "Children": [ - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909317, - "CenterOfMassY": 6.514687031207178E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907656, - "MinY": 0.16358678059647322, - "MinZ": -0.05951020919763721, - "MaxX": 2.715588792890766, - "MaxY": 0.17878678059648898, - "MaxZ": -0.04491020919762144 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909317, - "CenterOfMassY": 6.514687031207178E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907663, - "MinY": 0.163586780596473, - "MinZ": 0.005889790802363139, - "MaxX": 2.7155887928907667, - "MaxY": 0.17878678059648875, - "MaxZ": 0.020489790802378904 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0119220276531376E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.2155887928907656, - "MinY": 0.17878678059647296, - "MinZ": -0.059510209197636964, - "MaxX": 2.7155887928907667, - "MaxY": 0.18878678059648896, - "MaxZ": 0.020489790802378942 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0119220276531376E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.215588792890766, - "MinY": 0.15358678059647302, - "MinZ": -0.0595102091976374, - "MaxX": 2.7155887928907667, - "MaxY": 0.163586780596489, - "MaxZ": 0.020489790802378508 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 3.050094888055845, - "Density": 1000.0000000000001, - "Volume": 0.0030500948880558447, - "SurfaceArea": 0.7285623388101791, - "CenterOfMassX": 0.0018279286237491445, - "CenterOfMassY": -0.14066708476498743, - "CenterOfMassZ": -6.824929215559719E-17 - }, - "Box": { - "MinX": 1.2155887928907652, - "MinY": 0.15358678059645728, - "MinZ": -0.059510209197637394, - "MaxX": 2.7155887928907667, - "MaxY": 0.18878678059650464, - "MaxZ": 0.020489790802378942 - }, - "Material": { - "101_Sides_x2_16mm_FERRO-2": "", - "101_Sides_x2_16mm_FERRO-2 Material Database": "", - "101_Sides_x2_16mm_FERRO-1": "", - "101_Sides_x2_16mm_FERRO-1 Material Database": "", - "101_Top_x2_8mm_FERRO-1": "", - "101_Top_x2_8mm_FERRO-1 Material Database": "", - "101_Top_x2_8mm_FERRO-2": "", - "101_Top_x2_8mm_FERRO-2 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909317, - "CenterOfMassY": 6.514687031207178E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907656, - "MinY": 0.16358678059647322, - "MinZ": -0.05951020919763721, - "MaxX": 2.715588792890766, - "MaxY": 0.17878678059648898, - "MaxZ": -0.04491020919762144 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909317, - "CenterOfMassY": 6.514687031207178E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907663, - "MinY": 0.163586780596473, - "MinZ": 0.005889790802363139, - "MaxX": 2.7155887928907667, - "MaxY": 0.17878678059648875, - "MaxZ": 0.020489790802378904 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0119220276531376E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.2155887928907656, - "MinY": 0.17878678059647296, - "MinZ": -0.059510209197636964, - "MaxX": 2.7155887928907667, - "MaxY": 0.18878678059648896, - "MaxZ": 0.020489790802378942 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0119220276531376E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.215588792890766, - "MinY": 0.15358678059647302, - "MinZ": -0.0595102091976374, - "MaxX": 2.7155887928907667, - "MaxY": 0.163586780596489, - "MaxZ": 0.020489790802378508 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamAdapter_x1_10mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "D1@Fillet2": 5.0 - }, - "Mass": { - "Mass": 0.1497408276759139, - "Density": 1000.0, - "Volume": 0.0001497408276759139, - "SurfaceArea": 0.04046919067162151, - "CenterOfMassX": -0.09000000000000001, - "CenterOfMassY": -0.08377324032892246, - "CenterOfMassZ": -0.006260992415047799 - }, - "Box": { - "MinX": 1.1135887928907648, - "MinY": 0.12118678059647153, - "MinZ": -0.1095102091976207, - "MaxX": 1.1435887928907678, - "MaxY": 0.21118678059647267, - "MaxZ": 0.0704897908023801 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamMountPlate_x2_8mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.1683877946526007, - "Density": 1000.0, - "Volume": 0.0001683877946526007, - "SurfaceArea": 0.043407116878835944, - "CenterOfMassX": -0.08998924014025708, - "CenterOfMassY": -0.06902084891106146, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.2055887928907643, - "MinY": 0.13118678059647265, - "MinZ": -0.10951020919762139, - "MaxX": 1.2155887928907676, - "MaxY": 0.2561867805964735, - "MaxZ": 0.07048979080237916 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-1-30.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Transition-Width-In": 35.0, - "Transition-Height-In": 10.0, - "D1@In": 10.0, - "D2@In": 35.0 - }, - "Mass": { - "Mass": 0.4061936547402066, - "Density": 1000.0, - "Volume": 0.00040619365474020656, - "SurfaceArea": 0.04925168855877525, - "CenterOfMassX": -0.09000000000000007, - "CenterOfMassY": -0.08, - "CenterOfMassZ": -0.014939807036090609 - }, - "Box": { - "MinX": 1.1755886928907648, - "MinY": 0.13118678059647243, - "MinZ": -0.10951020919762132, - "MaxX": 1.2055888928907674, - "MaxY": 0.21118678059647344, - "MaxZ": 0.07048979080237928 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-0-30.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Transition-Width": 42.0, - "Transition-Height": 10.0, - "D2@Sketch8": 42.0, - "D1@Sketch8": 10.0 - }, - "Mass": { - "Mass": 0.40564492123978163, - "Density": 1000.0, - "Volume": 0.00040564492123978165, - "SurfaceArea": 0.049671271206234935, - "CenterOfMassX": -0.0899999973371791, - "CenterOfMassY": -0.07990661582023097, - "CenterOfMassZ": -0.015333683809517832 - }, - "Box": { - "MinX": 1.1455852925247687, - "MinY": 0.13118678059647182, - "MinZ": -0.10951020919762108, - "MaxX": 1.175592293256764, - "MaxY": 0.21118678059647278, - "MaxZ": 0.07048979080237949 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/table-1200-600-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\production\\cnc\\table-1200-600.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-24", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-29", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, { "Name": "Extruder-25D-40-420-SM-1", "Children": [ { - "Name": "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1", + "Name": "Extruder-25D-40-420-SM-1/Heat_band-2", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BarrelFlange-RD-25d-40.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", "Properties": { - "Default": {} + "V4_barrel": {}, + "V3-barrel": {} }, "Equations": {}, "Mass": { - "Mass": 0.07691341382298011, + "Mass": 0.07713453476696593, "Density": 1000.0, - "Volume": 7.691341382298012E-05, - "SurfaceArea": 0.025893006650887153, - "CenterOfMassX": -2.0089777679161997E-16, - "CenterOfMassY": 6.05059364148637E-17, - "CenterOfMassZ": 0.008012319104005827 + "Volume": 7.713453476696592E-05, + "SurfaceArea": 0.023314900608263037, + "CenterOfMassX": -4.631702093426843E-05, + "CenterOfMassY": -0.0006754052178428955, + "CenterOfMassZ": -0.0004463403338299257 }, "Box": { - "MinX": 0.2766851741336299, - "MinY": 0.11452071904332697, - "MinZ": -0.07617627075074562, - "MaxX": 0.29368517413362993, - "MaxY": 0.2278528421495936, - "MaxZ": 0.03715585235552099 + "MinX": 0.5578280312764826, + "MinY": 0.13546427873952097, + "MinZ": -0.04751020919760898, + "MaxX": 0.6178280312764827, + "MaxY": 0.2071867805964603, + "MaxZ": 0.008489790802391074 }, "Material": { "Material": "", @@ -2173,30 +687,31 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", + "Name": "Extruder-25D-40-420-SM-1/Heat_band-4", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", "Properties": { - "Default": {} + "V4_barrel": {}, + "V3-barrel": {} }, "Equations": {}, "Mass": { - "Mass": 0.27013002103350514, - "Density": 1000.0000000000001, - "Volume": 0.0002701300210335051, - "SurfaceArea": 0.04469383254337783, - "CenterOfMassX": -1.7794808430685074E-19, - "CenterOfMassY": 0.13749086967074003, - "CenterOfMassZ": 4.1316972974928486E-19 + "Mass": 0.07713453476696593, + "Density": 1000.0, + "Volume": 7.713453476696592E-05, + "SurfaceArea": 0.023314900608263037, + "CenterOfMassX": -4.631702093426843E-05, + "CenterOfMassY": -0.0006754052178428955, + "CenterOfMassZ": -0.0004463403338299257 }, "Box": { - "MinX": 0.14868517413362992, - "MinY": 0.15868678059646027, - "MinZ": -0.03201020919761233, - "MaxX": 0.7026851741336299, - "MaxY": 0.1836867805964603, - "MaxZ": -0.007010209197612291 + "MinX": 0.40782803127648265, + "MinY": 0.13546427873952097, + "MinZ": -0.04751020919760898, + "MaxX": 0.4678280312764827, + "MaxY": 0.2071867805964603, + "MaxZ": 0.00848979080239107 }, "Material": { "Material": "", @@ -2206,63 +721,31 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", + "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", "Properties": { - "Default": {} + "V4_barrel": {}, + "V3-barrel": {} }, "Equations": {}, "Mass": { - "Mass": 0.33598155332897933, + "Mass": 0.07713453476696593, "Density": 1000.0, - "Volume": 0.0003359815533289793, - "SurfaceArea": 0.0938247865968353, - "CenterOfMassX": -5.192320514591375E-18, - "CenterOfMassY": 0.18936060420872308, - "CenterOfMassZ": -2.4410553770589605E-18 + "Volume": 7.713453476696592E-05, + "SurfaceArea": 0.023314900608263037, + "CenterOfMassX": -4.631702093426843E-05, + "CenterOfMassY": -0.0006754052178428955, + "CenterOfMassZ": -0.0004463403338299257 }, "Box": { - "MinX": 0.2836851741336299, - "MinY": 0.13918678059646025, - "MinZ": -0.05151020919761233, - "MaxX": 0.7078280312764871, - "MaxY": 0.2031867805964603, - "MaxZ": 0.012489790802387712 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.14495936822194025, - "Density": 1000.0, - "Volume": 0.00014495936822194025, - "SurfaceArea": 0.035148138608362633, - "CenterOfMassX": -0.03224582460311325, - "CenterOfMassY": -0.06272860627926861, - "CenterOfMassZ": 0.017966429716960695 - }, - "Box": { - "MinX": 0.2246851741336299, - "MinY": 0.12118678059646024, - "MinZ": -0.06951020919761235, - "MaxX": 0.2766851741336299, - "MaxY": 0.22118678059646033, - "MaxZ": 0.030489790802387715 + "MinX": 0.48282803127648266, + "MinY": 0.13546427873952097, + "MinZ": -0.04751020919760898, + "MaxX": 0.5428280312764827, + "MaxY": 0.2071867805964603, + "MaxZ": 0.008489790802391074 }, "Material": { "Material": "", @@ -2290,12 +773,78 @@ "CenterOfMassZ": 1.3468395146904832E-18 }, "Box": { - "MinX": 0.6908280312764871, - "MinY": 0.15386627252077145, - "MinZ": -0.0345102091976123, - "MaxX": 0.7428280312764871, + "MinX": 0.6908280312764826, + "MinY": 0.1538662725207715, + "MinZ": -0.03451020919760897, + "MaxX": 0.7428280312764827, "MaxY": 0.18850728867214905, - "MaxZ": -0.004510209197612277 + "MaxZ": -0.004510209197608946 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.27013002103350514, + "Density": 1000.0000000000001, + "Volume": 0.0002701300210335051, + "SurfaceArea": 0.04469383254337783, + "CenterOfMassX": -1.7794808430685074E-19, + "CenterOfMassY": 0.13749086967074003, + "CenterOfMassZ": 4.1316972974928486E-19 + }, + "Box": { + "MinX": 0.14868517413362548, + "MinY": 0.1586867805964603, + "MinZ": -0.032010209197608996, + "MaxX": 0.7026851741336254, + "MaxY": 0.18368678059646032, + "MaxZ": -0.00701020919760896 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.14495936822194025, + "Density": 1000.0, + "Volume": 0.00014495936822194025, + "SurfaceArea": 0.035148138608362633, + "CenterOfMassX": -0.03224582460311325, + "CenterOfMassY": -0.06272860627926861, + "CenterOfMassZ": 0.017966429716960695 + }, + "Box": { + "MinX": 0.22468517413362546, + "MinY": 0.12118678059646026, + "MinZ": -0.06951020919760902, + "MaxX": 0.2766851741336255, + "MaxY": 0.22118678059646035, + "MaxZ": 0.030489790802391045 }, "Material": { "Material": "", @@ -2323,12 +872,12 @@ "CenterOfMassZ": 0.0063564186560368325 }, "Box": { - "MinX": 0.21468517413362992, - "MinY": 0.11618678059646026, - "MinZ": -0.07451020919761234, - "MaxX": 0.22668517413362993, - "MaxY": 0.2261867805964603, - "MaxZ": 0.0354897908023877 + "MinX": 0.21468517413362548, + "MinY": 0.11618678059646029, + "MinZ": -0.074510209197609, + "MaxX": 0.2266851741336255, + "MaxY": 0.22618678059646033, + "MaxZ": 0.03548979080239103 }, "Material": { "Material": "Plain Carbon Steel", @@ -2337,6 +886,39 @@ "States": {}, "activeConfiguration": null }, + { + "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.33598155332897933, + "Density": 1000.0, + "Volume": 0.0003359815533289793, + "SurfaceArea": 0.0938247865968353, + "CenterOfMassX": -5.192320514591375E-18, + "CenterOfMassY": 0.18936060420872308, + "CenterOfMassZ": -2.4410553770589605E-18 + }, + "Box": { + "MinX": 0.2836851741336255, + "MinY": 0.13918678059646028, + "MinZ": -0.051510209197609, + "MaxX": 0.7078280312764826, + "MaxY": 0.20318678059646034, + "MaxZ": 0.012489790802391043 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, { "Name": "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-1", "Children": null, @@ -2368,16 +950,16 @@ "Volume": 2.4467927188756787E-05, "SurfaceArea": 0.009628248022285587, "CenterOfMassX": -9.11549827578745E-06, - "CenterOfMassY": 5.732755986365986E-20, + "CenterOfMassY": 5.732755986365985E-20, "CenterOfMassZ": -1.909795902023743E-18 }, "Box": { - "MinX": 0.24168517413362994, - "MinY": 0.13618756489597422, - "MinZ": -0.05450942489809836, - "MaxX": 0.25968517413362996, + "MinX": 0.2416851741336255, + "MinY": 0.13618756489597428, + "MinZ": -0.05450942489809503, + "MaxX": 0.2596851741336255, "MaxY": 0.20618599629694634, - "MaxZ": 0.015489006502873725 + "MaxZ": 0.015489006502877056 }, "Material": { "Material": "", @@ -2417,16 +999,16 @@ "Volume": 2.4467927188756787E-05, "SurfaceArea": 0.009628248022285587, "CenterOfMassX": -9.11549827578745E-06, - "CenterOfMassY": 5.732755986365986E-20, + "CenterOfMassY": 5.732755986365985E-20, "CenterOfMassZ": -1.909795902023743E-18 }, "Box": { - "MinX": 0.2596851741336299, - "MinY": 0.13458488225599574, - "MinZ": -0.05611210753807684, - "MaxX": 0.2776851741336299, + "MinX": 0.25968517413362546, + "MinY": 0.1345848822559958, + "MinZ": -0.05611210753807351, + "MaxX": 0.2776851741336255, "MaxY": 0.20778867893692482, - "MaxZ": 0.01709168914285221 + "MaxZ": 0.01709168914285554 }, "Material": { "Material": "", @@ -2500,21 +1082,21 @@ "Advance@ThdSchPat": 1.8214285714285714 }, "Mass": { - "Mass": 0.006915167345203424, + "Mass": 0.006915167345203423, "Density": 1000.0, - "Volume": 6.915167345203424E-06, + "Volume": 6.915167345203423E-06, "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578996, - "CenterOfMassY": 1.8129649700672608E-19, - "CenterOfMassZ": 6.167818970331918E-19 + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091826E-19, + "CenterOfMassZ": 6.139783429557683E-19 }, "Box": { - "MinX": 0.38032803127651577, - "MinY": 0.19668678059646064, - "MinZ": 0.023989790802374976, - "MaxX": 0.393328031276516, - "MaxY": 0.2746867805964607, - "MaxZ": 0.03698979080237506 + "MinX": 0.3694480226052252, + "MinY": 0.1966867805964608, + "MinZ": 0.07930048219175719, + "MaxX": 0.3824480226052254, + "MaxY": 0.27468678059646084, + "MaxZ": 0.09230048219175728 }, "Material": { "Material": "", @@ -2524,31 +1106,30 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-1", + "Name": "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BarrelFlange-RD-25d-40.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", "Properties": { - "V4_barrel": {}, - "V3-barrel": {} + "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.07713453476696593, + "Mass": 0.07691341382298011, "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 + "Volume": 7.691341382298012E-05, + "SurfaceArea": 0.025893006650887153, + "CenterOfMassX": -2.0089777679161997E-16, + "CenterOfMassY": 6.05059364148637E-17, + "CenterOfMassZ": 0.008012319104005827 }, "Box": { - "MinX": 0.6328280312764871, - "MinY": 0.1354642787395209, - "MinZ": -0.04751020919761231, - "MaxX": 0.6928280312764872, - "MaxY": 0.20718678059646026, - "MaxZ": 0.008489790802387747 + "MinX": 0.2766851741336255, + "MinY": 0.114520719043327, + "MinZ": -0.07617627075074229, + "MaxX": 0.2936851741336255, + "MaxY": 0.22785284214959362, + "MaxZ": 0.03715585235552432 }, "Material": { "Material": "", @@ -2557,693 +1138,6 @@ "States": {}, "activeConfiguration": null }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.1711867805964608, - "MinZ": -0.07951020919761317, - "MaxX": 0.3958280312764868, - "MaxY": 0.20122678059646093, - "MaxZ": 0.04048979080238698 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.14118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.3958280312764868, - "MaxY": 0.17118678059646092, - "MaxZ": 0.040489790802387 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0636115181737238, - "Density": 2700.0000000000005, - "Volume": 0.00039393019191619395, - "SurfaceArea": 0.0845369187142413, - "CenterOfMassX": 1.0469594467947097E-10, - "CenterOfMassY": -0.0006800258133692375, - "CenterOfMassZ": 1.1066551162534497E-17 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.14118678059646078, - "MinZ": -0.07951020919761319, - "MaxX": 0.3958280312764868, - "MaxY": 0.20122678059646093, - "MaxZ": 0.040489790802387 - }, - "Material": { - "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - }, - "56-D": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 2.6194271820640753, - "Density": 8000.0, - "Volume": 0.0003274283977580094, - "SurfaceArea": 0.4304774674940166, - "CenterOfMassX": -0.00034971743011873895, - "CenterOfMassY": 0.22164168999876363, - "CenterOfMassZ": -5.523508289464409E-07 - }, - "Box": { - "MinX": 0.2733280312764873, - "MinY": 0.2651867805964607, - "MinZ": -0.0995102091976134, - "MaxX": 0.43332803127648833, - "MaxY": 0.6686867805964611, - "MaxZ": 0.06048979080238705 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286711, - "Density": 2700.0, - "Volume": 0.00020508070426987816, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063991953E-06, - "CenterOfMassY": -3.4840413630553055E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.20118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.23118678059646092, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.32394785687765154, - "Density": 999.9999999999999, - "Volume": 0.00032394785687765156, - "SurfaceArea": 0.03112017488164562, - "CenterOfMassX": -1.3856915489170768E-06, - "CenterOfMassY": 0.05673145596285877, - "CenterOfMassZ": 1.2831348390634326E-11 - }, - "Box": { - "MinX": 0.3248280312764865, - "MinY": 0.2026867805964608, - "MinZ": 0.019489790802386928, - "MaxX": 0.3818280312764868, - "MaxY": 0.2596867805964609, - "MaxZ": 0.152489790802387 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286711, - "Density": 2700.0, - "Volume": 0.00020508070426987816, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063991953E-06, - "CenterOfMassY": -3.4840413630553055E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.2305297842952989, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.26118678059646094, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.4931104759839406, - "Density": 1972.4802919236772, - "Volume": 0.0007569710491392401, - "SurfaceArea": 0.1014054048892012, - "CenterOfMassX": 0.024999320741009343, - "CenterOfMassY": -3.02616639615774E-07, - "CenterOfMassZ": -0.0008909194270234708 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.20118678059646078, - "MinZ": -0.07951020919761319, - "MaxX": 0.3958280312764869, - "MaxY": 0.26118678059646094, - "MaxZ": 0.15248979080238706 - }, - "Material": { - "512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "57HS112-1": "", - "57HS112-1 Material Database": "", - "512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648684, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761308, - "MaxX": 0.39582803127648697, - "MaxY": 0.2651867805964609, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795555, - "Density": 8000.0, - "Volume": 4.292780803494444E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.776486855971215E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3758280312764868, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761309, - "MaxX": 0.395828031276487, - "MaxY": 0.2651867805964609, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015770243134720544, - "Density": 1000.0, - "Volume": 1.5770243134720544E-05, - "SurfaceArea": 0.01720781732844841, - "CenterOfMassX": -0.006409230032655696, - "CenterOfMassY": -8.318466998995816E-17, - "CenterOfMassZ": 0.0009999999999999948 - }, - "Box": { - "MinX": 0.32682803127648674, - "MinY": 0.26318678059646083, - "MinZ": -0.1589988953748106, - "MaxX": 0.3798280312764868, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802386936 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.016872287484116805, - "Density": 1000.0000000000001, - "Volume": 1.6872287484116804E-05, - "SurfaceArea": 0.0180495027828003, - "CenterOfMassX": -1.5629608886045125E-17, - "CenterOfMassY": 0.03249999999999991, - "CenterOfMassZ": 0.0009999999999999905 - }, - "Box": { - "MinX": 0.31082803127648684, - "MinY": 0.2611867805964605, - "MinZ": -0.07951020919761313, - "MaxX": 0.3958280312764868, - "MaxY": 0.26318678059646106, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761316, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.040489790802386835 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795556, - "Density": 8000.0, - "Volume": 4.292780803494445E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 7.161869036155994E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761317, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.04048979080238685 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.10132702347474845, - "Density": 2457.71797830788, - "Volume": 4.1228092225826225E-05, - "SurfaceArea": 0.0450687696046337, - "CenterOfMassX": 0.34722010889907945, - "CenterOfMassY": 0.3527572861230664, - "CenterOfMassZ": -0.048195371399738784 - }, - "Box": { - "MinX": 0.31082803127648684, - "MinY": 0.2611867805964605, - "MinZ": -0.15899889537481063, - "MaxX": 0.395828031276487, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802386936 - }, - "Material": { - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "521_HopperSlide_x1_2mm_INOX-1": "", - "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "523_HopperSlideBottom_x1_2mm_INOX-1": "", - "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": { - "Weight": "3784.37" - }, - "Hopper-Feed": { - "Weight": "5277.48" - }, - "Global": { - "Definition": "Real Corsair LL120", - "Part Number": "Real Corsair LL120", - "Nomenclature": "Real Corsair LL120 v3", - "Catalog": "1", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 5.2774761996964825, - "Density": 3473.034351967046, - "Volume": 0.001519557731039269, - "SurfaceArea": 0.6614885607020928, - "CenterOfMassX": 0.0067958967558192935, - "CenterOfMassY": -1.8853760110954002E-07, - "CenterOfMassZ": -0.1757757498085102 - }, - "Box": { - "MinX": 0.27332803127648697, - "MinY": 0.14118678059646073, - "MinZ": -0.15899889537481068, - "MaxX": 0.43332803127648867, - "MaxY": 0.7666867805964612, - "MaxZ": 0.1524897908023871 - }, - "Material": { - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "520_HopperMedium-1": "AISI 304", - "520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "512_HopperStepperMount-1/57HS112-1": "", - "512_HopperStepperMount-1/57HS112-1 Material Database": "", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", - "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", - "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", - "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, { "Name": "Extruder-25D-40-420-SM-1/socket head cap screw_am-3", "Children": null, @@ -3309,21 +1203,21 @@ "Advance@ThdSchPat": 1.8214285714285714 }, "Mass": { - "Mass": 0.006915167345203424, + "Mass": 0.006915167345203423, "Density": 1000.0, - "Volume": 6.915167345203424E-06, + "Volume": 6.915167345203423E-06, "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578996, - "CenterOfMassY": 1.8129649700672608E-19, - "CenterOfMassZ": 6.167818970331918E-19 + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091826E-19, + "CenterOfMassZ": 6.139783429557683E-19 }, "Box": { - "MinX": 0.3133280312764872, - "MinY": 0.19668678059646094, - "MinZ": 0.02398979080238752, - "MaxX": 0.3263280312764873, - "MaxY": 0.27468678059646096, - "MaxZ": 0.03698979080238759 + "MinX": 0.3024480226052246, + "MinY": 0.196686780596461, + "MinZ": 0.0793004821917572, + "MaxX": 0.3154480226052247, + "MaxY": 0.274686780596461, + "MaxZ": 0.09230048219175727 }, "Material": { "Material": "", @@ -3333,7 +1227,7 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-4", + "Name": "Extruder-25D-40-420-SM-1/Heat_band-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", @@ -3352,12 +1246,12 @@ "CenterOfMassZ": -0.0004463403338299257 }, "Box": { - "MinX": 0.4078280312764871, + "MinX": 0.6328280312764827, "MinY": 0.13546427873952097, - "MinZ": -0.04751020919761231, - "MaxX": 0.46782803127648714, + "MinZ": -0.04751020919760898, + "MaxX": 0.6928280312764827, "MaxY": 0.2071867805964603, - "MaxZ": 0.00848979080238774 + "MaxZ": 0.008489790802391078 }, "Material": { "Material": "", @@ -3367,117 +1261,733 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.5578280312764871, - "MinY": 0.1354642787395209, - "MinZ": -0.04751020919761231, - "MaxX": 0.6178280312764871, - "MaxY": 0.20718678059646026, - "MaxZ": 0.008489790802387744 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.4828280312764871, - "MinY": 0.13546427873952097, - "MinZ": -0.04751020919761231, - "MaxX": 0.5428280312764872, - "MaxY": 0.2071867805964603, - "MaxZ": 0.008489790802387744 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1", "Children": [ { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.015770243134720544, + "Density": 1000.0, + "Volume": 1.5770243134720544E-05, + "SurfaceArea": 0.01720781732844841, + "CenterOfMassX": -0.006409230032655696, + "CenterOfMassY": -8.318466998995816E-17, + "CenterOfMassZ": 0.0009999999999999948 + }, + "Box": { + "MinX": 0.3268280312764823, + "MinY": 0.26318678059646083, + "MinZ": -0.15899889537480727, + "MaxX": 0.37982803127648235, + "MaxY": 0.26518678059646095, + "MaxZ": 0.04448979080239027 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.016872287484116805, + "Density": 1000.0000000000001, + "Volume": 1.6872287484116804E-05, + "SurfaceArea": 0.0180495027828003, + "CenterOfMassX": -1.5629608886045125E-17, + "CenterOfMassY": 0.03249999999999991, + "CenterOfMassZ": 0.0009999999999999905 + }, + "Box": { + "MinX": 0.3108280312764824, + "MinY": 0.2611867805964605, + "MinZ": -0.0795102091976098, + "MaxX": 0.39582803127648236, + "MaxY": 0.26318678059646106, + "MaxZ": 0.04048979080239026 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.31082803127648234, + "MinY": 0.26318678059646095, + "MinZ": -0.07951020919760983, + "MaxX": 0.33082803127648247, + "MaxY": 0.26518678059646106, + "MaxZ": 0.040489790802390166 + }, + "Material": { + "Material": "AISI 304", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795555, + "Density": 8000.0, + "Volume": 4.292780803494444E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 6.963156349498217E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.31082803127648234, + "MinY": 0.26318678059646095, + "MinZ": -0.07951020919760984, + "MaxX": 0.33082803127648247, + "MaxY": 0.26518678059646106, + "MaxZ": 0.04048979080239018 + }, + "Material": { + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "", + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.3758280312764824, + "MinY": 0.26318678059646083, + "MinZ": -0.07951020919760975, + "MaxX": 0.39582803127648253, + "MaxY": 0.26518678059646095, + "MaxZ": 0.04048979080239026 + }, + "Material": { + "Material": "AISI 304", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 7.0655234911098E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.37582803127648234, + "MinY": 0.26318678059646083, + "MinZ": -0.07951020919760976, + "MaxX": 0.3958280312764826, + "MaxY": 0.26518678059646095, + "MaxZ": 0.04048979080239028 + }, + "Material": { + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "", + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 + "Default": {} }, + "Equations": {}, "Mass": { - "Mass": 0.09976353783388875, - "Density": 1000.0, - "Volume": 9.976353783388875E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.00018553851435973488, - "CenterOfMassY": 0.00029596015199951877, - "CenterOfMassZ": 0.14504510666018555 + "Mass": 0.10132702347474845, + "Density": 2457.7179783078795, + "Volume": 4.122809222582623E-05, + "SurfaceArea": 0.0450687696046337, + "CenterOfMassX": 0.34722010889907945, + "CenterOfMassY": 0.3527572861230664, + "CenterOfMassZ": -0.048195371399738784 }, "Box": { - "MinX": 0.4128280312764869, - "MinY": 0.12018678059646015, - "MinZ": -0.07809053557819579, - "MaxX": 0.702828031276487, - "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259729455 + "MinX": 0.3108280312764824, + "MinY": 0.26118678059646055, + "MinZ": -0.1589988953748073, + "MaxX": 0.3958280312764826, + "MaxY": 0.265186780596461, + "MaxZ": 0.04448979080239027 + }, + "Material": { + "521_HopperSlide_x1_2mm_INOX-1": "", + "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", + "523_HopperSlideBottom_x1_2mm_INOX-1": "", + "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", + "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", + "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", + "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", + "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", + "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Properties": { + "Default": { + "Weight": "2619.43", + "Surface": "430477.47", + "Total Bounding Box Length": "401.5", + "Total Bounding Box Width": "160", + "Total Bounding Box Thickness": "160", + "Total Bounding Box Volume": "10278400", + "Material": "AISI 304", + "Based On": "520_HopperMedium", + "Thickness": "2", + "IsLaser": "1" + }, + "56-D": { + "Weight": "2619.43", + "Surface": "430477.47", + "Total Bounding Box Length": "401.5", + "Total Bounding Box Width": "160", + "Total Bounding Box Thickness": "160", + "Total Bounding Box Volume": "10278400", + "Material": "AISI 304", + "Based On": "520_HopperMedium", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 2.6194271820640753, + "Density": 8000.0, + "Volume": 0.0003274283977580094, + "SurfaceArea": 0.4304774674940166, + "CenterOfMassX": -0.00034971743011873895, + "CenterOfMassY": 0.22164168999876363, + "CenterOfMassZ": -5.523508289464409E-07 + }, + "Box": { + "MinX": 0.27332803127648286, + "MinY": 0.2651867805964607, + "MinZ": -0.09951020919761007, + "MaxX": 0.4333280312764839, + "MaxY": 0.6686867805964611, + "MaxZ": 0.06048979080239038 + }, + "Material": { + "Material": "AISI 304", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634965406437E-10, + "CenterOfMassY": -2.1338553116673527E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.31082803127648206, + "MinY": 0.1411867805964608, + "MinZ": -0.07951020919760983, + "MaxX": 0.39582803127648236, + "MaxY": 0.17118678059646095, + "MaxZ": 0.04048979080239033 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634965406437E-10, + "CenterOfMassY": -2.1338553116673527E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.31082803127648206, + "MinY": 0.17118678059646084, + "MinZ": -0.07951020919760984, + "MaxX": 0.39582803127648236, + "MaxY": 0.20122678059646096, + "MaxZ": 0.04048979080239031 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.0636115181737236, + "Density": 2700.0, + "Volume": 0.0003939301919161939, + "SurfaceArea": 0.0845369187142413, + "CenterOfMassX": 1.0469594563698672E-10, + "CenterOfMassY": -0.0006800258133692408, + "CenterOfMassZ": 1.0440806227012411E-17 + }, + "Box": { + "MinX": 0.31082803127648206, + "MinY": 0.1411867805964608, + "MinZ": -0.07951020919760986, + "MaxX": 0.39582803127648236, + "MaxY": 0.20122678059646096, + "MaxZ": 0.04048979080239033 + }, + "Material": { + "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", + "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", + "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Properties": { + "Default": {}, + "Bottom": {}, + "Top": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5537179015286707, + "Density": 2700.0, + "Volume": 0.00020508070426987805, + "SurfaceArea": 0.03455291756742032, + "CenterOfMassX": 7.365942063990822E-06, + "CenterOfMassY": -3.4840413654753713E-10, + "CenterOfMassZ": 0.01548433947358179 + }, + "Box": { + "MinX": 0.31082803127648223, + "MinY": 0.23052978429529897, + "MinZ": -0.07951020919760983, + "MaxX": 0.3958280312764824, + "MaxY": 0.261186780596461, + "MaxZ": 0.04048979080239028 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.32394785687765154, + "Density": 999.9999999999999, + "Volume": 0.00032394785687765156, + "SurfaceArea": 0.03112017488164562, + "CenterOfMassX": -1.3856915489170461E-06, + "CenterOfMassY": 0.05673145596285877, + "CenterOfMassZ": 1.2831348298710575E-11 + }, + "Box": { + "MinX": 0.3248280312764821, + "MinY": 0.20268678059646086, + "MinZ": 0.01948979080239026, + "MaxX": 0.38182803127648235, + "MaxY": 0.25968678059646094, + "MaxZ": 0.15248979080239033 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Properties": { + "Default": {}, + "Bottom": {}, + "Top": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5537179015286707, + "Density": 2700.0, + "Volume": 0.00020508070426987805, + "SurfaceArea": 0.03455291756742032, + "CenterOfMassX": 7.365942063990822E-06, + "CenterOfMassY": -3.4840413654753713E-10, + "CenterOfMassZ": 0.01548433947358179 + }, + "Box": { + "MinX": 0.31082803127648223, + "MinY": 0.20118678059646083, + "MinZ": -0.07951020919760983, + "MaxX": 0.3958280312764824, + "MaxY": 0.23118678059646097, + "MaxZ": 0.04048979080239028 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.4931104759839406, + "Density": 1972.4802919236772, + "Volume": 0.0007569710491392401, + "SurfaceArea": 0.1014054048892012, + "CenterOfMassX": 0.024999320741009343, + "CenterOfMassY": -3.0261663961594084E-07, + "CenterOfMassZ": -0.0008909194270234675 + }, + "Box": { + "MinX": 0.31082803127648206, + "MinY": 0.20118678059646083, + "MinZ": -0.07951020919760986, + "MaxX": 0.3958280312764825, + "MaxY": 0.261186780596461, + "MaxZ": 0.1524897908023904 + }, + "Material": { + "512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", + "512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", + "57HS112-1": "", + "57HS112-1 Material Database": "", + "512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", + "512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": { + "Default": { + "Weight": "3784.37" + }, + "Hopper-Feed": { + "Weight": "5277.48" + }, + "Global": { + "Definition": "Real Corsair LL120", + "Part Number": "Real Corsair LL120", + "Nomenclature": "Real Corsair LL120 v3", + "Catalog": "1", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 5.27747619969648, + "Density": 3473.034351967045, + "Volume": 0.0015195577310392688, + "SurfaceArea": 0.6614885607020928, + "CenterOfMassX": 0.006795896755819295, + "CenterOfMassY": -1.8853760110962393E-07, + "CenterOfMassZ": -0.17577574980851018 + }, + "Box": { + "MinX": 0.27332803127648253, + "MinY": 0.14118678059646078, + "MinZ": -0.15899889537480735, + "MaxX": 0.4333280312764842, + "MaxY": 0.7666867805964612, + "MaxZ": 0.15248979080239042 + }, + "Material": { + "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", + "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", + "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", + "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", + "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", + "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", + "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", + "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", + "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "520_HopperMedium-1": "AISI 304", + "520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", + "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", + "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", + "512_HopperStepperMount-1/57HS112-1": "", + "512_HopperStepperMount-1/57HS112-1 Material Database": "", + "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", + "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.04982603057500156, + "Density": 1000.0, + "Volume": 4.982603057500156E-05, + "SurfaceArea": 0.018034273027872468, + "CenterOfMassX": -1.5998744975629193E-16, + "CenterOfMassY": -0.004, + "CenterOfMassZ": 1.4609209897845482E-17 + }, + "Box": { + "MinX": 0.7206851741336255, + "MinY": 0.12118678059646026, + "MinZ": -0.06951020919760903, + "MaxX": 0.7286851741336255, + "MaxY": 0.2211867805964603, + "MaxZ": 0.030489790802391017 }, "Material": { "Material": "", @@ -3486,6 +1996,121 @@ "States": {}, "activeConfiguration": null }, + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": { + "Default": {}, + "Global": { + "Description": "" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.04982603057500153, + "Density": 1000.0, + "Volume": 4.9826030575001536E-05, + "SurfaceArea": 0.018034273027872468, + "CenterOfMassX": -1.596388208837298E-16, + "CenterOfMassY": 0.42400000000000004, + "CenterOfMassZ": 1.517365664389861E-17 + }, + "Box": { + "MinX": 0.7206851741336255, + "MinY": 0.12118678059646026, + "MinZ": -0.06951020919760903, + "MaxX": 0.7286851741336255, + "MaxY": 0.2211867805964603, + "MaxZ": 0.030489790802391017 + }, + "Material": { + "78-24-Blank-1": "", + "78-24-Blank-1 Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/SJ-25-Ex-80-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\SJ-25-Ex-80.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-DualFeed-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\COMPONENTS\\450_HOPPER-MEDIUM\\500_HopperMedium-DualFeed.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/NozzleRotary25-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\700_NozzleRotary\\NozzleRotary25.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", + "Children": [ { "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", "Children": null, @@ -3514,12 +2139,61 @@ "CenterOfMassZ": 1.8920471314668662E-17 }, "Box": { - "MinX": 0.6888280312764871, + "MinX": 0.6888280312764826, "MinY": 0.1213367805964602, - "MinZ": -0.07676262995905953, - "MaxX": 0.7028280312764871, + "MinZ": -0.0767626299590562, + "MaxX": 0.7028280312764826, "MaxY": 0.22103678059646037, - "MaxZ": 0.03774221156383494 + "MaxZ": 0.03774221156383827 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 290.0, + "D1@Boss-Extrude1": 290.0, + "D2@Sketch11": 490.0, + "D1@Sketch44": 390.0, + "D1@LPattern1": 4.142857142857143, + "D3@LPattern2": 58.0 + }, + "Mass": { + "Mass": 0.09976353783388874, + "Density": 1000.0, + "Volume": 9.976353783388874E-05, + "SurfaceArea": 0.2021148400879868, + "CenterOfMassX": 0.00018553851435973057, + "CenterOfMassY": 0.0002959601519995006, + "CenterOfMassZ": 0.14504510666018555 + }, + "Box": { + "MinX": 0.41282803127648243, + "MinY": 0.12018678059646015, + "MinZ": -0.07809053557819245, + "MaxX": 0.7028280312764825, + "MaxY": 0.22218678059646035, + "MaxZ": 0.039379518259732786 }, "Material": { "Material": "", @@ -3556,12 +2230,12 @@ "CenterOfMassZ": 1.8920471314668662E-17 }, "Box": { - "MinX": 0.41282803127648704, + "MinX": 0.4128280312764826, "MinY": 0.12133678059646029, - "MinZ": -0.07676262995905948, - "MaxX": 0.42682803127648705, + "MinZ": -0.07676262995905615, + "MaxX": 0.4268280312764826, "MaxY": 0.2210367805964603, - "MaxZ": 0.03774221156383488 + "MaxZ": 0.03774221156383821 }, "Material": { "Material": "", @@ -3596,21 +2270,21 @@ "D3@LPattern2": 58.0 }, "Mass": { - "Mass": 0.09976353783388875, + "Mass": 0.09976353783388874, "Density": 1000.0, - "Volume": 9.976353783388875E-05, + "Volume": 9.976353783388874E-05, "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.00018553851435973488, - "CenterOfMassY": 0.00029596015199951877, + "CenterOfMassX": 0.00018553851435973057, + "CenterOfMassY": 0.0002959601519995006, "CenterOfMassZ": 0.14504510666018555 }, "Box": { - "MinX": 0.4128280312764869, + "MinX": 0.41282803127648243, "MinY": 0.12018678059646018, - "MinZ": -0.07839993665495416, - "MaxX": 0.702828031276487, + "MinZ": -0.07839993665495083, + "MaxX": 0.7028280312764825, "MaxY": 0.22218678059646038, - "MaxZ": 0.039070117182971084 + "MaxZ": 0.039070117182974415 }, "Material": { "Material": "", @@ -3635,27 +2309,27 @@ "Diameter": 100.0 }, "Mass": { - "Mass": 0.21531879034406357, + "Mass": 0.21531879034406354, "Density": 1000.0, - "Volume": 0.00021531879034406357, + "Volume": 0.00021531879034406354, "SurfaceArea": 0.4373444925141008, "CenterOfMassX": -0.3520417569756665, - "CenterOfMassY": 0.10433472460587363, + "CenterOfMassY": 0.10433472460587365, "CenterOfMassZ": -0.11708122965544293 }, "Box": { - "MinX": 0.4128280312764869, + "MinX": 0.41282803127648243, "MinY": 0.12018678059646015, - "MinZ": -0.07839993665495418, - "MaxX": 0.702828031276487, + "MinZ": -0.07839993665495085, + "MaxX": 0.7028280312764825, "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259729435 + "MaxZ": 0.039379518259732765 }, "Material": { - "362_ShieldSeg_x2_1mm_INOX-5": "", - "362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", "361_Shield_x2_1mm_INOX-3": "", "361_Shield_x2_1mm_INOX-3 Material Database": "", + "362_ShieldSeg_x2_1mm_INOX-5": "", + "362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", "361_Shield_x2_1mm_INOX-2": "", "361_Shield_x2_1mm_INOX-2 Material Database": "", "362_ShieldSeg_x2_1mm_INOX-1": "", @@ -3663,230 +2337,68 @@ }, "States": {}, "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500156, - "Density": 1000.0, - "Volume": 4.982603057500156E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.5998744975629193E-16, - "CenterOfMassY": -0.004, - "CenterOfMassZ": 1.4609209897845482E-17 - }, - "Box": { - "MinX": 0.7817603288423323, - "MinY": 0.1211867805964591, - "MinZ": -0.06951020919761246, - "MaxX": 0.7897603288423323, - "MaxY": 0.22118678059645913, - "MaxZ": 0.030489790802387586 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500156, - "Density": 1000.0, - "Volume": 4.982603057500156E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.5980483463256885E-16, - "CenterOfMassY": 0.42400000000000004, - "CenterOfMassZ": 1.5082349082037067E-17 - }, - "Box": { - "MinX": 0.7817603288423323, - "MinY": 0.1211867805964591, - "MinZ": -0.06951020919761246, - "MaxX": 0.7897603288423323, - "MaxY": 0.22118678059645913, - "MaxZ": 0.030489790802387586 - }, - "Material": { - "78-24-Blank-1": "", - "78-24-Blank-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-DualFeed-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\COMPONENTS\\450_HOPPER-MEDIUM\\500_HopperMedium-DualFeed.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/NozzleRotary25-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\700_NozzleRotary\\NozzleRotary25.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/SJ-25-Ex-80-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\SJ-25-Ex-80.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null } ], "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", "Parent": null, "Properties": { - "Default": {}, - "DualFeed-Nema23-30d": {} + "Default": { + "testx": "2" + }, + "DualFeed-Nema23-30d": {}, + "Global": { + "Catalog": "1", + "IsLaser": "1", + "Configurations": "1" + } }, "Equations": {}, "Mass": { - "Mass": 7.401237721390235, + "Mass": 7.401237721390234, "Density": 2396.193545073439, - "Volume": 0.0030887478753989384, + "Volume": 0.003088747875398938, "SurfaceArea": 1.4654099054546594, - "CenterOfMassX": -0.004903588921308232, - "CenterOfMassY": 0.07211363797755553, - "CenterOfMassZ": -0.12545531519488512 + "CenterOfMassX": -0.004969612038754761, + "CenterOfMassY": 0.07168948540429748, + "CenterOfMassZ": -0.1254553151948851 }, "Box": { - "MinX": 0.14868517413362992, - "MinY": 0.11452071904332689, - "MinZ": -0.15899889537481096, - "MaxX": 0.7897603288423323, + "MinX": 0.14868517413362548, + "MinY": 0.11452071904332695, + "MinZ": -0.15899889537480763, + "MaxX": 0.7428280312764827, "MaxY": 0.7666867805964614, - "MaxZ": 0.15248979080238736 + "MaxZ": 0.1524897908023907 }, "Material": { - "BarrelFlange-RD-25d-40-1": "", - "BarrelFlange-RD-25d-40-1 Material Database": "", - "RD-Screw-25-1": "", - "RD-Screw-25-1 Material Database": "", - "Barrel-25d-40-405-1": "", - "Barrel-25d-40-405-1 Material Database": "", - "BearingHousing-RD-25d-40-1": "", - "BearingHousing-RD-25d-40-1 Material Database": "", + "Heat_band-2": "", + "Heat_band-2 Material Database": "", + "Heat_band-4": "", + "Heat_band-4 Material Database": "", + "Heat_band-3": "", + "Heat_band-3 Material Database": "", "Nozzle-25D-RD-1": "", "Nozzle-25D-RD-1 Material Database": "", + "RD-Screw-25-1": "", + "RD-Screw-25-1 Material Database": "", + "BearingHousing-RD-25d-40-1": "", + "BearingHousing-RD-25d-40-1 Material Database": "", "Motor Flange-1": "Plain Carbon Steel", "Motor Flange-1 Material Database": "SOLIDWORKS Materials", + "Barrel-25d-40-405-1": "", + "Barrel-25d-40-405-1 Material Database": "", "thrust ball bearing3_68_am-1": "", "thrust ball bearing3_68_am-1 Material Database": "", "thrust ball bearing3_68_am-2": "", "thrust ball bearing3_68_am-2 Material Database": "", "socket head cap screw_am-2": "", "socket head cap screw_am-2 Material Database": "", + "BarrelFlange-RD-25d-40-1": "", + "BarrelFlange-RD-25d-40-1 Material Database": "", + "socket head cap screw_am-3": "", + "socket head cap screw_am-3 Material Database": "", "Heat_band-1": "", "Heat_band-1 Material Database": "", - "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "500_HopperMedium-SingleFeed-1/520_HopperMedium-1": "AISI 304", - "500_HopperMedium-SingleFeed-1/520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1": "", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1 Material Database": "", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", @@ -3895,53 +2407,62 @@ "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "socket head cap screw_am-3": "", - "socket head cap screw_am-3 Material Database": "", - "Heat_band-4": "", - "Heat_band-4 Material Database": "", - "Heat_band-2": "", - "Heat_band-2 Material Database": "", - "Heat_band-3": "", - "Heat_band-3 Material Database": "", - "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5": "", - "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", + "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", + "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", + "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "500_HopperMedium-SingleFeed-1/520_HopperMedium-1": "AISI 304", + "500_HopperMedium-SingleFeed-1/520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", + "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", + "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", + "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", + "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", + "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", + "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1": "", + "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1 Material Database": "", + "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", + "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "FlangeAssembly-100-M30-1/78-24-Blank-1": "", + "FlangeAssembly-100-M30-1/78-24-Blank-1 Material Database": "", "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3": "", "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3 Material Database": "", + "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5": "", + "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2": "", "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2 Material Database": "", "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1": "", - "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1 Material Database": "", - "FlangeAssembly-100-M30-1/78-24-Blank-1": "", - "FlangeAssembly-100-M30-1/78-24-Blank-1 Material Database": "" + "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1 Material Database": "" }, "States": {}, "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1", + "Name": "Extruder-25D-40-420-SM-1/Heat_band-2", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BarrelFlange-RD-25d-40.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", "Parent": null, "Properties": { - "Default": {} + "V4_barrel": {}, + "V3-barrel": {} }, "Equations": {}, "Mass": { - "Mass": 0.07691341382298011, + "Mass": 0.07713453476696593, "Density": 1000.0, - "Volume": 7.691341382298012E-05, - "SurfaceArea": 0.025893006650887153, - "CenterOfMassX": -2.0089777679161997E-16, - "CenterOfMassY": 6.05059364148637E-17, - "CenterOfMassZ": 0.008012319104005827 + "Volume": 7.713453476696592E-05, + "SurfaceArea": 0.023314900608263037, + "CenterOfMassX": -4.631702093426843E-05, + "CenterOfMassY": -0.0006754052178428955, + "CenterOfMassZ": -0.0004463403338299257 }, "Box": { - "MinX": 0.2766851741336299, - "MinY": 0.11452071904332697, - "MinZ": -0.07617627075074562, - "MaxX": 0.29368517413362993, - "MaxY": 0.2278528421495936, - "MaxZ": 0.03715585235552099 + "MinX": 0.5578280312764826, + "MinY": 0.13546427873952097, + "MinZ": -0.04751020919760898, + "MaxX": 0.6178280312764827, + "MaxY": 0.2071867805964603, + "MaxZ": 0.008489790802391074 }, "Material": { "Material": "", @@ -3951,30 +2472,31 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", + "Name": "Extruder-25D-40-420-SM-1/Heat_band-4", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", "Parent": null, "Properties": { - "Default": {} + "V4_barrel": {}, + "V3-barrel": {} }, "Equations": {}, "Mass": { - "Mass": 0.27013002103350514, - "Density": 1000.0000000000001, - "Volume": 0.0002701300210335051, - "SurfaceArea": 0.04469383254337783, - "CenterOfMassX": -1.7794808430685074E-19, - "CenterOfMassY": 0.13749086967074003, - "CenterOfMassZ": 4.1316972974928486E-19 + "Mass": 0.07713453476696593, + "Density": 1000.0, + "Volume": 7.713453476696592E-05, + "SurfaceArea": 0.023314900608263037, + "CenterOfMassX": -4.631702093426843E-05, + "CenterOfMassY": -0.0006754052178428955, + "CenterOfMassZ": -0.0004463403338299257 }, "Box": { - "MinX": 0.14868517413362992, - "MinY": 0.15868678059646027, - "MinZ": -0.03201020919761233, - "MaxX": 0.7026851741336299, - "MaxY": 0.1836867805964603, - "MaxZ": -0.007010209197612291 + "MinX": 0.40782803127648265, + "MinY": 0.13546427873952097, + "MinZ": -0.04751020919760898, + "MaxX": 0.4678280312764827, + "MaxY": 0.2071867805964603, + "MaxZ": 0.00848979080239107 }, "Material": { "Material": "", @@ -3984,63 +2506,31 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", + "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", "Parent": null, "Properties": { - "Default": {} + "V4_barrel": {}, + "V3-barrel": {} }, "Equations": {}, "Mass": { - "Mass": 0.33598155332897933, + "Mass": 0.07713453476696593, "Density": 1000.0, - "Volume": 0.0003359815533289793, - "SurfaceArea": 0.0938247865968353, - "CenterOfMassX": -5.192320514591375E-18, - "CenterOfMassY": 0.18936060420872308, - "CenterOfMassZ": -2.4410553770589605E-18 + "Volume": 7.713453476696592E-05, + "SurfaceArea": 0.023314900608263037, + "CenterOfMassX": -4.631702093426843E-05, + "CenterOfMassY": -0.0006754052178428955, + "CenterOfMassZ": -0.0004463403338299257 }, "Box": { - "MinX": 0.2836851741336299, - "MinY": 0.13918678059646025, - "MinZ": -0.05151020919761233, - "MaxX": 0.7078280312764871, - "MaxY": 0.2031867805964603, - "MaxZ": 0.012489790802387712 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.14495936822194025, - "Density": 1000.0, - "Volume": 0.00014495936822194025, - "SurfaceArea": 0.035148138608362633, - "CenterOfMassX": -0.03224582460311325, - "CenterOfMassY": -0.06272860627926861, - "CenterOfMassZ": 0.017966429716960695 - }, - "Box": { - "MinX": 0.2246851741336299, - "MinY": 0.12118678059646024, - "MinZ": -0.06951020919761235, - "MaxX": 0.2766851741336299, - "MaxY": 0.22118678059646033, - "MaxZ": 0.030489790802387715 + "MinX": 0.48282803127648266, + "MinY": 0.13546427873952097, + "MinZ": -0.04751020919760898, + "MaxX": 0.5428280312764827, + "MaxY": 0.2071867805964603, + "MaxZ": 0.008489790802391074 }, "Material": { "Material": "", @@ -4068,12 +2558,78 @@ "CenterOfMassZ": 1.3468395146904832E-18 }, "Box": { - "MinX": 0.6908280312764871, - "MinY": 0.15386627252077145, - "MinZ": -0.0345102091976123, - "MaxX": 0.7428280312764871, + "MinX": 0.6908280312764826, + "MinY": 0.1538662725207715, + "MinZ": -0.03451020919760897, + "MaxX": 0.7428280312764827, "MaxY": 0.18850728867214905, - "MaxZ": -0.004510209197612277 + "MaxZ": -0.004510209197608946 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.27013002103350514, + "Density": 1000.0000000000001, + "Volume": 0.0002701300210335051, + "SurfaceArea": 0.04469383254337783, + "CenterOfMassX": -1.7794808430685074E-19, + "CenterOfMassY": 0.13749086967074003, + "CenterOfMassZ": 4.1316972974928486E-19 + }, + "Box": { + "MinX": 0.14868517413362548, + "MinY": 0.1586867805964603, + "MinZ": -0.032010209197608996, + "MaxX": 0.7026851741336254, + "MaxY": 0.18368678059646032, + "MaxZ": -0.00701020919760896 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.14495936822194025, + "Density": 1000.0, + "Volume": 0.00014495936822194025, + "SurfaceArea": 0.035148138608362633, + "CenterOfMassX": -0.03224582460311325, + "CenterOfMassY": -0.06272860627926861, + "CenterOfMassZ": 0.017966429716960695 + }, + "Box": { + "MinX": 0.22468517413362546, + "MinY": 0.12118678059646026, + "MinZ": -0.06951020919760902, + "MaxX": 0.2766851741336255, + "MaxY": 0.22118678059646035, + "MaxZ": 0.030489790802391045 }, "Material": { "Material": "", @@ -4101,12 +2657,12 @@ "CenterOfMassZ": 0.0063564186560368325 }, "Box": { - "MinX": 0.21468517413362992, - "MinY": 0.11618678059646026, - "MinZ": -0.07451020919761234, - "MaxX": 0.22668517413362993, - "MaxY": 0.2261867805964603, - "MaxZ": 0.0354897908023877 + "MinX": 0.21468517413362548, + "MinY": 0.11618678059646029, + "MinZ": -0.074510209197609, + "MaxX": 0.2266851741336255, + "MaxY": 0.22618678059646033, + "MaxZ": 0.03548979080239103 }, "Material": { "Material": "Plain Carbon Steel", @@ -4115,6 +2671,39 @@ "States": {}, "activeConfiguration": null }, + { + "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.33598155332897933, + "Density": 1000.0, + "Volume": 0.0003359815533289793, + "SurfaceArea": 0.0938247865968353, + "CenterOfMassX": -5.192320514591375E-18, + "CenterOfMassY": 0.18936060420872308, + "CenterOfMassZ": -2.4410553770589605E-18 + }, + "Box": { + "MinX": 0.2836851741336255, + "MinY": 0.13918678059646028, + "MinZ": -0.051510209197609, + "MaxX": 0.7078280312764826, + "MaxY": 0.20318678059646034, + "MaxZ": 0.012489790802391043 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, { "Name": "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-1", "Children": null, @@ -4146,16 +2735,16 @@ "Volume": 2.4467927188756787E-05, "SurfaceArea": 0.009628248022285587, "CenterOfMassX": -9.11549827578745E-06, - "CenterOfMassY": 5.732755986365986E-20, + "CenterOfMassY": 5.732755986365985E-20, "CenterOfMassZ": -1.909795902023743E-18 }, "Box": { - "MinX": 0.24168517413362994, - "MinY": 0.13618756489597422, - "MinZ": -0.05450942489809836, - "MaxX": 0.25968517413362996, + "MinX": 0.2416851741336255, + "MinY": 0.13618756489597428, + "MinZ": -0.05450942489809503, + "MaxX": 0.2596851741336255, "MaxY": 0.20618599629694634, - "MaxZ": 0.015489006502873725 + "MaxZ": 0.015489006502877056 }, "Material": { "Material": "", @@ -4195,16 +2784,16 @@ "Volume": 2.4467927188756787E-05, "SurfaceArea": 0.009628248022285587, "CenterOfMassX": -9.11549827578745E-06, - "CenterOfMassY": 5.732755986365986E-20, + "CenterOfMassY": 5.732755986365985E-20, "CenterOfMassZ": -1.909795902023743E-18 }, "Box": { - "MinX": 0.2596851741336299, - "MinY": 0.13458488225599574, - "MinZ": -0.05611210753807684, - "MaxX": 0.2776851741336299, + "MinX": 0.25968517413362546, + "MinY": 0.1345848822559958, + "MinZ": -0.05611210753807351, + "MaxX": 0.2776851741336255, "MaxY": 0.20778867893692482, - "MaxZ": 0.01709168914285221 + "MaxZ": 0.01709168914285554 }, "Material": { "Material": "", @@ -4278,21 +2867,21 @@ "Advance@ThdSchPat": 1.8214285714285714 }, "Mass": { - "Mass": 0.006915167345203424, + "Mass": 0.006915167345203423, "Density": 1000.0, - "Volume": 6.915167345203424E-06, + "Volume": 6.915167345203423E-06, "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578996, - "CenterOfMassY": 1.8129649700672608E-19, - "CenterOfMassZ": 6.167818970331918E-19 + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091826E-19, + "CenterOfMassZ": 6.139783429557683E-19 }, "Box": { - "MinX": 0.38032803127651577, - "MinY": 0.19668678059646064, - "MinZ": 0.023989790802374976, - "MaxX": 0.393328031276516, - "MaxY": 0.2746867805964607, - "MaxZ": 0.03698979080237506 + "MinX": 0.3694480226052252, + "MinY": 0.1966867805964608, + "MinZ": 0.07930048219175719, + "MaxX": 0.3824480226052254, + "MaxY": 0.27468678059646084, + "MaxZ": 0.09230048219175728 }, "Material": { "Material": "", @@ -4302,31 +2891,30 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-1", + "Name": "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BarrelFlange-RD-25d-40.SLDPRT", "Parent": null, "Properties": { - "V4_barrel": {}, - "V3-barrel": {} + "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.07713453476696593, + "Mass": 0.07691341382298011, "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 + "Volume": 7.691341382298012E-05, + "SurfaceArea": 0.025893006650887153, + "CenterOfMassX": -2.0089777679161997E-16, + "CenterOfMassY": 6.05059364148637E-17, + "CenterOfMassZ": 0.008012319104005827 }, "Box": { - "MinX": 0.6328280312764871, - "MinY": 0.1354642787395209, - "MinZ": -0.04751020919761231, - "MaxX": 0.6928280312764872, - "MaxY": 0.20718678059646026, - "MaxZ": 0.008489790802387747 + "MinX": 0.2766851741336255, + "MinY": 0.114520719043327, + "MinZ": -0.07617627075074229, + "MaxX": 0.2936851741336255, + "MaxY": 0.22785284214959362, + "MaxZ": 0.03715585235552432 }, "Material": { "Material": "", @@ -4335,1889 +2923,6 @@ "States": {}, "activeConfiguration": null }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.1711867805964608, - "MinZ": -0.07951020919761317, - "MaxX": 0.3958280312764868, - "MaxY": 0.20122678059646093, - "MaxZ": 0.04048979080238698 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.14118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.3958280312764868, - "MaxY": 0.17118678059646092, - "MaxZ": 0.040489790802387 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0636115181737238, - "Density": 2700.0000000000005, - "Volume": 0.00039393019191619395, - "SurfaceArea": 0.0845369187142413, - "CenterOfMassX": 1.046959450154414E-10, - "CenterOfMassY": -0.0006800258133692375, - "CenterOfMassZ": 1.1062351532094752E-17 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.14118678059646078, - "MinZ": -0.07951020919761319, - "MaxX": 0.3958280312764868, - "MaxY": 0.20122678059646093, - "MaxZ": 0.040489790802387 - }, - "Material": { - "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - }, - "56-D": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 2.6194271820640753, - "Density": 8000.0, - "Volume": 0.0003274283977580094, - "SurfaceArea": 0.4304774674940166, - "CenterOfMassX": -0.00034971743011873895, - "CenterOfMassY": 0.22164168999876363, - "CenterOfMassZ": -5.523508289464409E-07 - }, - "Box": { - "MinX": 0.2733280312764873, - "MinY": 0.2651867805964607, - "MinZ": -0.0995102091976134, - "MaxX": 0.43332803127648833, - "MaxY": 0.6686867805964611, - "MaxZ": 0.06048979080238705 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286711, - "Density": 2700.0, - "Volume": 0.00020508070426987816, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063991953E-06, - "CenterOfMassY": -3.4840413630553055E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.20118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.23118678059646092, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.32394785687765154, - "Density": 999.9999999999999, - "Volume": 0.00032394785687765156, - "SurfaceArea": 0.03112017488164562, - "CenterOfMassX": -1.3856915489170768E-06, - "CenterOfMassY": 0.05673145596285877, - "CenterOfMassZ": 1.2831348390634326E-11 - }, - "Box": { - "MinX": 0.3248280312764865, - "MinY": 0.2026867805964608, - "MinZ": 0.019489790802386928, - "MaxX": 0.3818280312764868, - "MaxY": 0.2596867805964609, - "MaxZ": 0.152489790802387 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286711, - "Density": 2700.0, - "Volume": 0.00020508070426987816, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063991953E-06, - "CenterOfMassY": -3.4840413630553055E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.2305297842952989, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.26118678059646094, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.493110475983941, - "Density": 1972.4802919236772, - "Volume": 0.0007569710491392404, - "SurfaceArea": 0.1014054048892012, - "CenterOfMassX": 0.024999320741009343, - "CenterOfMassY": -3.0261663961573586E-07, - "CenterOfMassZ": -0.0008909194270234674 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.20118678059646078, - "MinZ": -0.07951020919761319, - "MaxX": 0.3958280312764869, - "MaxY": 0.26118678059646094, - "MaxZ": 0.15248979080238706 - }, - "Material": { - "512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "57HS112-1": "", - "57HS112-1 Material Database": "", - "512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648684, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761308, - "MaxX": 0.39582803127648697, - "MaxY": 0.2651867805964609, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.583795765878825E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3758280312764868, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761309, - "MaxX": 0.395828031276487, - "MaxY": 0.2651867805964609, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015770243134720544, - "Density": 1000.0, - "Volume": 1.5770243134720544E-05, - "SurfaceArea": 0.01720781732844841, - "CenterOfMassX": -0.006409230032655696, - "CenterOfMassY": -8.318466998995816E-17, - "CenterOfMassZ": 0.0009999999999999948 - }, - "Box": { - "MinX": 0.32682803127648674, - "MinY": 0.26318678059646083, - "MinZ": -0.1589988953748106, - "MaxX": 0.3798280312764868, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802386936 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.016872287484116805, - "Density": 1000.0000000000001, - "Volume": 1.6872287484116804E-05, - "SurfaceArea": 0.0180495027828003, - "CenterOfMassX": -1.5629608886045125E-17, - "CenterOfMassY": 0.03249999999999991, - "CenterOfMassZ": 0.0009999999999999905 - }, - "Box": { - "MinX": 0.31082803127648684, - "MinY": 0.2611867805964605, - "MinZ": -0.07951020919761313, - "MaxX": 0.3958280312764868, - "MaxY": 0.26318678059646106, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761316, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.040489790802386835 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.909376950555463E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761317, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.04048979080238685 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.10132702347474842, - "Density": 2457.717978307879, - "Volume": 4.1228092225826225E-05, - "SurfaceArea": 0.0450687696046337, - "CenterOfMassX": 0.3472201088990795, - "CenterOfMassY": 0.35275728612306634, - "CenterOfMassZ": -0.048195371399738784 - }, - "Box": { - "MinX": 0.31082803127648684, - "MinY": 0.2611867805964605, - "MinZ": -0.15899889537481063, - "MaxX": 0.395828031276487, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802386936 - }, - "Material": { - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "521_HopperSlide_x1_2mm_INOX-1": "", - "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "523_HopperSlideBottom_x1_2mm_INOX-1": "", - "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Parent": null, - "Properties": { - "Default": { - "Weight": "3784.37" - }, - "Hopper-Feed": { - "Weight": "5277.48" - }, - "Global": { - "Definition": "Real Corsair LL120", - "Part Number": "Real Corsair LL120", - "Nomenclature": "Real Corsair LL120 v3", - "Catalog": "1", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 5.277476199696481, - "Density": 3473.034351967045, - "Volume": 0.001519557731039269, - "SurfaceArea": 0.6614885607020928, - "CenterOfMassX": 0.006795896755819295, - "CenterOfMassY": -1.8853760110940026E-07, - "CenterOfMassZ": -0.17577574980851016 - }, - "Box": { - "MinX": 0.27332803127648697, - "MinY": 0.14118678059646073, - "MinZ": -0.15899889537481068, - "MaxX": 0.43332803127648867, - "MaxY": 0.7666867805964612, - "MaxZ": 0.1524897908023871 - }, - "Material": { - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "520_HopperMedium-1": "AISI 304", - "520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "512_HopperStepperMount-1/57HS112-1": "", - "512_HopperStepperMount-1/57HS112-1 Material Database": "", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", - "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", - "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", - "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.1711867805964608, - "MinZ": -0.07951020919761317, - "MaxX": 0.3958280312764868, - "MaxY": 0.20122678059646093, - "MaxZ": 0.04048979080238698 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.14118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.3958280312764868, - "MaxY": 0.17118678059646092, - "MaxZ": 0.040489790802387 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0636115181737238, - "Density": 2700.0000000000005, - "Volume": 0.00039393019191619395, - "SurfaceArea": 0.0845369187142413, - "CenterOfMassX": 1.0469594533776304E-10, - "CenterOfMassY": -0.0006800258133692375, - "CenterOfMassZ": 1.126340883939757E-17 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.14118678059646078, - "MinZ": -0.07951020919761319, - "MaxX": 0.3958280312764868, - "MaxY": 0.20122678059646093, - "MaxZ": 0.040489790802387 - }, - "Material": { - "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.1711867805964608, - "MinZ": -0.07951020919761317, - "MaxX": 0.3958280312764868, - "MaxY": 0.20122678059646093, - "MaxZ": 0.04048979080238698 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.14118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.3958280312764868, - "MaxY": 0.17118678059646092, - "MaxZ": 0.040489790802387 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", - "Parent": null, - "Properties": { - "Default": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - }, - "56-D": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 2.6194271820640753, - "Density": 8000.0, - "Volume": 0.0003274283977580094, - "SurfaceArea": 0.4304774674940166, - "CenterOfMassX": -0.00034971743011873895, - "CenterOfMassY": 0.22164168999876363, - "CenterOfMassZ": -5.523508289464409E-07 - }, - "Box": { - "MinX": 0.2733280312764873, - "MinY": 0.2651867805964607, - "MinZ": -0.0995102091976134, - "MaxX": 0.43332803127648833, - "MaxY": 0.6686867805964611, - "MaxZ": 0.06048979080238705 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286711, - "Density": 2700.0, - "Volume": 0.00020508070426987816, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063991953E-06, - "CenterOfMassY": -3.4840413630553055E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.20118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.23118678059646092, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.32394785687765154, - "Density": 999.9999999999999, - "Volume": 0.00032394785687765156, - "SurfaceArea": 0.03112017488164562, - "CenterOfMassX": -1.3856915489170768E-06, - "CenterOfMassY": 0.05673145596285877, - "CenterOfMassZ": 1.2831348390634326E-11 - }, - "Box": { - "MinX": 0.3248280312764865, - "MinY": 0.2026867805964608, - "MinZ": 0.019489790802386928, - "MaxX": 0.3818280312764868, - "MaxY": 0.2596867805964609, - "MaxZ": 0.152489790802387 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286711, - "Density": 2700.0, - "Volume": 0.00020508070426987816, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063991953E-06, - "CenterOfMassY": -3.4840413630553055E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.2305297842952989, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.26118678059646094, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.4931104759839404, - "Density": 1972.480291923677, - "Volume": 0.0007569710491392401, - "SurfaceArea": 0.1014054048892012, - "CenterOfMassX": 0.024999320741009343, - "CenterOfMassY": -3.026166396156087E-07, - "CenterOfMassZ": -0.0008909194270234698 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.20118678059646078, - "MinZ": -0.07951020919761319, - "MaxX": 0.3958280312764869, - "MaxY": 0.26118678059646094, - "MaxZ": 0.15248979080238706 - }, - "Material": { - "512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "57HS112-1": "", - "57HS112-1 Material Database": "", - "512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286711, - "Density": 2700.0, - "Volume": 0.00020508070426987816, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063991953E-06, - "CenterOfMassY": -3.4840413630553055E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.20118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.23118678059646092, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.32394785687765154, - "Density": 999.9999999999999, - "Volume": 0.00032394785687765156, - "SurfaceArea": 0.03112017488164562, - "CenterOfMassX": -1.3856915489170768E-06, - "CenterOfMassY": 0.05673145596285877, - "CenterOfMassZ": 1.2831348390634326E-11 - }, - "Box": { - "MinX": 0.3248280312764865, - "MinY": 0.2026867805964608, - "MinZ": 0.019489790802386928, - "MaxX": 0.3818280312764868, - "MaxY": 0.2596867805964609, - "MaxZ": 0.152489790802387 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286711, - "Density": 2700.0, - "Volume": 0.00020508070426987816, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063991953E-06, - "CenterOfMassY": -3.4840413630553055E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.2305297842952989, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.26118678059646094, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648684, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761308, - "MaxX": 0.39582803127648697, - "MaxY": 0.2651867805964609, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.198413585694047E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3758280312764868, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761309, - "MaxX": 0.395828031276487, - "MaxY": 0.2651867805964609, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015770243134720544, - "Density": 1000.0, - "Volume": 1.5770243134720544E-05, - "SurfaceArea": 0.01720781732844841, - "CenterOfMassX": -0.006409230032655696, - "CenterOfMassY": -8.318466998995816E-17, - "CenterOfMassZ": 0.0009999999999999948 - }, - "Box": { - "MinX": 0.32682803127648674, - "MinY": 0.26318678059646083, - "MinZ": -0.1589988953748106, - "MaxX": 0.3798280312764868, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802386936 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.016872287484116805, - "Density": 1000.0000000000001, - "Volume": 1.6872287484116804E-05, - "SurfaceArea": 0.0180495027828003, - "CenterOfMassX": -1.5629608886045125E-17, - "CenterOfMassY": 0.03249999999999991, - "CenterOfMassZ": 0.0009999999999999905 - }, - "Box": { - "MinX": 0.31082803127648684, - "MinY": 0.2611867805964605, - "MinZ": -0.07951020919761313, - "MaxX": 0.3958280312764868, - "MaxY": 0.26318678059646106, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761316, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.040489790802386835 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795555, - "Density": 8000.0, - "Volume": 4.292780803494444E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.198413585694047E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761317, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.04048979080238685 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.10132702347474845, - "Density": 2457.71797830788, - "Volume": 4.1228092225826225E-05, - "SurfaceArea": 0.0450687696046337, - "CenterOfMassX": 0.34722010889907945, - "CenterOfMassY": 0.3527572861230664, - "CenterOfMassZ": -0.048195371399738784 - }, - "Box": { - "MinX": 0.31082803127648684, - "MinY": 0.2611867805964605, - "MinZ": -0.15899889537481063, - "MaxX": 0.395828031276487, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802386936 - }, - "Material": { - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "521_HopperSlide_x1_2mm_INOX-1": "", - "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "523_HopperSlideBottom_x1_2mm_INOX-1": "", - "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648684, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761308, - "MaxX": 0.39582803127648697, - "MaxY": 0.2651867805964609, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795555, - "Density": 8000.0, - "Volume": 4.292780803494444E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.102068040647852E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3758280312764868, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761309, - "MaxX": 0.395828031276487, - "MaxY": 0.2651867805964609, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648684, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761308, - "MaxX": 0.39582803127648697, - "MaxY": 0.2651867805964609, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015770243134720544, - "Density": 1000.0, - "Volume": 1.5770243134720544E-05, - "SurfaceArea": 0.01720781732844841, - "CenterOfMassX": -0.006409230032655696, - "CenterOfMassY": -8.318466998995816E-17, - "CenterOfMassZ": 0.0009999999999999948 - }, - "Box": { - "MinX": 0.32682803127648674, - "MinY": 0.26318678059646083, - "MinZ": -0.1589988953748106, - "MaxX": 0.3798280312764868, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802386936 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.016872287484116805, - "Density": 1000.0000000000001, - "Volume": 1.6872287484116804E-05, - "SurfaceArea": 0.0180495027828003, - "CenterOfMassX": -1.5629608886045125E-17, - "CenterOfMassY": 0.03249999999999991, - "CenterOfMassZ": 0.0009999999999999905 - }, - "Box": { - "MinX": 0.31082803127648684, - "MinY": 0.2611867805964605, - "MinZ": -0.07951020919761313, - "MaxX": 0.3958280312764868, - "MaxY": 0.26318678059646106, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761316, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.040489790802386835 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795555, - "Density": 8000.0, - "Volume": 4.292780803494444E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.8728324010174095E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761317, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.04048979080238685 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761316, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.040489790802386835 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, { "Name": "Extruder-25D-40-420-SM-1/socket head cap screw_am-3", "Children": null, @@ -6283,21 +2988,21 @@ "Advance@ThdSchPat": 1.8214285714285714 }, "Mass": { - "Mass": 0.006915167345203424, + "Mass": 0.006915167345203423, "Density": 1000.0, - "Volume": 6.915167345203424E-06, + "Volume": 6.915167345203423E-06, "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578996, - "CenterOfMassY": 1.8129649700672608E-19, - "CenterOfMassZ": 6.167818970331918E-19 + "CenterOfMassX": 0.023156168115578992, + "CenterOfMassY": 1.8036197898091826E-19, + "CenterOfMassZ": 6.139783429557683E-19 }, "Box": { - "MinX": 0.3133280312764872, - "MinY": 0.19668678059646094, - "MinZ": 0.02398979080238752, - "MaxX": 0.3263280312764873, - "MaxY": 0.27468678059646096, - "MaxZ": 0.03698979080238759 + "MinX": 0.3024480226052246, + "MinY": 0.196686780596461, + "MinZ": 0.0793004821917572, + "MaxX": 0.3154480226052247, + "MaxY": 0.274686780596461, + "MaxZ": 0.09230048219175727 }, "Material": { "Material": "", @@ -6307,7 +3012,7 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-4", + "Name": "Extruder-25D-40-420-SM-1/Heat_band-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", "Parent": null, @@ -6326,12 +3031,12 @@ "CenterOfMassZ": -0.0004463403338299257 }, "Box": { - "MinX": 0.4078280312764871, + "MinX": 0.6328280312764827, "MinY": 0.13546427873952097, - "MinZ": -0.04751020919761231, - "MaxX": 0.46782803127648714, + "MinZ": -0.04751020919760898, + "MaxX": 0.6928280312764827, "MaxY": 0.2071867805964603, - "MaxZ": 0.00848979080238774 + "MaxZ": 0.008489790802391078 }, "Material": { "Material": "", @@ -6341,117 +3046,720 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": null, - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.5578280312764871, - "MinY": 0.1354642787395209, - "MinZ": -0.04751020919761231, - "MaxX": 0.6178280312764871, - "MaxY": 0.20718678059646026, - "MaxZ": 0.008489790802387744 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": null, - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.4828280312764871, - "MinY": 0.13546427873952097, - "MinZ": -0.04751020919761231, - "MaxX": 0.5428280312764872, - "MaxY": 0.2071867805964603, - "MaxZ": 0.008489790802387744 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1", "Children": [ { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.015770243134720544, + "Density": 1000.0, + "Volume": 1.5770243134720544E-05, + "SurfaceArea": 0.01720781732844841, + "CenterOfMassX": -0.006409230032655696, + "CenterOfMassY": -8.318466998995816E-17, + "CenterOfMassZ": 0.0009999999999999948 + }, + "Box": { + "MinX": 0.3268280312764823, + "MinY": 0.26318678059646083, + "MinZ": -0.15899889537480727, + "MaxX": 0.37982803127648235, + "MaxY": 0.26518678059646095, + "MaxZ": 0.04448979080239027 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.016872287484116805, + "Density": 1000.0000000000001, + "Volume": 1.6872287484116804E-05, + "SurfaceArea": 0.0180495027828003, + "CenterOfMassX": -1.5629608886045125E-17, + "CenterOfMassY": 0.03249999999999991, + "CenterOfMassZ": 0.0009999999999999905 + }, + "Box": { + "MinX": 0.3108280312764824, + "MinY": 0.2611867805964605, + "MinZ": -0.0795102091976098, + "MaxX": 0.39582803127648236, + "MaxY": 0.26318678059646106, + "MaxZ": 0.04048979080239026 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.31082803127648234, + "MinY": 0.26318678059646095, + "MinZ": -0.07951020919760983, + "MaxX": 0.33082803127648247, + "MaxY": 0.26518678059646106, + "MaxZ": 0.040489790802390166 + }, + "Material": { + "Material": "AISI 304", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795555, + "Density": 8000.0, + "Volume": 4.292780803494444E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 6.487450220832631E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.31082803127648234, + "MinY": 0.26318678059646095, + "MinZ": -0.07951020919760984, + "MaxX": 0.33082803127648247, + "MaxY": 0.26518678059646106, + "MaxZ": 0.04048979080239018 + }, + "Material": { + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "", + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.3758280312764824, + "MinY": 0.26318678059646083, + "MinZ": -0.07951020919760975, + "MaxX": 0.39582803127648253, + "MaxY": 0.26518678059646095, + "MaxZ": 0.04048979080239026 + }, + "Material": { + "Material": "AISI 304", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795556, + "Density": 8000.0, + "Volume": 4.292780803494445E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 6.776486855971215E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.37582803127648234, + "MinY": 0.26318678059646083, + "MinZ": -0.07951020919760976, + "MaxX": 0.3958280312764826, + "MaxY": 0.26518678059646095, + "MaxZ": 0.04048979080239028 + }, + "Material": { + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "", + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 + "Default": {} }, + "Equations": {}, "Mass": { - "Mass": 0.09976353783388875, - "Density": 1000.0, - "Volume": 9.976353783388875E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.00018553851435973488, - "CenterOfMassY": 0.00029596015199951877, - "CenterOfMassZ": 0.14504510666018555 + "Mass": 0.10132702347474845, + "Density": 2457.71797830788, + "Volume": 4.1228092225826225E-05, + "SurfaceArea": 0.0450687696046337, + "CenterOfMassX": 0.34722010889907945, + "CenterOfMassY": 0.3527572861230664, + "CenterOfMassZ": -0.048195371399738784 }, "Box": { - "MinX": 0.4128280312764869, - "MinY": 0.12018678059646015, - "MinZ": -0.07809053557819579, - "MaxX": 0.702828031276487, - "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259729455 + "MinX": 0.3108280312764824, + "MinY": 0.26118678059646055, + "MinZ": -0.1589988953748073, + "MaxX": 0.3958280312764826, + "MaxY": 0.265186780596461, + "MaxZ": 0.04448979080239027 + }, + "Material": { + "521_HopperSlide_x1_2mm_INOX-1": "", + "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", + "523_HopperSlideBottom_x1_2mm_INOX-1": "", + "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", + "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", + "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", + "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", + "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", + "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Properties": { + "Default": { + "Weight": "2619.43", + "Surface": "430477.47", + "Total Bounding Box Length": "401.5", + "Total Bounding Box Width": "160", + "Total Bounding Box Thickness": "160", + "Total Bounding Box Volume": "10278400", + "Material": "AISI 304", + "Based On": "520_HopperMedium", + "Thickness": "2", + "IsLaser": "1" + }, + "56-D": { + "Weight": "2619.43", + "Surface": "430477.47", + "Total Bounding Box Length": "401.5", + "Total Bounding Box Width": "160", + "Total Bounding Box Thickness": "160", + "Total Bounding Box Volume": "10278400", + "Material": "AISI 304", + "Based On": "520_HopperMedium", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 2.6194271820640753, + "Density": 8000.0, + "Volume": 0.0003274283977580094, + "SurfaceArea": 0.4304774674940166, + "CenterOfMassX": -0.00034971743011873895, + "CenterOfMassY": 0.22164168999876363, + "CenterOfMassZ": -5.523508289464409E-07 + }, + "Box": { + "MinX": 0.27332803127648286, + "MinY": 0.2651867805964607, + "MinZ": -0.09951020919761007, + "MaxX": 0.4333280312764839, + "MaxY": 0.6686867805964611, + "MaxZ": 0.06048979080239038 + }, + "Material": { + "Material": "AISI 304", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634965406437E-10, + "CenterOfMassY": -2.1338553116673527E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.31082803127648206, + "MinY": 0.1411867805964608, + "MinZ": -0.07951020919760983, + "MaxX": 0.39582803127648236, + "MaxY": 0.17118678059646095, + "MaxZ": 0.04048979080239033 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634965406437E-10, + "CenterOfMassY": -2.1338553116673527E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.31082803127648206, + "MinY": 0.17118678059646084, + "MinZ": -0.07951020919760984, + "MaxX": 0.39582803127648236, + "MaxY": 0.20122678059646096, + "MaxZ": 0.04048979080239031 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.0636115181737238, + "Density": 2700.0000000000005, + "Volume": 0.00039393019191619395, + "SurfaceArea": 0.0845369187142413, + "CenterOfMassX": 1.0469594500179261E-10, + "CenterOfMassY": -0.0006800258133692375, + "CenterOfMassZ": 1.0839771118788238E-17 + }, + "Box": { + "MinX": 0.31082803127648206, + "MinY": 0.1411867805964608, + "MinZ": -0.07951020919760986, + "MaxX": 0.39582803127648236, + "MaxY": 0.20122678059646096, + "MaxZ": 0.04048979080239033 + }, + "Material": { + "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", + "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", + "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Properties": { + "Default": {}, + "Bottom": {}, + "Top": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5537179015286707, + "Density": 2700.0, + "Volume": 0.00020508070426987805, + "SurfaceArea": 0.03455291756742032, + "CenterOfMassX": 7.365942063990822E-06, + "CenterOfMassY": -3.4840413654753713E-10, + "CenterOfMassZ": 0.01548433947358179 + }, + "Box": { + "MinX": 0.31082803127648223, + "MinY": 0.23052978429529897, + "MinZ": -0.07951020919760983, + "MaxX": 0.3958280312764824, + "MaxY": 0.261186780596461, + "MaxZ": 0.04048979080239028 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.32394785687765154, + "Density": 999.9999999999999, + "Volume": 0.00032394785687765156, + "SurfaceArea": 0.03112017488164562, + "CenterOfMassX": -1.3856915489170461E-06, + "CenterOfMassY": 0.05673145596285877, + "CenterOfMassZ": 1.2831348298710575E-11 + }, + "Box": { + "MinX": 0.3248280312764821, + "MinY": 0.20268678059646086, + "MinZ": 0.01948979080239026, + "MaxX": 0.38182803127648235, + "MaxY": 0.25968678059646094, + "MaxZ": 0.15248979080239033 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Properties": { + "Default": {}, + "Bottom": {}, + "Top": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5537179015286707, + "Density": 2700.0, + "Volume": 0.00020508070426987805, + "SurfaceArea": 0.03455291756742032, + "CenterOfMassX": 7.365942063990822E-06, + "CenterOfMassY": -3.4840413654753713E-10, + "CenterOfMassZ": 0.01548433947358179 + }, + "Box": { + "MinX": 0.31082803127648223, + "MinY": 0.20118678059646083, + "MinZ": -0.07951020919760983, + "MaxX": 0.3958280312764824, + "MaxY": 0.23118678059646097, + "MaxZ": 0.04048979080239028 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.4931104759839404, + "Density": 1972.480291923677, + "Volume": 0.0007569710491392401, + "SurfaceArea": 0.1014054048892012, + "CenterOfMassX": 0.024999320741009346, + "CenterOfMassY": -3.0261663961529074E-07, + "CenterOfMassZ": -0.0008909194270234685 + }, + "Box": { + "MinX": 0.31082803127648206, + "MinY": 0.20118678059646083, + "MinZ": -0.07951020919760986, + "MaxX": 0.3958280312764825, + "MaxY": 0.261186780596461, + "MaxZ": 0.1524897908023904 + }, + "Material": { + "512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", + "512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", + "57HS112-1": "", + "57HS112-1 Material Database": "", + "512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", + "512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", + "Parent": null, + "Properties": { + "Default": { + "Weight": "3784.37" + }, + "Hopper-Feed": { + "Weight": "5277.48" + }, + "Global": { + "Definition": "Real Corsair LL120", + "Part Number": "Real Corsair LL120", + "Nomenclature": "Real Corsair LL120 v3", + "Catalog": "1", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 5.2774761996964825, + "Density": 3473.0343519670455, + "Volume": 0.0015195577310392692, + "SurfaceArea": 0.6614885607020928, + "CenterOfMassX": 0.006795896755819292, + "CenterOfMassY": -1.8853760110945614E-07, + "CenterOfMassZ": -0.1757757498085102 + }, + "Box": { + "MinX": 0.27332803127648253, + "MinY": 0.14118678059646078, + "MinZ": -0.15899889537480735, + "MaxX": 0.4333280312764842, + "MaxY": 0.7666867805964612, + "MaxZ": 0.15248979080239042 + }, + "Material": { + "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", + "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", + "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", + "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", + "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", + "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", + "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", + "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", + "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "520_HopperMedium-1": "AISI 304", + "520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", + "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", + "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", + "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", + "512_HopperStepperMount-1/57HS112-1": "", + "512_HopperStepperMount-1/57HS112-1 Material Database": "", + "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", + "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.015770243134720544, + "Density": 1000.0, + "Volume": 1.5770243134720544E-05, + "SurfaceArea": 0.01720781732844841, + "CenterOfMassX": -0.006409230032655696, + "CenterOfMassY": -8.318466998995816E-17, + "CenterOfMassZ": 0.0009999999999999948 + }, + "Box": { + "MinX": 0.3268280312764823, + "MinY": 0.26318678059646083, + "MinZ": -0.15899889537480727, + "MaxX": 0.37982803127648235, + "MaxY": 0.26518678059646095, + "MaxZ": 0.04448979080239027 }, "Material": { "Material": "", @@ -6460,6 +3768,1376 @@ "States": {}, "activeConfiguration": null }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.016872287484116805, + "Density": 1000.0000000000001, + "Volume": 1.6872287484116804E-05, + "SurfaceArea": 0.0180495027828003, + "CenterOfMassX": -1.5629608886045125E-17, + "CenterOfMassY": 0.03249999999999991, + "CenterOfMassZ": 0.0009999999999999905 + }, + "Box": { + "MinX": 0.3108280312764824, + "MinY": 0.2611867805964605, + "MinZ": -0.0795102091976098, + "MaxX": 0.39582803127648236, + "MaxY": 0.26318678059646106, + "MaxZ": 0.04048979080239026 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.31082803127648234, + "MinY": 0.26318678059646095, + "MinZ": -0.07951020919760983, + "MaxX": 0.33082803127648247, + "MaxY": 0.26518678059646106, + "MaxZ": 0.040489790802390166 + }, + "Material": { + "Material": "AISI 304", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795556, + "Density": 8000.0, + "Volume": 4.292780803494445E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 6.583795765878826E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.31082803127648234, + "MinY": 0.26318678059646095, + "MinZ": -0.07951020919760984, + "MaxX": 0.33082803127648247, + "MaxY": 0.26518678059646106, + "MaxZ": 0.04048979080239018 + }, + "Material": { + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "", + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.3758280312764824, + "MinY": 0.26318678059646083, + "MinZ": -0.07951020919760975, + "MaxX": 0.39582803127648253, + "MaxY": 0.26518678059646095, + "MaxZ": 0.04048979080239026 + }, + "Material": { + "Material": "AISI 304", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795555, + "Density": 8000.0, + "Volume": 4.292780803494444E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.7166858604630734E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.37582803127648234, + "MinY": 0.26318678059646083, + "MinZ": -0.07951020919760976, + "MaxX": 0.3958280312764826, + "MaxY": 0.26518678059646095, + "MaxZ": 0.04048979080239028 + }, + "Material": { + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "", + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.10132702347474845, + "Density": 2457.71797830788, + "Volume": 4.1228092225826225E-05, + "SurfaceArea": 0.0450687696046337, + "CenterOfMassX": 0.34722010889907945, + "CenterOfMassY": 0.3527572861230664, + "CenterOfMassZ": -0.048195371399738784 + }, + "Box": { + "MinX": 0.3108280312764824, + "MinY": 0.26118678059646055, + "MinZ": -0.1589988953748073, + "MaxX": 0.3958280312764826, + "MaxY": 0.265186780596461, + "MaxZ": 0.04448979080239027 + }, + "Material": { + "521_HopperSlide_x1_2mm_INOX-1": "", + "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", + "523_HopperSlideBottom_x1_2mm_INOX-1": "", + "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", + "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", + "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", + "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", + "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", + "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.015770243134720544, + "Density": 1000.0, + "Volume": 1.5770243134720544E-05, + "SurfaceArea": 0.01720781732844841, + "CenterOfMassX": -0.006409230032655696, + "CenterOfMassY": -8.318466998995816E-17, + "CenterOfMassZ": 0.0009999999999999948 + }, + "Box": { + "MinX": 0.3268280312764823, + "MinY": 0.26318678059646083, + "MinZ": -0.15899889537480727, + "MaxX": 0.37982803127648235, + "MaxY": 0.26518678059646095, + "MaxZ": 0.04448979080239027 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.016872287484116805, + "Density": 1000.0000000000001, + "Volume": 1.6872287484116804E-05, + "SurfaceArea": 0.0180495027828003, + "CenterOfMassX": -1.5629608886045125E-17, + "CenterOfMassY": 0.03249999999999991, + "CenterOfMassZ": 0.0009999999999999905 + }, + "Box": { + "MinX": 0.3108280312764824, + "MinY": 0.2611867805964605, + "MinZ": -0.0795102091976098, + "MaxX": 0.39582803127648236, + "MaxY": 0.26318678059646106, + "MaxZ": 0.04048979080239026 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.31082803127648234, + "MinY": 0.26318678059646095, + "MinZ": -0.07951020919760983, + "MaxX": 0.33082803127648247, + "MaxY": 0.26518678059646106, + "MaxZ": 0.040489790802390166 + }, + "Material": { + "Material": "AISI 304", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795555, + "Density": 8000.0, + "Volume": 4.292780803494444E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 6.487450220832631E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.31082803127648234, + "MinY": 0.26318678059646095, + "MinZ": -0.07951020919760984, + "MaxX": 0.33082803127648247, + "MaxY": 0.26518678059646106, + "MaxZ": 0.04048979080239018 + }, + "Material": { + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "", + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.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": null, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.31082803127648234, + "MinY": 0.26318678059646095, + "MinZ": -0.07951020919760983, + "MaxX": 0.33082803127648247, + "MaxY": 0.26518678059646106, + "MaxZ": 0.040489790802390166 + }, + "Material": { + "Material": "AISI 304", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.3758280312764824, + "MinY": 0.26318678059646083, + "MinZ": -0.07951020919760975, + "MaxX": 0.39582803127648253, + "MaxY": 0.26518678059646095, + "MaxZ": 0.04048979080239026 + }, + "Material": { + "Material": "AISI 304", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03434224642795555, + "Density": 8000.0, + "Volume": 4.292780803494444E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 6.102068040647852E-18, + "CenterOfMassY": -0.0009999999999999725, + "CenterOfMassZ": -0.18000392981506216 + }, + "Box": { + "MinX": 0.37582803127648234, + "MinY": 0.26318678059646083, + "MinZ": -0.07951020919760976, + "MaxX": 0.3958280312764826, + "MaxY": 0.26518678059646095, + "MaxZ": 0.04048979080239028 + }, + "Material": { + "Part1^530_Hopperslide-120-85-1": "", + "Part1^530_Hopperslide-120-85-1 Material Database": "", + "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.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": null, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": { + "Weight": "34.34", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.034342246427955546, + "Density": 8000.0, + "Volume": 4.292780803494443E-06, + "SurfaceArea": 0.004905724746692494, + "CenterOfMassX": 5.8790929083990865E-18, + "CenterOfMassY": 0.0004167722347509079, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.3758280312764824, + "MinY": 0.26318678059646083, + "MinZ": -0.07951020919760975, + "MaxX": 0.39582803127648253, + "MaxY": 0.26518678059646095, + "MaxZ": 0.04048979080239026 + }, + "Material": { + "Material": "AISI 304", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", + "Parent": null, + "Properties": { + "Default": { + "Weight": "2619.43", + "Surface": "430477.47", + "Total Bounding Box Length": "401.5", + "Total Bounding Box Width": "160", + "Total Bounding Box Thickness": "160", + "Total Bounding Box Volume": "10278400", + "Material": "AISI 304", + "Based On": "520_HopperMedium", + "Thickness": "2", + "IsLaser": "1" + }, + "56-D": { + "Weight": "2619.43", + "Surface": "430477.47", + "Total Bounding Box Length": "401.5", + "Total Bounding Box Width": "160", + "Total Bounding Box Thickness": "160", + "Total Bounding Box Volume": "10278400", + "Material": "AISI 304", + "Based On": "520_HopperMedium", + "Thickness": "2", + "IsLaser": "1" + } + }, + "Equations": {}, + "Mass": { + "Mass": 2.6194271820640753, + "Density": 8000.0, + "Volume": 0.0003274283977580094, + "SurfaceArea": 0.4304774674940166, + "CenterOfMassX": -0.00034971743011873895, + "CenterOfMassY": 0.22164168999876363, + "CenterOfMassZ": -5.523508289464409E-07 + }, + "Box": { + "MinX": 0.27332803127648286, + "MinY": 0.2651867805964607, + "MinZ": -0.09951020919761007, + "MaxX": 0.4333280312764839, + "MaxY": 0.6686867805964611, + "MaxZ": 0.06048979080239038 + }, + "Material": { + "Material": "AISI 304", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634965406437E-10, + "CenterOfMassY": -2.1338553116673527E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.31082803127648206, + "MinY": 0.1411867805964608, + "MinZ": -0.07951020919760983, + "MaxX": 0.39582803127648236, + "MaxY": 0.17118678059646095, + "MaxZ": 0.04048979080239033 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634965406437E-10, + "CenterOfMassY": -2.1338553116673527E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.31082803127648206, + "MinY": 0.17118678059646084, + "MinZ": -0.07951020919760984, + "MaxX": 0.39582803127648236, + "MaxY": 0.20122678059646096, + "MaxZ": 0.04048979080239031 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.0636115181737238, + "Density": 2700.0000000000005, + "Volume": 0.00039393019191619395, + "SurfaceArea": 0.0845369187142413, + "CenterOfMassX": 1.0469594556979261E-10, + "CenterOfMassY": -0.0006800258133692375, + "CenterOfMassZ": 1.0839771118788238E-17 + }, + "Box": { + "MinX": 0.31082803127648206, + "MinY": 0.1411867805964608, + "MinZ": -0.07951020919760986, + "MaxX": 0.39582803127648236, + "MaxY": 0.20122678059646096, + "MaxZ": 0.04048979080239033 + }, + "Material": { + "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", + "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", + "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634965406437E-10, + "CenterOfMassY": -2.1338553116673527E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.31082803127648206, + "MinY": 0.1411867805964608, + "MinZ": -0.07951020919760983, + "MaxX": 0.39582803127648236, + "MaxY": 0.17118678059646095, + "MaxZ": 0.04048979080239033 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "40-85-120": {}, + "36-85-120": {}, + "Lower": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5171731506095673, + "Density": 2700.0, + "Volume": 0.00019154561133687676, + "SurfaceArea": 0.041938723863630394, + "CenterOfMassX": 2.1531634965406437E-10, + "CenterOfMassY": -2.1338553116673527E-17, + "CenterOfMassZ": 0.015352472877498724 + }, + "Box": { + "MinX": 0.31082803127648206, + "MinY": 0.17118678059646084, + "MinZ": -0.07951020919760984, + "MaxX": 0.39582803127648236, + "MaxY": 0.20122678059646096, + "MaxZ": 0.04048979080239031 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Properties": { + "Default": {}, + "Bottom": {}, + "Top": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5537179015286707, + "Density": 2700.0, + "Volume": 0.00020508070426987805, + "SurfaceArea": 0.03455291756742032, + "CenterOfMassX": 7.365942063990822E-06, + "CenterOfMassY": -3.4840413654753713E-10, + "CenterOfMassZ": 0.01548433947358179 + }, + "Box": { + "MinX": 0.31082803127648223, + "MinY": 0.23052978429529897, + "MinZ": -0.07951020919760983, + "MaxX": 0.3958280312764824, + "MaxY": 0.261186780596461, + "MaxZ": 0.04048979080239028 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.32394785687765154, + "Density": 999.9999999999999, + "Volume": 0.00032394785687765156, + "SurfaceArea": 0.03112017488164562, + "CenterOfMassX": -1.3856915489170461E-06, + "CenterOfMassY": 0.05673145596285877, + "CenterOfMassZ": 1.2831348298710575E-11 + }, + "Box": { + "MinX": 0.3248280312764821, + "MinY": 0.20268678059646086, + "MinZ": 0.01948979080239026, + "MaxX": 0.38182803127648235, + "MaxY": 0.25968678059646094, + "MaxZ": 0.15248979080239033 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Properties": { + "Default": {}, + "Bottom": {}, + "Top": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5537179015286707, + "Density": 2700.0, + "Volume": 0.00020508070426987805, + "SurfaceArea": 0.03455291756742032, + "CenterOfMassX": 7.365942063990822E-06, + "CenterOfMassY": -3.4840413654753713E-10, + "CenterOfMassZ": 0.01548433947358179 + }, + "Box": { + "MinX": 0.31082803127648223, + "MinY": 0.20118678059646083, + "MinZ": -0.07951020919760983, + "MaxX": 0.3958280312764824, + "MaxY": 0.23118678059646097, + "MaxZ": 0.04048979080239028 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.4931104759839409, + "Density": 1972.480291923677, + "Volume": 0.0007569710491392404, + "SurfaceArea": 0.1014054048892012, + "CenterOfMassX": 0.024999320741009343, + "CenterOfMassY": -3.02616639615699E-07, + "CenterOfMassZ": -0.0008909194270234709 + }, + "Box": { + "MinX": 0.31082803127648206, + "MinY": 0.20118678059646083, + "MinZ": -0.07951020919760986, + "MaxX": 0.3958280312764825, + "MaxY": 0.261186780596461, + "MaxZ": 0.1524897908023904 + }, + "Material": { + "512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", + "512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", + "57HS112-1": "", + "57HS112-1 Material Database": "", + "512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", + "512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Bottom": {}, + "Top": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5537179015286707, + "Density": 2700.0, + "Volume": 0.00020508070426987805, + "SurfaceArea": 0.03455291756742032, + "CenterOfMassX": 7.365942063990822E-06, + "CenterOfMassY": -3.4840413654753713E-10, + "CenterOfMassZ": 0.01548433947358179 + }, + "Box": { + "MinX": 0.31082803127648223, + "MinY": 0.23052978429529897, + "MinZ": -0.07951020919760983, + "MaxX": 0.3958280312764824, + "MaxY": 0.261186780596461, + "MaxZ": 0.04048979080239028 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.32394785687765154, + "Density": 999.9999999999999, + "Volume": 0.00032394785687765156, + "SurfaceArea": 0.03112017488164562, + "CenterOfMassX": -1.3856915489170461E-06, + "CenterOfMassY": 0.05673145596285877, + "CenterOfMassZ": 1.2831348298710575E-11 + }, + "Box": { + "MinX": 0.3248280312764821, + "MinY": 0.20268678059646086, + "MinZ": 0.01948979080239026, + "MaxX": 0.38182803127648235, + "MaxY": 0.25968678059646094, + "MaxZ": 0.15248979080239033 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "Bottom": {}, + "Top": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.5537179015286707, + "Density": 2700.0, + "Volume": 0.00020508070426987805, + "SurfaceArea": 0.03455291756742032, + "CenterOfMassX": 7.365942063990822E-06, + "CenterOfMassY": -3.4840413654753713E-10, + "CenterOfMassZ": 0.01548433947358179 + }, + "Box": { + "MinX": 0.31082803127648223, + "MinY": 0.20118678059646083, + "MinZ": -0.07951020919760983, + "MaxX": 0.3958280312764824, + "MaxY": 0.23118678059646097, + "MaxZ": 0.04048979080239028 + }, + "Material": { + "Material": "6061-O (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1", + "Children": [ + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.04982603057500156, + "Density": 1000.0, + "Volume": 4.982603057500156E-05, + "SurfaceArea": 0.018034273027872468, + "CenterOfMassX": -1.5998744975629193E-16, + "CenterOfMassY": -0.004, + "CenterOfMassZ": 1.4609209897845482E-17 + }, + "Box": { + "MinX": 0.7206851741336255, + "MinY": 0.12118678059646026, + "MinZ": -0.06951020919760903, + "MaxX": 0.7286851741336255, + "MaxY": 0.2211867805964603, + "MaxZ": 0.030489790802391017 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", + "Parent": null, + "Properties": { + "Default": {}, + "Global": { + "Description": "" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.049826030575001554, + "Density": 1000.0, + "Volume": 4.9826030575001556E-05, + "SurfaceArea": 0.018034273027872468, + "CenterOfMassX": -1.600372538809437E-16, + "CenterOfMassY": 0.42400000000000004, + "CenterOfMassZ": 1.5090649769479028E-17 + }, + "Box": { + "MinX": 0.7206851741336255, + "MinY": 0.12118678059646026, + "MinZ": -0.06951020919760903, + "MaxX": 0.7286851741336255, + "MaxY": 0.2211867805964603, + "MaxZ": 0.030489790802391017 + }, + "Material": { + "78-24-Blank-1": "", + "78-24-Blank-1 Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.04982603057500156, + "Density": 1000.0, + "Volume": 4.982603057500156E-05, + "SurfaceArea": 0.018034273027872468, + "CenterOfMassX": -1.5998744975629193E-16, + "CenterOfMassY": -0.004, + "CenterOfMassZ": 1.4609209897845482E-17 + }, + "Box": { + "MinX": 0.7206851741336255, + "MinY": 0.12118678059646026, + "MinZ": -0.06951020919760903, + "MaxX": 0.7286851741336255, + "MaxY": 0.2211867805964603, + "MaxZ": 0.030489790802391017 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/SJ-25-Ex-80-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\SJ-25-Ex-80.SLDPRT", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-DualFeed-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\COMPONENTS\\450_HOPPER-MEDIUM\\500_HopperMedium-DualFeed.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-4", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/NozzleRotary25-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\700_NozzleRotary\\NozzleRotary25.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", + "Children": [ { "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", "Children": null, @@ -6488,12 +5166,61 @@ "CenterOfMassZ": 1.8920471314668662E-17 }, "Box": { - "MinX": 0.6888280312764871, + "MinX": 0.6888280312764826, "MinY": 0.1213367805964602, - "MinZ": -0.07676262995905953, - "MaxX": 0.7028280312764871, + "MinZ": -0.0767626299590562, + "MaxX": 0.7028280312764826, "MaxY": 0.22103678059646037, - "MaxZ": 0.03774221156383494 + "MaxZ": 0.03774221156383827 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 290.0, + "D1@Boss-Extrude1": 290.0, + "D2@Sketch11": 490.0, + "D1@Sketch44": 390.0, + "D1@LPattern1": 4.142857142857143, + "D3@LPattern2": 58.0 + }, + "Mass": { + "Mass": 0.09976353783388874, + "Density": 1000.0, + "Volume": 9.976353783388874E-05, + "SurfaceArea": 0.2021148400879868, + "CenterOfMassX": 0.00018553851435973057, + "CenterOfMassY": 0.0002959601519995006, + "CenterOfMassZ": 0.14504510666018555 + }, + "Box": { + "MinX": 0.41282803127648243, + "MinY": 0.12018678059646015, + "MinZ": -0.07809053557819245, + "MaxX": 0.7028280312764825, + "MaxY": 0.22218678059646035, + "MaxZ": 0.039379518259732786 }, "Material": { "Material": "", @@ -6530,12 +5257,12 @@ "CenterOfMassZ": 1.8920471314668662E-17 }, "Box": { - "MinX": 0.41282803127648704, + "MinX": 0.4128280312764826, "MinY": 0.12133678059646029, - "MinZ": -0.07676262995905948, - "MaxX": 0.42682803127648705, + "MinZ": -0.07676262995905615, + "MaxX": 0.4268280312764826, "MaxY": 0.2210367805964603, - "MaxZ": 0.03774221156383488 + "MaxZ": 0.03774221156383821 }, "Material": { "Material": "", @@ -6570,21 +5297,21 @@ "D3@LPattern2": 58.0 }, "Mass": { - "Mass": 0.09976353783388875, + "Mass": 0.09976353783388874, "Density": 1000.0, - "Volume": 9.976353783388875E-05, + "Volume": 9.976353783388874E-05, "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.00018553851435973488, - "CenterOfMassY": 0.00029596015199951877, + "CenterOfMassX": 0.00018553851435973057, + "CenterOfMassY": 0.0002959601519995006, "CenterOfMassZ": 0.14504510666018555 }, "Box": { - "MinX": 0.4128280312764869, + "MinX": 0.41282803127648243, "MinY": 0.12018678059646018, - "MinZ": -0.07839993665495416, - "MaxX": 0.702828031276487, + "MinZ": -0.07839993665495083, + "MaxX": 0.7028280312764825, "MaxY": 0.22218678059646038, - "MaxZ": 0.039070117182971084 + "MaxZ": 0.039070117182974415 }, "Material": { "Material": "", @@ -6609,27 +5336,27 @@ "Diameter": 100.0 }, "Mass": { - "Mass": 0.2153187903440636, - "Density": 999.9999999999999, - "Volume": 0.00021531879034406362, + "Mass": 0.21531879034406357, + "Density": 1000.0, + "Volume": 0.00021531879034406357, "SurfaceArea": 0.4373444925141008, "CenterOfMassX": -0.3520417569756665, "CenterOfMassY": 0.10433472460587363, "CenterOfMassZ": -0.11708122965544293 }, "Box": { - "MinX": 0.4128280312764869, + "MinX": 0.41282803127648243, "MinY": 0.12018678059646015, - "MinZ": -0.07839993665495418, - "MaxX": 0.702828031276487, + "MinZ": -0.07839993665495085, + "MaxX": 0.7028280312764825, "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259729435 + "MaxZ": 0.039379518259732765 }, "Material": { - "362_ShieldSeg_x2_1mm_INOX-5": "", - "362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", "361_Shield_x2_1mm_INOX-3": "", "361_Shield_x2_1mm_INOX-3 Material Database": "", + "362_ShieldSeg_x2_1mm_INOX-5": "", + "362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", "361_Shield_x2_1mm_INOX-2": "", "361_Shield_x2_1mm_INOX-2 Material Database": "", "362_ShieldSeg_x2_1mm_INOX-1": "", @@ -6638,55 +5365,6 @@ "States": {}, "activeConfiguration": null }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 - }, - "Mass": { - "Mass": 0.09976353783388875, - "Density": 1000.0, - "Volume": 9.976353783388875E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.00018553851435973488, - "CenterOfMassY": 0.00029596015199951877, - "CenterOfMassZ": 0.14504510666018555 - }, - "Box": { - "MinX": 0.4128280312764869, - "MinY": 0.12018678059646015, - "MinZ": -0.07809053557819579, - "MaxX": 0.702828031276487, - "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259729455 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, { "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", "Children": null, @@ -6715,12 +5393,61 @@ "CenterOfMassZ": 1.8920471314668662E-17 }, "Box": { - "MinX": 0.6888280312764871, + "MinX": 0.6888280312764826, "MinY": 0.1213367805964602, - "MinZ": -0.07676262995905953, - "MaxX": 0.7028280312764871, + "MinZ": -0.0767626299590562, + "MaxX": 0.7028280312764826, "MaxY": 0.22103678059646037, - "MaxZ": 0.03774221156383494 + "MaxZ": 0.03774221156383827 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {}, + "ELZ-Max": {}, + "Katbot-Pro": {}, + "Myriad": {}, + "L36": {}, + "PHv2": {} + }, + "Equations": { + "Diameter": 100.0, + "D1@Sketch1": 100.0, + "BarrelDiameter": 40.050000000000004, + "D1@Sketch26": 40.050000000000004, + "ShieldLength": 290.0, + "D1@Boss-Extrude1": 290.0, + "D2@Sketch11": 490.0, + "D1@Sketch44": 390.0, + "D1@LPattern1": 4.142857142857143, + "D3@LPattern2": 58.0 + }, + "Mass": { + "Mass": 0.09976353783388874, + "Density": 1000.0, + "Volume": 9.976353783388874E-05, + "SurfaceArea": 0.2021148400879868, + "CenterOfMassX": 0.00018553851435973057, + "CenterOfMassY": 0.0002959601519995006, + "CenterOfMassZ": 0.14504510666018555 + }, + "Box": { + "MinX": 0.41282803127648243, + "MinY": 0.12018678059646015, + "MinZ": -0.07809053557819245, + "MaxX": 0.7028280312764825, + "MaxY": 0.22218678059646035, + "MaxZ": 0.039379518259732786 }, "Material": { "Material": "", @@ -6757,12 +5484,12 @@ "CenterOfMassZ": 1.8920471314668662E-17 }, "Box": { - "MinX": 0.41282803127648704, + "MinX": 0.4128280312764826, "MinY": 0.12133678059646029, - "MinZ": -0.07676262995905948, - "MaxX": 0.42682803127648705, + "MinZ": -0.07676262995905615, + "MaxX": 0.4268280312764826, "MaxY": 0.2210367805964603, - "MaxZ": 0.03774221156383488 + "MaxZ": 0.03774221156383821 }, "Material": { "Material": "", @@ -6797,21 +5524,21 @@ "D3@LPattern2": 58.0 }, "Mass": { - "Mass": 0.09976353783388875, + "Mass": 0.09976353783388874, "Density": 1000.0, - "Volume": 9.976353783388875E-05, + "Volume": 9.976353783388874E-05, "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.00018553851435973488, - "CenterOfMassY": 0.00029596015199951877, + "CenterOfMassX": 0.00018553851435973057, + "CenterOfMassY": 0.0002959601519995006, "CenterOfMassZ": 0.14504510666018555 }, "Box": { - "MinX": 0.4128280312764869, + "MinX": 0.41282803127648243, "MinY": 0.12018678059646018, - "MinZ": -0.07839993665495416, - "MaxX": 0.702828031276487, + "MinZ": -0.07839993665495083, + "MaxX": 0.7028280312764825, "MaxY": 0.22218678059646038, - "MaxZ": 0.039070117182971084 + "MaxZ": 0.039070117182974415 }, "Material": { "Material": "", @@ -6821,214 +5548,7 @@ "activeConfiguration": null }, { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500156, - "Density": 1000.0, - "Volume": 4.982603057500156E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.5998744975629193E-16, - "CenterOfMassY": -0.004, - "CenterOfMassZ": 1.4609209897845482E-17 - }, - "Box": { - "MinX": 0.7817603288423323, - "MinY": 0.1211867805964591, - "MinZ": -0.06951020919761246, - "MaxX": 0.7897603288423323, - "MaxY": 0.22118678059645913, - "MaxZ": 0.030489790802387586 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500156, - "Density": 1000.0, - "Volume": 4.982603057500156E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.5947280713489056E-16, - "CenterOfMassY": 0.42400000000000004, - "CenterOfMassZ": 1.4650713335055268E-17 - }, - "Box": { - "MinX": 0.7817603288423323, - "MinY": 0.1211867805964591, - "MinZ": -0.06951020919761246, - "MaxX": 0.7897603288423323, - "MaxY": 0.22118678059645913, - "MaxZ": 0.030489790802387586 - }, - "Material": { - "78-24-Blank-1": "", - "78-24-Blank-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500156, - "Density": 1000.0, - "Volume": 4.982603057500156E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.5998744975629193E-16, - "CenterOfMassY": -0.004, - "CenterOfMassZ": 1.4609209897845482E-17 - }, - "Box": { - "MinX": 0.7817603288423323, - "MinY": 0.1211867805964591, - "MinZ": -0.06951020919761246, - "MaxX": 0.7897603288423323, - "MaxY": 0.22118678059645913, - "MaxZ": 0.030489790802387586 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-DualFeed-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\COMPONENTS\\450_HOPPER-MEDIUM\\500_HopperMedium-DualFeed.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/NozzleRotary25-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\700_NozzleRotary\\NozzleRotary25.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/SJ-25-Ex-80-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\SJ-25-Ex-80.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-31", + "Name": "socket head cap screw_din-24", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "Parent": null, @@ -7040,576 +5560,50 @@ "States": null, "activeConfiguration": null }, + { + "Name": "socket head cap screw_din-29", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_din-33", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "Global-180x80x25_Assembly-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, { "Name": "Global-130x130x90_Assembly-1", - "Children": [ - { - "Name": "Global-130x130x90_Assembly-1/middle-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.40340012585623186, - "Density": 1000.0, - "Volume": 0.00040340012585623184, - "SurfaceArea": 0.0787812806779395, - "CenterOfMassX": 0.09000000000000007, - "CenterOfMassY": -0.014999999999999982, - "CenterOfMassZ": 0.09000000000000001 - }, - "Box": { - "MinX": 0.9453363495513573, - "MinY": 0.08118678059646028, - "MinZ": -0.1095102091976058, - "MaxX": 0.9753363495513595, - "MaxY": 0.2611867805964604, - "MaxZ": 0.0704897908023946 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/SlideInner-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.026901716907236764, - "Density": 1000.0, - "Volume": 2.6901716907236763E-05, - "SurfaceArea": 0.029528713024743067, - "CenterOfMassX": -0.07642363460503289, - "CenterOfMassY": -0.10216552415535947, - "CenterOfMassZ": 0.0010000000000000404 - }, - "Box": { - "MinX": 0.9413363495513576, - "MinY": 0.08118678059645944, - "MinZ": -0.10951020919760904, - "MaxX": 0.943336349551358, - "MaxY": 0.26118678059646067, - "MaxZ": 0.0704897908023911 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Slide-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.011255125604500451, - "Density": 999.9999999999999, - "Volume": 1.1255125604500452E-05, - "SurfaceArea": 0.012413192572149663, - "CenterOfMassX": -0.07586927127722658, - "CenterOfMassY": -0.10056772451655628, - "CenterOfMassZ": 0.0009999999999999996 - }, - "Box": { - "MinX": 0.9413363495513553, - "MinY": 0.143458777160675, - "MinZ": -0.17157379250293828, - "MaxX": 0.9433363495513581, - "MaxY": 0.2123139525144288, - "MaxZ": 0.06830147327464264 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.40340012585623186, - "Density": 1000.0, - "Volume": 0.00040340012585623184, - "SurfaceArea": 0.0787812806779395, - "CenterOfMassX": 0.09000000000000007, - "CenterOfMassY": -0.014999999999999982, - "CenterOfMassZ": 0.09000000000000001 - }, - "Box": { - "MinX": 0.9753363495513573, - "MinY": 0.08118678059646028, - "MinZ": -0.10951020919760614, - "MaxX": 1.0053363495513596, - "MaxY": 0.2611867805964604, - "MaxZ": 0.07048979080239427 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/cam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\Global-130x130x90_Assembly\\Object-100^Global-130x130x90_Assembly.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "100": {}, - "80": {} - }, - "Equations": { - "DIAMETER": 80.0, - "D1@Sketch2": 80.0 - }, - "Mass": { - "Mass": 0.26808257310632905, - "Density": 1000.0, - "Volume": 0.00026808257310632905, - "SurfaceArea": 0.020106192982974676, - "CenterOfMassX": -9.18485099360515E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.9469418212271727, - "MinY": 0.13047444621683302, - "MinZ": -0.06022254357723634, - "MaxX": 1.0269418212271728, - "MaxY": 0.2118991149760876, - "MaxZ": 0.021202125182018215 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.028106587669503254, - "Density": 1000.0, - "Volume": 2.8106587669503255E-05, - "SurfaceArea": 0.029578870818636138, - "CenterOfMassX": -0.08999999999999987, - "CenterOfMassY": -0.08000000000000006, - "CenterOfMassZ": 0.0010000000000000005 - }, - "Box": { - "MinX": 0.9433363495513577, - "MinY": 0.13118678059646025, - "MinZ": -0.10951020919760905, - "MaxX": 0.9453363495513579, - "MaxY": 0.21118678059646026, - "MaxZ": 0.07048979080239108 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "2", - "errors": "0 0", - "warnings": "False False", - "features": "Cut | Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {}, - "Lydia-V3-100F": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5718507451545309, - "Density": 1000.0000000000001, - "Volume": 0.0005718507451545309, - "SurfaceArea": 0.10740874971302464, - "CenterOfMassX": 0.09000000000000001, - "CenterOfMassY": -0.012054290464327759, - "CenterOfMassZ": 0.08000000000000002 - }, - "Box": { - "MinX": 1.005336349551357, - "MinY": 0.08118678059646037, - "MinZ": -0.10951020919760648, - "MaxX": 1.0353363495513594, - "MaxY": 0.2611867805964605, - "MaxZ": 0.07048979080239393 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "1", - "errors": "0", - "warnings": "False", - "features": "Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {}, - "Lydia-V3-100F": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3159945791598518, - "Density": 1000.0, - "Volume": 0.0003159945791598518, - "SurfaceArea": 0.08535184857075762, - "CenterOfMassX": 0.09000000000000001, - "CenterOfMassY": -0.023925808832671973, - "CenterOfMassZ": 0.08000000000000003 - }, - "Box": { - "MinX": 0.9123363495513577, - "MinY": 0.08118678059646026, - "MinZ": -0.10951020919760895, - "MaxX": 0.941336349551358, - "MaxY": 0.2611867805964603, - "MaxZ": 0.0704897908023911 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "1", - "errors": "0", - "warnings": "False", - "features": "Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Rod-16-100-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0015393804002589923, - "Density": 1000.0, - "Volume": 1.5393804002589923E-06, - "SurfaceArea": 0.0007476990515543685, - "CenterOfMassX": 0.1674999999999996, - "CenterOfMassY": -0.05124999999999984, - "CenterOfMassZ": 0.00499999999999997 - }, - "Box": { - "MinX": 0.931336349551358, - "MinY": 0.1088660333544042, - "MinZ": 0.048169043560337466, - "MaxX": 0.941336349551358, - "MaxY": 0.12850752783851654, - "MaxZ": 0.06781053804444981 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015000341648119208, - "Density": 1000.0, - "Volume": 1.5000341648119208E-05, - "SurfaceArea": 0.01721626727203484, - "CenterOfMassX": -0.0165880675281466, - "CenterOfMassY": 1.0087653394909481E-17, - "CenterOfMassZ": 0.0009999999999999627 - }, - "Box": { - "MinX": 0.9393363495513558, - "MinY": 0.11618678059646025, - "MinZ": -0.11951020919685429, - "MaxX": 0.9413363495513605, - "MaxY": 0.22618678059646025, - "MaxZ": 0.12048979080314573 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], + "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": { - "Default": {}, - "CAM": {}, - "Global": { - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 2.0455313013627943, - "Density": 1000.0, - "Volume": 0.0020455313013627943, - "SurfaceArea": 0.459914095361754, - "CenterOfMassX": 0.048398704883166103, - "CenterOfMassY": -0.30572541932358077, - "CenterOfMassZ": -0.19280688687922953 - }, - "Box": { - "MinX": 0.9123363495513556, - "MinY": 0.0811867805964602, - "MinZ": -0.11951020919685541, - "MaxX": 1.03533634955136, - "MaxY": 0.2611867805964605, - "MaxZ": 0.12048979080314608 - }, - "Material": { - "middle-30-1": "", - "middle-30-1 Material Database": "", - "SlideInner-1": "", - "SlideInner-1 Material Database": "", - "Slide-1": "", - "Slide-1 Material Database": "", - "middle-30-2": "", - "middle-30-2 Material Database": "", - "Object-100^Global-130x130x90_Assembly-1": "", - "Object-100^Global-130x130x90_Assembly-1 Material Database": "", - "402_SlideCover_x2_2mm_INOX-2": "", - "402_SlideCover_x2_2mm_INOX-2 Material Database": "", - "Base-130x130-4": "", - "Base-130x130-4 Material Database": "", - "Lydia-F100-ConnectorPlate-130x130-1": "", - "Lydia-F100-ConnectorPlate-130x130-1 Material Database": "", - "Rod-16-100-1": "", - "Rod-16-100-1 Material Database": "", - "403_SlideKey_x1_2mm_INOX-1": "", - "403_SlideKey_x1_2mm_INOX-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.40340012585623186, - "Density": 1000.0, - "Volume": 0.00040340012585623184, - "SurfaceArea": 0.0787812806779395, - "CenterOfMassX": 0.09000000000000007, - "CenterOfMassY": -0.014999999999999982, - "CenterOfMassZ": 0.09000000000000001 - }, - "Box": { - "MinX": 0.9453363495513573, - "MinY": 0.08118678059646028, - "MinZ": -0.1095102091976058, - "MaxX": 0.9753363495513595, - "MaxY": 0.2611867805964604, - "MaxZ": 0.0704897908023946 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/SlideInner-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.026901716907236764, - "Density": 1000.0, - "Volume": 2.6901716907236763E-05, - "SurfaceArea": 0.029528713024743067, - "CenterOfMassX": -0.07642363460503289, - "CenterOfMassY": -0.10216552415535947, - "CenterOfMassZ": 0.0010000000000000404 - }, - "Box": { - "MinX": 0.9413363495513576, - "MinY": 0.08118678059645944, - "MinZ": -0.10951020919760904, - "MaxX": 0.943336349551358, - "MaxY": 0.26118678059646067, - "MaxZ": 0.0704897908023911 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Slide-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.011255125604500451, - "Density": 999.9999999999999, - "Volume": 1.1255125604500452E-05, - "SurfaceArea": 0.012413192572149663, - "CenterOfMassX": -0.07586927127722658, - "CenterOfMassY": -0.10056772451655628, - "CenterOfMassZ": 0.0009999999999999996 - }, - "Box": { - "MinX": 0.9413363495513553, - "MinY": 0.143458777160675, - "MinZ": -0.17157379250293828, - "MaxX": 0.9433363495513581, - "MaxY": 0.2123139525144288, - "MaxZ": 0.06830147327464264 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.40340012585623186, - "Density": 1000.0, - "Volume": 0.00040340012585623184, - "SurfaceArea": 0.0787812806779395, - "CenterOfMassX": 0.09000000000000007, - "CenterOfMassY": -0.014999999999999982, - "CenterOfMassZ": 0.09000000000000001 - }, - "Box": { - "MinX": 0.9753363495513573, - "MinY": 0.08118678059646028, - "MinZ": -0.10951020919760614, - "MaxX": 1.0053363495513596, - "MaxY": 0.2611867805964604, - "MaxZ": 0.07048979080239427 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/cam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "Parent": null, "Properties": null, "Equations": null, "Mass": null, @@ -7619,123 +5613,9 @@ "activeConfiguration": null }, { - "Name": "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1", + "Name": "socket head cap screw_din-27", "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\Global-130x130x90_Assembly\\Object-100^Global-130x130x90_Assembly.SLDPRT", - "Parent": null, - "Properties": { - "100": {}, - "80": {} - }, - "Equations": { - "DIAMETER": 80.0, - "D1@Sketch2": 80.0 - }, - "Mass": { - "Mass": 0.26808257310632905, - "Density": 1000.0, - "Volume": 0.00026808257310632905, - "SurfaceArea": 0.020106192982974676, - "CenterOfMassX": -9.18485099360515E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.9469418212271727, - "MinY": 0.13047444621683302, - "MinZ": -0.06022254357723634, - "MaxX": 1.0269418212271728, - "MaxY": 0.2118991149760876, - "MaxZ": 0.021202125182018215 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.028106587669503254, - "Density": 1000.0, - "Volume": 2.8106587669503255E-05, - "SurfaceArea": 0.029578870818636138, - "CenterOfMassX": -0.08999999999999987, - "CenterOfMassY": -0.08000000000000006, - "CenterOfMassZ": 0.0010000000000000005 - }, - "Box": { - "MinX": 0.9433363495513577, - "MinY": 0.13118678059646025, - "MinZ": -0.10951020919760905, - "MaxX": 0.9453363495513579, - "MaxY": 0.21118678059646026, - "MaxZ": 0.07048979080239108 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "2", - "errors": "0 0", - "warnings": "False False", - "features": "Cut | Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Lydia-V3-100F": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5718507451545309, - "Density": 1000.0000000000001, - "Volume": 0.0005718507451545309, - "SurfaceArea": 0.10740874971302464, - "CenterOfMassX": 0.09000000000000001, - "CenterOfMassY": -0.012054290464327759, - "CenterOfMassZ": 0.08000000000000002 - }, - "Box": { - "MinX": 1.005336349551357, - "MinY": 0.08118678059646037, - "MinZ": -0.10951020919760648, - "MaxX": 1.0353363495513594, - "MaxY": 0.2611867805964605, - "MaxZ": 0.07048979080239393 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "1", - "errors": "0", - "warnings": "False", - "features": "Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "Parent": null, "Properties": null, "Equations": null, @@ -7745,111 +5625,6 @@ "States": null, "activeConfiguration": null }, - { - "Name": "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Lydia-V3-100F": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3159945791598518, - "Density": 1000.0, - "Volume": 0.0003159945791598518, - "SurfaceArea": 0.08535184857075762, - "CenterOfMassX": 0.09000000000000001, - "CenterOfMassY": -0.023925808832671973, - "CenterOfMassZ": 0.08000000000000003 - }, - "Box": { - "MinX": 0.9123363495513577, - "MinY": 0.08118678059646026, - "MinZ": -0.10951020919760895, - "MaxX": 0.941336349551358, - "MaxY": 0.2611867805964603, - "MaxZ": 0.0704897908023911 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "1", - "errors": "0", - "warnings": "False", - "features": "Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Rod-16-100-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0015393804002589923, - "Density": 1000.0, - "Volume": 1.5393804002589923E-06, - "SurfaceArea": 0.0007476990515543685, - "CenterOfMassX": 0.1674999999999996, - "CenterOfMassY": -0.05124999999999984, - "CenterOfMassZ": 0.00499999999999997 - }, - "Box": { - "MinX": 0.931336349551358, - "MinY": 0.1088660333544042, - "MinZ": 0.048169043560337466, - "MaxX": 0.941336349551358, - "MaxY": 0.12850752783851654, - "MaxZ": 0.06781053804444981 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015000341648119208, - "Density": 1000.0, - "Volume": 1.5000341648119208E-05, - "SurfaceArea": 0.01721626727203484, - "CenterOfMassX": -0.0165880675281466, - "CenterOfMassY": 1.0087653394909481E-17, - "CenterOfMassZ": 0.0009999999999999627 - }, - "Box": { - "MinX": 0.9393363495513558, - "MinY": 0.11618678059646025, - "MinZ": -0.11951020919685429, - "MaxX": 0.9413363495513605, - "MaxY": 0.22618678059646025, - "MaxZ": 0.12048979080314573 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, { "Name": "socket head cap screw_din-32", "Children": null, @@ -7863,6 +5638,71 @@ "States": null, "activeConfiguration": null }, + { + "Name": "socket head cap screw_din-25", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-29", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_din-30", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_din-34", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_din-28", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, { "Name": "KM-63_ 30_1.5-14-1", "Children": null, @@ -7875,11 +5715,11 @@ "Mass": { "Mass": 7.477626936352975, "Density": 1000.0001010239214, - "Volume": 0.007477626180933856, + "Volume": 0.007477626180933854, "SurfaceArea": 0.6517098350961833, - "CenterOfMassX": -0.00038494382915979817, - "CenterOfMassY": -0.006060459550405208, - "CenterOfMassZ": 0.10721845029724313 + "CenterOfMassX": -0.00038494382915979785, + "CenterOfMassY": -0.006060459550405207, + "CenterOfMassZ": 0.10721845029724311 }, "Box": { "MinX": 0.0716851741336307, @@ -7897,7 +5737,7 @@ "activeConfiguration": null }, { - "Name": "socket head cap screw_din-33", + "Name": "socket head cap screw_din-23", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "Parent": null, @@ -7910,9 +5750,9 @@ "activeConfiguration": null }, { - "Name": "plain washer small grade a_din-21", + "Name": "socket head cap screw_din-26", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", "Parent": null, "Properties": null, "Equations": null, @@ -7923,150 +5763,7 @@ "activeConfiguration": null }, { - "Name": "plain washer small grade a_din-23", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-27", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-26", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-24", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-22", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-25", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-28", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-18", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-19", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-20", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-7", + "Name": "plain washer small grade a_din-17", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", "Parent": null, @@ -8082,80 +5779,76 @@ "Name": "300_Housing-1", "Children": [ { - "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0538757123504703, - "Density": 7849.999987000001, - "Volume": 0.00013425168332429835, - "SurfaceArea": 0.1398200790399502, - "CenterOfMassX": 0.030539132124474008, - "CenterOfMassY": 0.00011626208969025713, - "CenterOfMassZ": 4.173970703247729E-20 - }, - "Box": { - "MinX": 0.08354390092071406, - "MinY": -0.06881321940353963, - "MinZ": 0.05248979080239302, - "MaxX": 0.6595439009207141, - "MaxY": 0.08718678059646046, - "MaxZ": 0.05448979080239302 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/IP55_switch_red-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "red": {}, - "green": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.02530898012447876, - "Density": 1000.0, - "Volume": 2.530898012447876E-05, - "SurfaceArea": 0.006054382781024249, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.00014157711015442073, - "CenterOfMassZ": 0.007075912198349583 - }, - "Box": { - "MinX": 0.6062788097829406, - "MinY": -0.040289263528151126, - "MinZ": 0.029489790802386093, - "MaxX": 0.6342788097829406, - "MaxY": -0.0022892635281511198, - "MaxZ": 0.0694897908023861 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-3", "Children": [ { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.03539390092071067, + "MinY": -0.10181321940353974, + "MinZ": 0.04150479080239391, + "MaxX": 0.08539390092071067, + "MaxY": -0.07881321940353975, + "MaxZ": 0.0915047908023939 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.05439390092071067, + "MinY": -0.061010362184240365, + "MinZ": 0.0595765875721184, + "MaxX": 0.06639390092071068, + "MaxY": -0.05551036218424036, + "MaxZ": 0.07343299403266942 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", @@ -8173,12 +5866,423 @@ "CenterOfMassZ": 1.0265829547528668E-09 }, "Box": { - "MinX": 0.6751939009207143, + "MinX": 0.052893900920710675, + "MinY": -0.09031321940353973, + "MinZ": 0.05900479080239391, + "MaxX": 0.06789390092071068, + "MaxY": -0.02081321940353973, + "MaxZ": 0.07400479080239392 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03503366042103045, + "Density": 1000.0000000000001, + "Volume": 3.5033660421030446E-05, + "SurfaceArea": 0.008428733857407129, + "CenterOfMassX": -5.512514160874006E-19, + "CenterOfMassY": 0.010908679987601647, + "CenterOfMassZ": 2.7788741949617354E-10 + }, + "Box": { + "MinX": 0.03539390092071067, + "MinY": -0.10181321940353974, + "MinZ": 0.04150479080239391, + "MaxX": 0.08539390092071067, + "MaxY": -0.05081321940353974, + "MaxZ": 0.0915047908023939 + }, + "Material": { + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5", + "Children": [ + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.03539390092071049, + "MinY": -0.10181321940353974, + "MinZ": -0.1305252091976316, + "MaxX": 0.0853939009207105, + "MaxY": -0.07881321940353975, + "MaxZ": -0.08052520919763162 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.05439390092071049, + "MinY": -0.061010362184240365, + "MinZ": -0.11245341242790713, + "MaxX": 0.0663939009207105, + "MaxY": -0.05551036218424036, + "MaxZ": -0.0985970059673561 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.052893900920710495, + "MinY": -0.09031321940353973, + "MinZ": -0.11302520919763162, + "MaxX": 0.06789390092071049, + "MaxY": -0.02081321940353973, + "MaxZ": -0.09802520919763161 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.035033660421030455, + "Density": 1000.0000000000001, + "Volume": 3.503366042103045E-05, + "SurfaceArea": 0.008428733857407129, + "CenterOfMassX": -5.511591855231675E-19, + "CenterOfMassY": 0.010908679987601647, + "CenterOfMassZ": 2.778874194905475E-10 + }, + "Box": { + "MinX": 0.03539390092071049, + "MinY": -0.10181321940353974, + "MinZ": -0.1305252091976316, + "MaxX": 0.0853939009207105, + "MaxY": -0.05081321940353974, + "MaxZ": -0.08052520919763162 + }, + "Material": { + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4", + "Children": [ + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.6576939009207147, + "MinY": -0.1018132194035396, + "MinZ": -0.1305252091976283, + "MaxX": 0.7076939009207147, + "MaxY": -0.07881321940353961, + "MaxZ": -0.08052520919762832 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.6766939009207147, + "MinY": -0.061010362184240226, + "MinZ": -0.11245341242790383, + "MaxX": 0.6886939009207147, + "MaxY": -0.05551036218424022, + "MaxZ": -0.0985970059673528 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.6751939009207147, "MinY": -0.09031321940353959, - "MinZ": 0.059004790802384306, - "MaxX": 0.6901939009207142, + "MinZ": -0.11302520919762832, + "MaxX": 0.6901939009207146, "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080238431 + "MaxZ": -0.0980252091976283 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.035033660421030455, + "Density": 1000.0000000000001, + "Volume": 3.503366042103045E-05, + "SurfaceArea": 0.008428733857407129, + "CenterOfMassX": -5.500524187523694E-19, + "CenterOfMassY": 0.010908679987601647, + "CenterOfMassZ": 2.778874194955279E-10 + }, + "Box": { + "MinX": 0.6576939009207147, + "MinY": -0.1018132194035396, + "MinZ": -0.1305252091976283, + "MaxX": 0.7076939009207147, + "MaxY": -0.050813219403539604, + "MaxZ": -0.08052520919762832 + }, + "Material": { + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.4912576000000013, + "Density": 7800.0, + "Volume": 0.00031939200000000016, + "SurfaceArea": 0.1655936, + "CenterOfMassX": 1.873483817275673E-16, + "CenterOfMassY": 0.002, + "CenterOfMassZ": 1.0770463880882915E-06 + }, + "Box": { + "MinX": 0.07424390092071409, + "MinY": -0.07081321940353977, + "MinZ": -0.09081020919760562, + "MaxX": 0.6688439009207141, + "MaxY": -0.06681321940353976, + "MaxZ": 0.05178979080239439 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.3700416705148314, + "Density": 7849.999987, + "Volume": 4.713906638568653E-05, + "SurfaceArea": 0.04852069468613064, + "CenterOfMassX": -0.19779973326837746, + "CenterOfMassY": -9.911162352213435E-07, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.11354390092071254, + "MinY": -0.06781321940353964, + "MinZ": 0.05448979080239369, + "MaxX": 0.2675439009207125, + "MaxY": 0.08618678059646039, + "MaxZ": 0.05648979080239369 + }, + "Material": { + "Material": "AISI 1035 Steel (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1", + "Children": [ + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.6576939009207144, + "MinY": -0.1018132194035396, + "MinZ": 0.04150479080239063, + "MaxX": 0.7076939009207145, + "MaxY": -0.07881321940353961, + "MaxZ": 0.09150479080239063 }, "Material": { "Material": "", @@ -8206,12 +6310,12 @@ "CenterOfMassZ": 6.44782973497108E-19 }, "Box": { - "MinX": 0.6766939009207142, + "MinX": 0.6766939009207145, "MinY": -0.061010362184240226, - "MinZ": 0.0595765875721088, - "MaxX": 0.6886939009207143, + "MinZ": 0.059576587572115126, + "MaxX": 0.6886939009207145, "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403265982 + "MaxZ": 0.07343299403266615 }, "Material": { "Material": "", @@ -8221,30 +6325,30 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.031157231678560958, + "Mass": 0.004896392240066823, "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 }, "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.07881321940353961, - "MaxZ": 0.0915047908023843 + "MinX": 0.6751939009207145, + "MinY": -0.09031321940353959, + "MinZ": 0.059004790802390635, + "MaxX": 0.6901939009207144, + "MaxY": -0.02081321940353959, + "MaxZ": 0.07400479080239064 }, "Material": { "Material": "", @@ -8265,97 +6369,31 @@ "Density": 1000.0000000000001, "Volume": 3.503366042103045E-05, "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.497757270596697E-19, + "CenterOfMassX": -5.505135715735351E-19, "CenterOfMassY": 0.010908679987601647, "CenterOfMassZ": 2.7788741949174647E-10 }, "Box": { - "MinX": 0.6576939009207142, + "MinX": 0.6576939009207144, "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, + "MinZ": 0.04150479080239063, + "MaxX": 0.7076939009207145, "MaxY": -0.050813219403539604, - "MaxZ": 0.0915047908023843 + "MaxZ": 0.09150479080239063 }, "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "", "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "" + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "" }, "States": {}, "activeConfiguration": null }, { - "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 9.97188521319506, - "Density": 7800.0, - "Volume": 0.001278446822204495, - "SurfaceArea": 0.2791533709523726, - "CenterOfMassX": -3.538475256460657E-05, - "CenterOfMassY": -3.5029011215037195E-19, - "CenterOfMassZ": 0.0001233658338321936 - }, - "Box": { - "MinX": 0.04654390092071481, - "MinY": 0.08918678059646035, - "MinZ": -0.11951020919760622, - "MaxX": 0.6965439009207148, - "MaxY": 0.09918678059646036, - "MaxZ": 0.0804897908023938 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.664693900920714, - "MinY": -0.0708132194035396, - "MinZ": 0.04850479080238691, - "MaxX": 0.696693900920714, - "MaxY": -0.0668132194035396, - "MaxZ": 0.08050479080238691 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-3", + "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-4", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", @@ -8376,12 +6414,12 @@ "CenterOfMassZ": 0.001999999999999999 }, "Box": { - "MinX": 0.6645439009207148, - "MinY": -0.07081321940353995, - "MinZ": -0.11949520919761292, - "MaxX": 0.6685439009207148, - "MaxY": 0.09918678059646009, - "MaxZ": 0.0805047908023871 + "MinX": 0.07454390092071396, + "MinY": -0.07081321940353964, + "MinZ": -0.11951020919760552, + "MaxX": 0.07854390092071399, + "MaxY": 0.0991867805964604, + "MaxZ": 0.08048979080239449 }, "Material": { "Material": "Plain Carbon Steel", @@ -8412,12 +6450,12 @@ "CenterOfMassZ": 0.0009999999999999998 }, "Box": { - "MinX": 0.6685439009207147, - "MinY": -0.06831321940354063, - "MinZ": -0.08699520919761365, - "MaxX": 0.6705439009207147, - "MaxY": 0.0866867805964594, - "MaxZ": 0.048004790802386385 + "MinX": 0.6685439009207138, + "MinY": -0.0683132194035406, + "MinZ": -0.08699520919760632, + "MaxX": 0.6705439009207138, + "MaxY": 0.08668678059645943, + "MaxZ": 0.04800479080239371 }, "Material": { "Material": "AISI 1035 Steel (SS)", @@ -8437,21 +6475,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.06006294708946258, + "Mass": 0.06006294708946257, "Density": 1943.6322351409399, - "Volume": 3.0902423824591074E-05, + "Volume": 3.090242382459107E-05, "SurfaceArea": 0.02020411495415486, - "CenterOfMassX": 0.014501389529639077, - "CenterOfMassY": 0.02597787071077119, + "CenterOfMassX": 0.014501389529639083, + "CenterOfMassY": 0.025977870710771196, "CenterOfMassZ": -0.01500138952911236 }, "Box": { - "MinX": 0.5545439009207142, - "MinY": 0.023754972416108043, - "MinZ": 0.011189790802393108, - "MaxX": 0.5945439009207142, - "MaxY": 0.05375497241610828, - "MaxZ": 0.08022479080239325 + "MinX": 0.5545439009207126, + "MinY": 0.023754972416108057, + "MinZ": 0.011189790802393774, + "MaxX": 0.5945439009207126, + "MaxY": 0.05375497241610829, + "MaxZ": 0.08022479080239392 }, "Material": { "Material": "", @@ -8482,12 +6520,12 @@ "CenterOfMassZ": 0.0009999999999999998 }, "Box": { - "MinX": 0.07254390092071483, - "MinY": -0.06831321940354025, - "MinZ": -0.08701020919761346, - "MaxX": 0.07454390092071486, - "MaxY": 0.08668678059645978, - "MaxZ": 0.04798979080238655 + "MinX": 0.07254390092071394, + "MinY": -0.06831321940354024, + "MinZ": -0.08701020919760616, + "MaxX": 0.07454390092071397, + "MaxY": 0.08668678059645979, + "MaxZ": 0.04798979080239385 }, "Material": { "Material": "AISI 1035 Steel (SS)", @@ -8496,6 +6534,284 @@ "States": {}, "activeConfiguration": null }, + { + "Name": "300_Housing-1/emergency_stop _button-1", + "Children": [ + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", + "Children": [ + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button1.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.00018723389560570613, + "Density": 1000.0, + "Volume": 1.8723389560570612E-07, + "SurfaceArea": 0.0004229739817828383, + "CenterOfMassX": 0.0, + "CenterOfMassY": -0.04339, + "CenterOfMassZ": 7.978303400368668E-20 + }, + "Box": { + "MinX": 0.6086467419084751, + "MinY": 0.027857813403870543, + "MinZ": 0.04546201811666699, + "MaxX": 0.63044105993295, + "MaxY": 0.04965213142834539, + "MaxZ": 0.04646201811666699 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button2.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004700956617868258, + "Density": 1000.0000000000001, + "Volume": 4.700956617868258E-06, + "SurfaceArea": 0.00257226643883654, + "CenterOfMassX": -4.5178401396021607E-07, + "CenterOfMassY": -0.03695332585513107, + "CenterOfMassZ": -1.9450932772281007E-05 + }, + "Box": { + "MinX": 0.5995422502466965, + "MinY": 0.018753321742091867, + "MinZ": 0.041462018116666985, + "MaxX": 0.6395455515947286, + "MaxY": 0.05875662309012407, + "MaxZ": 0.05835201811666699 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button3.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.027545368020684375, + "Density": 999.9999999999999, + "Volume": 2.7545368020684377E-05, + "SurfaceArea": 0.006185563284667857, + "CenterOfMassX": 1.26264526779031E-06, + "CenterOfMassY": -0.009433742029322009, + "CenterOfMassZ": -5.463635126785724E-06 + }, + "Box": { + "MinX": 0.5913093901509873, + "MinY": 0.010520461646382703, + "MinZ": 0.05835201811666698, + "MaxX": 0.6477784116904378, + "MaxY": 0.06698948318583323, + "MaxZ": 0.09735204311666698 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.032433558534158344, + "Density": 999.9999999999999, + "Volume": 3.243355853415835E-05, + "SurfaceArea": 0.009180803705287236, + "CenterOfMassX": 1.0068648956973233E-06, + "CenterOfMassY": -0.013618485804014997, + "CenterOfMassZ": -7.4594291336491675E-06 + }, + "Box": { + "MinX": 0.5913093901509873, + "MinY": 0.010520461646382703, + "MinZ": 0.041462018116666985, + "MaxX": 0.6477784116904378, + "MaxY": 0.06698948318583323, + "MaxZ": 0.097352043116667 + }, + "Material": { + "emergency_stop _button1.STEP-1": "", + "emergency_stop _button1.STEP-1 Material Database": "", + "emergency_stop _button2.STEP-1": "", + "emergency_stop _button2.STEP-1 Material Database": "", + "emergency_stop _button3.STEP-1": "", + "emergency_stop _button3.STEP-1 Material Database": "" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03243355853415834, + "Density": 999.9999999999999, + "Volume": 3.243355853415834E-05, + "SurfaceArea": 0.009180803705287236, + "CenterOfMassX": 1.0068648956972662E-06, + "CenterOfMassY": -0.013618485804014995, + "CenterOfMassZ": -7.459429133649153E-06 + }, + "Box": { + "MinX": 0.5913093901509873, + "MinY": 0.010520461646382703, + "MinZ": 0.041462018116666985, + "MaxX": 0.6477784116904378, + "MaxY": 0.06698948318583323, + "MaxZ": 0.097352043116667 + }, + "Material": { + "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", + "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "", + "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", + "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", + "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", + "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 + }, + "Box": { + "MinX": 0.04654411209570773, + "MinY": -0.0708132194035396, + "MinZ": 0.048489790802394905, + "MaxX": 0.07854411209570773, + "MaxY": -0.0668132194035396, + "MaxZ": 0.0804897908023949 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 + }, + "Box": { + "MinX": 0.046544112095709245, + "MinY": -0.07081321940353964, + "MinZ": -0.11951020919760591, + "MaxX": 0.07854411209570925, + "MaxY": -0.06681321940353964, + "MaxZ": -0.08751020919760591 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/IP55_switch_red-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "red": {}, + "green": {}, + "Global": { + "Description": "" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.02530898012447876, + "Density": 1000.0, + "Volume": 2.530898012447876E-05, + "SurfaceArea": 0.006054382781024249, + "CenterOfMassX": 0.0, + "CenterOfMassY": -0.00014157711015442073, + "CenterOfMassZ": 0.007075912198349583 + }, + "Box": { + "MinX": 0.6062788097829341, + "MinY": -0.040289263528151036, + "MinZ": 0.029489790802390423, + "MaxX": 0.6342788097829342, + "MaxY": -0.0022892635281510296, + "MaxZ": 0.06948979080239043 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, { "Name": "300_Housing-1/E_Inkbird-3", "Children": null, @@ -8552,15 +6868,15 @@ "SurfaceArea": 0.022441596196535536, "CenterOfMassX": 0.008149877452430966, "CenterOfMassY": 0.009480061688954714, - "CenterOfMassZ": 0.03118683882416474 + "CenterOfMassZ": 0.031186838824164734 }, "Box": { - "MinX": 0.5595869033673111, - "MinY": 0.015854972416108778, - "MinZ": 0.003250091302073023, - "MaxX": 0.5895008984741055, - "MaxY": 0.06205497241610877, - "MaxZ": 0.07813979080239303 + "MinX": 0.5595869033673095, + "MinY": 0.01585497241610879, + "MinZ": 0.003250091302073689, + "MaxX": 0.5895008984741039, + "MaxY": 0.062054972416108786, + "MaxZ": 0.0781397908023937 }, "Material": { "Material": "", @@ -8570,7 +6886,40 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-4", + "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.1077122525389131, + "Density": 7799.999999999999, + "Volume": 0.00014201439135114272, + "SurfaceArea": 0.08562882385543795, + "CenterOfMassX": 0.0006771601813402588, + "CenterOfMassY": 0.0020716654287494607, + "CenterOfMassZ": 0.002 + }, + "Box": { + "MinX": 0.04654390092071242, + "MinY": -0.0708132194035396, + "MinZ": 0.048489790802393684, + "MaxX": 0.6965439009207124, + "MaxY": 0.0991867805964605, + "MaxZ": 0.05248979080239369 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-3", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", @@ -8591,12 +6940,12 @@ "CenterOfMassZ": 0.001999999999999999 }, "Box": { - "MinX": 0.07454390092071485, - "MinY": -0.07081321940353966, - "MinZ": -0.11951020919761285, - "MaxX": 0.07854390092071488, - "MaxY": 0.09918678059646038, - "MaxZ": 0.08048979080238716 + "MinX": 0.6645439009207139, + "MinY": -0.07081321940353993, + "MinZ": -0.11949520919760559, + "MaxX": 0.6685439009207139, + "MaxY": 0.0991867805964601, + "MaxZ": 0.08050479080239442 }, "Material": { "Material": "Plain Carbon Steel", @@ -8605,275 +6954,34 @@ "States": {}, "activeConfiguration": null }, - { - "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1077122525389127, - "Density": 7800.000000000001, - "Volume": 0.00014201439135114264, - "SurfaceArea": 0.08562882385543795, - "CenterOfMassX": 0.0006771601813402629, - "CenterOfMassY": 0.0020716654287494573, - "CenterOfMassZ": 0.0019999999999999996 - }, - "Box": { - "MinX": 0.046543900920713976, - "MinY": -0.0708132194035396, - "MinZ": 0.04848979080239302, - "MaxX": 0.6965439009207139, - "MaxY": 0.0991867805964605, - "MaxZ": 0.05248979080239302 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.6646939009207148, - "MinY": -0.07081321940353955, - "MinZ": -0.11949520919761344, - "MaxX": 0.6966939009207148, - "MaxY": -0.06681321940353954, - "MaxZ": -0.08749520919761344 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button3.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.027545368020684382, - "Density": 1000.0, - "Volume": 2.7545368020684383E-05, - "SurfaceArea": 0.006185563284667857, - "CenterOfMassX": 1.2626452677903097E-06, - "CenterOfMassY": -0.009433742029322007, - "CenterOfMassZ": -5.463635126785716E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.05835201811666168, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.09735204311666168 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button2.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004700956617868259, - "Density": 1000.0000000000001, - "Volume": 4.700956617868259E-06, - "SurfaceArea": 0.00257226643883654, - "CenterOfMassX": -4.51784013960216E-07, - "CenterOfMassY": -0.03695332585513107, - "CenterOfMassZ": -1.9450932772281003E-05 - }, - "Box": { - "MinX": 0.599542250246698, - "MinY": 0.018753321742091853, - "MinZ": 0.041462018116661684, - "MaxX": 0.6395455515947301, - "MaxY": 0.058756623090124055, - "MaxZ": 0.058352018116661686 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button1.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00018723389560570613, - "Density": 1000.0, - "Volume": 1.8723389560570612E-07, - "SurfaceArea": 0.0004229739817828383, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.04339, - "CenterOfMassZ": 7.978303400368668E-20 - }, - "Box": { - "MinX": 0.6086467419084767, - "MinY": 0.02785781340387053, - "MinZ": 0.04546201811666169, - "MaxX": 0.6304410599329515, - "MaxY": 0.049652131428345375, - "MaxZ": 0.04646201811666169 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.032433558534158344, - "Density": 1000.0, - "Volume": 3.243355853415834E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.0068648956972852E-06, - "CenterOfMassY": -0.013618485804014997, - "CenterOfMassZ": -7.459429133649161E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.041462018116661684, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.0973520431166617 - }, - "Material": { - "emergency_stop _button3.STEP-1": "", - "emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button2.STEP-1": "", - "emergency_stop _button2.STEP-1 Material Database": "", - "emergency_stop _button1.STEP-1": "", - "emergency_stop _button1.STEP-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.032433558534158344, - "Density": 1000.0, - "Volume": 3.243355853415834E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.0068648956974637E-06, - "CenterOfMassY": -0.013618485804014997, - "CenterOfMassZ": -7.459429133649147E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.041462018116661684, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.0973520431166617 - }, - "Material": { - "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", - "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, { "Name": "300_Housing-1/C-AJPJG50-8-50-2", "Children": [ { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.004896392240066823, + "Mass": 0.031157231678560958, "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 }, "Box": { - "MinX": 0.6751939009207143, - "MinY": -0.09031321940353959, - "MinZ": 0.059004790802384306, - "MaxX": 0.6901939009207142, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080238431 + "MinX": 0.6576939009207144, + "MinY": -0.1018132194035396, + "MinZ": 0.04150479080239063, + "MaxX": 0.7076939009207145, + "MaxY": -0.07881321940353961, + "MaxZ": 0.09150479080239063 }, "Material": { "Material": "", @@ -8901,12 +7009,12 @@ "CenterOfMassZ": 6.44782973497108E-19 }, "Box": { - "MinX": 0.6766939009207142, + "MinX": 0.6766939009207145, "MinY": -0.061010362184240226, - "MinZ": 0.0595765875721088, - "MaxX": 0.6886939009207143, + "MinZ": 0.059576587572115126, + "MaxX": 0.6886939009207145, "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403265982 + "MaxZ": 0.07343299403266615 }, "Material": { "Material": "", @@ -8916,30 +7024,30 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.031157231678560958, + "Mass": 0.004896392240066823, "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 }, "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.07881321940353961, - "MaxZ": 0.0915047908023843 + "MinX": 0.6751939009207145, + "MinY": -0.09031321940353959, + "MinZ": 0.059004790802390635, + "MaxX": 0.6901939009207144, + "MaxY": -0.02081321940353959, + "MaxZ": 0.07400479080239064 }, "Material": { "Material": "", @@ -8960,54 +7068,153 @@ "Density": 1000.0000000000001, "Volume": 3.503366042103045E-05, "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.511591855231674E-19, + "CenterOfMassX": -5.50421341009302E-19, "CenterOfMassY": 0.010908679987601647, "CenterOfMassZ": 2.7788741949497454E-10 }, "Box": { - "MinX": 0.6576939009207142, + "MinX": 0.6576939009207144, "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, + "MinZ": 0.04150479080239063, + "MaxX": 0.7076939009207145, "MaxY": -0.050813219403539604, - "MaxZ": 0.0915047908023843 + "MaxZ": 0.09150479080239063 }, "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "", "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "" + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "" }, "States": {}, "activeConfiguration": null }, { - "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.37004167051483144, - "Density": 7849.999987, - "Volume": 4.7139066385686537E-05, - "SurfaceArea": 0.04852069468613064, - "CenterOfMassX": -0.1977997332683775, - "CenterOfMassY": -9.911162352221681E-07, - "CenterOfMassZ": 0.001 + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 }, "Box": { - "MinX": 0.11354390092071409, - "MinY": -0.06781321940353965, - "MinZ": 0.05448979080239302, - "MaxX": 0.26754390092071406, - "MaxY": 0.08618678059646037, - "MaxZ": 0.056489790802393025 + "MinX": 0.6646939009207139, + "MinY": -0.07081321940353955, + "MinZ": -0.1194952091976061, + "MaxX": 0.6966939009207139, + "MaxY": -0.06681321940353954, + "MaxZ": -0.0874952091976061 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 9.97188521319506, + "Density": 7800.0, + "Volume": 0.001278446822204495, + "SurfaceArea": 0.2791533709523726, + "CenterOfMassX": -3.538475256460657E-05, + "CenterOfMassY": -3.5029011215037195E-19, + "CenterOfMassZ": 0.0001233658338321936 + }, + "Box": { + "MinX": 0.04654390092071392, + "MinY": 0.08918678059646037, + "MinZ": -0.11951020919760555, + "MaxX": 0.6965439009207139, + "MaxY": 0.09918678059646038, + "MaxZ": 0.08048979080239446 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 + }, + "Box": { + "MinX": 0.6646939009207125, + "MinY": -0.07081321940353957, + "MinZ": 0.048504790802394254, + "MaxX": 0.6966939009207125, + "MaxY": -0.06681321940353957, + "MaxZ": 0.08050479080239425 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.7938872097026315, + "Density": 7849.999987000001, + "Volume": 0.00035590919927763705, + "SurfaceArea": 0.18458387388226774, + "CenterOfMassX": 0.00034498588777029203, + "CenterOfMassY": 0.00035611446479513433, + "CenterOfMassZ": 6.972401507731992E-21 + }, + "Box": { + "MinX": 0.08354390092071401, + "MinY": -0.06881321940353965, + "MinZ": -0.09551020919760517, + "MaxX": 0.659543900920714, + "MaxY": 0.08718678059646043, + "MaxZ": -0.09151020919760516 }, "Material": { "Material": "AISI 1035 Steel (SS)", @@ -9026,21 +7233,21 @@ }, "Equations": {}, "Mass": { - "Mass": 1.1077122525389127, - "Density": 7800.000000000001, - "Volume": 0.00014201439135114264, + "Mass": 1.1077122525389131, + "Density": 7799.999999999999, + "Volume": 0.00014201439135114272, "SurfaceArea": 0.08562882385543795, - "CenterOfMassX": 0.0006771601813402629, - "CenterOfMassY": 0.0020716654287494573, - "CenterOfMassZ": 0.0019999999999999996 + "CenterOfMassX": 0.0006771601813402588, + "CenterOfMassY": 0.0020716654287494607, + "CenterOfMassZ": 0.002 }, "Box": { - "MinX": 0.04654390092071481, + "MinX": 0.04654390092071392, "MinY": -0.07081321940353963, - "MinZ": -0.09151020919760583, - "MaxX": 0.6965439009207148, + "MinZ": -0.09151020919760516, + "MaxX": 0.6965439009207139, "MaxY": 0.09918678059646047, - "MaxZ": -0.08751020919760583 + "MaxZ": -0.08751020919760516 }, "Material": { "Material": "Plain Carbon Steel", @@ -9083,30 +7290,30 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", + "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 2.7938872097026315, + "Mass": 1.0538757123504703, "Density": 7849.999987000001, - "Volume": 0.00035590919927763705, - "SurfaceArea": 0.18458387388226774, - "CenterOfMassX": 0.00034498588777029203, - "CenterOfMassY": 0.00035611446479513433, - "CenterOfMassZ": 6.972401507731992E-21 + "Volume": 0.00013425168332429835, + "SurfaceArea": 0.1398200790399502, + "CenterOfMassX": 0.030539132124474, + "CenterOfMassY": 0.0001162620896902571, + "CenterOfMassZ": 3.61718295052775E-20 }, "Box": { - "MinX": 0.0835439009207149, - "MinY": -0.06881321940353965, - "MinZ": -0.09551020919760583, - "MaxX": 0.6595439009207149, - "MaxY": 0.08718678059646043, - "MaxZ": -0.09151020919760583 + "MinX": 0.08354390092071251, + "MinY": -0.0688132194035396, + "MinZ": 0.05248979080239369, + "MaxX": 0.6595439009207126, + "MaxY": 0.08718678059646048, + "MaxZ": 0.05448979080239369 }, "Material": { "Material": "AISI 1035 Steel (SS)", @@ -9114,516 +7321,6 @@ }, "States": {}, "activeConfiguration": null - }, - { - "Name": "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.4912576000000013, - "Density": 7800.0, - "Volume": 0.00031939200000000016, - "SurfaceArea": 0.1655936, - "CenterOfMassX": 1.873483817275673E-16, - "CenterOfMassY": 0.002, - "CenterOfMassZ": 1.0770463880882915E-06 - }, - "Box": { - "MinX": 0.07424390092071498, - "MinY": -0.07081321940353977, - "MinZ": -0.09081020919760628, - "MaxX": 0.668843900920715, - "MaxY": -0.06681321940353976, - "MaxZ": 0.05178979080239372 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.046544112095709286, - "MinY": -0.07081321940353963, - "MinZ": 0.04848979080238758, - "MaxX": 0.07854411209570929, - "MaxY": -0.06681321940353963, - "MaxZ": 0.08048979080238758 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.04654411209571013, - "MinY": -0.07081321940353964, - "MinZ": -0.11951020919761325, - "MaxX": 0.07854411209571013, - "MaxY": -0.06681321940353964, - "MaxZ": -0.08751020919761325 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.052893900920708274, - "MinY": -0.09031321940353987, - "MinZ": -0.11302520919760833, - "MaxX": 0.06789390092070827, - "MaxY": -0.02081321940353987, - "MaxZ": -0.09802520919760832 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.05439390092070827, - "MinY": -0.0610103621842405, - "MinZ": -0.11245341242788384, - "MaxX": 0.06639390092070828, - "MaxY": -0.0555103621842405, - "MaxZ": -0.09859700596733281 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.03539390092070827, - "MinY": -0.10181321940353988, - "MinZ": -0.13052520919760832, - "MaxX": 0.08539390092070828, - "MaxY": -0.07881321940353989, - "MaxZ": -0.08052520919760833 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.507902632662348E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949257654E-10 - }, - "Box": { - "MinX": 0.03539390092070827, - "MinY": -0.10181321940353988, - "MinZ": -0.13052520919760832, - "MaxX": 0.08539390092070828, - "MaxY": -0.05081321940353988, - "MaxZ": -0.08052520919760833 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.052893900920714006, - "MinY": -0.09031321940353973, - "MinZ": 0.05900479080238758, - "MaxX": 0.06789390092071401, - "MaxY": -0.02081321940353973, - "MaxZ": 0.07400479080238759 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.054393900920714, - "MinY": -0.061010362184240365, - "MinZ": 0.05957658757211207, - "MaxX": 0.06639390092071401, - "MaxY": -0.05551036218424036, - "MaxZ": 0.0734329940326631 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.035393900920714004, - "MinY": -0.10181321940353974, - "MinZ": 0.04150479080238758, - "MaxX": 0.085393900920714, - "MaxY": -0.07881321940353975, - "MaxZ": 0.09150479080238758 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03503366042103045, - "Density": 1000.0000000000001, - "Volume": 3.5033660421030446E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.519892606012661E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949174647E-10 - }, - "Box": { - "MinX": 0.035393900920714004, - "MinY": -0.10181321940353974, - "MinZ": 0.04150479080238758, - "MaxX": 0.085393900920714, - "MaxY": -0.05081321940353974, - "MaxZ": 0.09150479080238758 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207145, - "MinY": -0.09031321940353959, - "MinZ": -0.11302520919761, - "MaxX": 0.6901939009207144, - "MaxY": -0.02081321940353959, - "MaxZ": -0.09802520919760999 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207145, - "MinY": -0.061010362184240226, - "MinZ": -0.11245341242788551, - "MaxX": 0.6886939009207145, - "MaxY": -0.05551036218424022, - "MaxZ": -0.09859700596733448 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207144, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761, - "MaxX": 0.7076939009207145, - "MaxY": -0.07881321940353961, - "MaxZ": -0.08052520919761 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.505135715735351E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949322216E-10 - }, - "Box": { - "MinX": 0.6576939009207144, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761, - "MaxX": 0.7076939009207145, - "MaxY": -0.050813219403539604, - "MaxZ": -0.08052520919761 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null } ], "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", @@ -9647,174 +7344,170 @@ "Density": 6463.570900528478, "Volume": 0.0032785545380847993, "SurfaceArea": 1.2948969218885766, - "CenterOfMassX": 0.37453726714756197, + "CenterOfMassX": 0.3745372671475611, "CenterOfMassY": 0.038380403858413854, - "CenterOfMassZ": -0.02305483931915977 + "CenterOfMassZ": -0.023054839319158624 }, "Box": { - "MinX": 0.035393900920708266, - "MinY": -0.10181321940353986, - "MinZ": -0.13052520919761001, - "MaxX": 0.7076939009207145, - "MaxY": 0.09918678059646048, - "MaxZ": 0.0973520431166617 + "MinX": 0.035393900920710486, + "MinY": -0.10181321940353974, + "MinZ": -0.13052520919763164, + "MaxX": 0.7076939009207147, + "MaxY": 0.0991867805964605, + "MaxZ": 0.097352043116667 }, "Material": { - "301_Front_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "301_Front_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "IP55_switch_red-1": "", - "IP55_switch_red-1 Material Database": "", - "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1 Material Database": "", + "C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1 Material Database": "", + "C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1 Material Database": "", + "C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "306_BOTTOM_x1_4mm_FERRO-1": "Plain Carbon Steel", + "306_BOTTOM_x1_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "308_Extension_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", + "308_Extension_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1": "", "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1 Material Database": "", - "303_TOP_x1_10mm_FERRO-1": "Plain Carbon Steel", - "303_TOP_x1_10mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "302_Corner_x4_4mm_FERRO-3": "Plain Carbon Steel", - "302_Corner_x4_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", - "307_SIDE_x2_4mm_FERRO-3": "Plain Carbon Steel", - "307_SIDE_x2_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", + "C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "307_SIDE_x2_4mm_FERRO-4": "Plain Carbon Steel", + "307_SIDE_x2_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", "310_SIDE_x1_2mm_INOX-3": "AISI 1035 Steel (SS)", "310_SIDE_x1_2mm_INOX-3 Material Database": "SOLIDWORKS Materials", "3Pos-Switch-22mm-1": "", "3Pos-Switch-22mm-1 Material Database": "", "309_SIDE_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", "309_SIDE_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "E_Inkbird-3": "", - "E_Inkbird-3 Material Database": "", - "MCADID0002111_3D-simplified.stp-1": "", - "MCADID0002111_3D-simplified.stp-1 Material Database": "", - "307_SIDE_x2_4mm_FERRO-4": "Plain Carbon Steel", - "307_SIDE_x2_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", - "305_FRAMEL_x2_4mm_FERRO-2": "Plain Carbon Steel", - "305_FRAMEL_x2_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", - "302_Corner_x4_4mm_FERRO-4": "Plain Carbon Steel", - "302_Corner_x4_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "", - "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1 Material Database": "", - "308_Extension_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "308_Extension_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "305_FRAMEL_x2_4mm_FERRO-1": "Plain Carbon Steel", - "305_FRAMEL_x2_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "E_Inkbird-1": "", - "E_Inkbird-1 Material Database": "", - "304_BACK_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "304_BACK_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "306_BOTTOM_x1_4mm_FERRO-1": "Plain Carbon Steel", - "306_BOTTOM_x1_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", + "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", + "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", + "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", "302_Corner_x4_4mm_FERRO-1": "Plain Carbon Steel", "302_Corner_x4_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", "302_Corner_x4_4mm_FERRO-2": "Plain Carbon Steel", "302_Corner_x4_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", - "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1 Material Database": "" + "IP55_switch_red-1": "", + "IP55_switch_red-1 Material Database": "", + "E_Inkbird-3": "", + "E_Inkbird-3 Material Database": "", + "MCADID0002111_3D-simplified.stp-1": "", + "MCADID0002111_3D-simplified.stp-1 Material Database": "", + "305_FRAMEL_x2_4mm_FERRO-2": "Plain Carbon Steel", + "305_FRAMEL_x2_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", + "307_SIDE_x2_4mm_FERRO-3": "Plain Carbon Steel", + "307_SIDE_x2_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", + "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1 Material Database": "", + "C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "302_Corner_x4_4mm_FERRO-4": "Plain Carbon Steel", + "302_Corner_x4_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", + "303_TOP_x1_10mm_FERRO-1": "Plain Carbon Steel", + "303_TOP_x1_10mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "302_Corner_x4_4mm_FERRO-3": "Plain Carbon Steel", + "302_Corner_x4_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", + "304_BACK_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", + "304_BACK_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "305_FRAMEL_x2_4mm_FERRO-1": "Plain Carbon Steel", + "305_FRAMEL_x2_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "E_Inkbird-1": "", + "E_Inkbird-1 Material Database": "", + "301_Front_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", + "301_Front_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" }, "States": {}, "activeConfiguration": null }, { - "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0538757123504703, - "Density": 7849.999987000001, - "Volume": 0.00013425168332429835, - "SurfaceArea": 0.1398200790399502, - "CenterOfMassX": 0.030539132124474008, - "CenterOfMassY": 0.00011626208969025713, - "CenterOfMassZ": 4.173970703247729E-20 - }, - "Box": { - "MinX": 0.08354390092071406, - "MinY": -0.06881321940353963, - "MinZ": 0.05248979080239302, - "MaxX": 0.6595439009207141, - "MaxY": 0.08718678059646046, - "MaxZ": 0.05448979080239302 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/IP55_switch_red-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT", - "Parent": null, - "Properties": { - "red": {}, - "green": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.02530898012447876, - "Density": 1000.0, - "Volume": 2.530898012447876E-05, - "SurfaceArea": 0.006054382781024249, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.00014157711015442073, - "CenterOfMassZ": 0.007075912198349583 - }, - "Box": { - "MinX": 0.6062788097829406, - "MinY": -0.040289263528151126, - "MinZ": 0.029489790802386093, - "MaxX": 0.6342788097829406, - "MaxY": -0.0022892635281511198, - "MaxZ": 0.0694897908023861 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-3", "Children": [ { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.03539390092071067, + "MinY": -0.10181321940353974, + "MinZ": 0.04150479080239391, + "MaxX": 0.08539390092071067, + "MaxY": -0.07881321940353975, + "MaxZ": 0.0915047908023939 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.05439390092071067, + "MinY": -0.061010362184240365, + "MinZ": 0.0595765875721184, + "MaxX": 0.06639390092071068, + "MaxY": -0.05551036218424036, + "MaxZ": 0.07343299403266942 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", @@ -9832,12 +7525,720 @@ "CenterOfMassZ": 1.0265829547528668E-09 }, "Box": { - "MinX": 0.6751939009207143, + "MinX": 0.052893900920710675, + "MinY": -0.09031321940353973, + "MinZ": 0.05900479080239391, + "MaxX": 0.06789390092071068, + "MaxY": -0.02081321940353973, + "MaxZ": 0.07400479080239392 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.035033660421030455, + "Density": 1000.0000000000001, + "Volume": 3.503366042103045E-05, + "SurfaceArea": 0.008428733857407129, + "CenterOfMassX": -5.497757270596697E-19, + "CenterOfMassY": 0.010908679987601647, + "CenterOfMassZ": 2.7788741949174647E-10 + }, + "Box": { + "MinX": 0.03539390092071067, + "MinY": -0.10181321940353974, + "MinZ": 0.04150479080239391, + "MaxX": 0.08539390092071067, + "MaxY": -0.05081321940353974, + "MaxZ": 0.0915047908023939 + }, + "Material": { + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.03539390092071067, + "MinY": -0.10181321940353974, + "MinZ": 0.04150479080239391, + "MaxX": 0.08539390092071067, + "MaxY": -0.07881321940353975, + "MaxZ": 0.0915047908023939 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.05439390092071067, + "MinY": -0.061010362184240365, + "MinZ": 0.0595765875721184, + "MaxX": 0.06639390092071068, + "MaxY": -0.05551036218424036, + "MaxZ": 0.07343299403266942 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.052893900920710675, + "MinY": -0.09031321940353973, + "MinZ": 0.05900479080239391, + "MaxX": 0.06789390092071068, + "MaxY": -0.02081321940353973, + "MaxZ": 0.07400479080239392 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5", + "Children": [ + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.03539390092071049, + "MinY": -0.10181321940353974, + "MinZ": -0.1305252091976316, + "MaxX": 0.0853939009207105, + "MaxY": -0.07881321940353975, + "MaxZ": -0.08052520919763162 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.05439390092071049, + "MinY": -0.061010362184240365, + "MinZ": -0.11245341242790713, + "MaxX": 0.0663939009207105, + "MaxY": -0.05551036218424036, + "MaxZ": -0.0985970059673561 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.052893900920710495, + "MinY": -0.09031321940353973, + "MinZ": -0.11302520919763162, + "MaxX": 0.06789390092071049, + "MaxY": -0.02081321940353973, + "MaxZ": -0.09802520919763161 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.035033660421030455, + "Density": 1000.0000000000001, + "Volume": 3.503366042103045E-05, + "SurfaceArea": 0.008428733857407129, + "CenterOfMassX": -5.501446493166025E-19, + "CenterOfMassY": 0.010908679987601647, + "CenterOfMassZ": 2.7788741949229985E-10 + }, + "Box": { + "MinX": 0.03539390092071049, + "MinY": -0.10181321940353974, + "MinZ": -0.1305252091976316, + "MaxX": 0.0853939009207105, + "MaxY": -0.05081321940353974, + "MaxZ": -0.08052520919763162 + }, + "Material": { + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.03539390092071049, + "MinY": -0.10181321940353974, + "MinZ": -0.1305252091976316, + "MaxX": 0.0853939009207105, + "MaxY": -0.07881321940353975, + "MaxZ": -0.08052520919763162 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.05439390092071049, + "MinY": -0.061010362184240365, + "MinZ": -0.11245341242790713, + "MaxX": 0.0663939009207105, + "MaxY": -0.05551036218424036, + "MaxZ": -0.0985970059673561 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.052893900920710495, + "MinY": -0.09031321940353973, + "MinZ": -0.11302520919763162, + "MaxX": 0.06789390092071049, + "MaxY": -0.02081321940353973, + "MaxZ": -0.09802520919763161 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4", + "Children": [ + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.6576939009207147, + "MinY": -0.1018132194035396, + "MinZ": -0.1305252091976283, + "MaxX": 0.7076939009207147, + "MaxY": -0.07881321940353961, + "MaxZ": -0.08052520919762832 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.6766939009207147, + "MinY": -0.061010362184240226, + "MinZ": -0.11245341242790383, + "MaxX": 0.6886939009207147, + "MaxY": -0.05551036218424022, + "MaxZ": -0.0985970059673528 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.6751939009207147, "MinY": -0.09031321940353959, - "MinZ": 0.059004790802384306, - "MaxX": 0.6901939009207142, + "MinZ": -0.11302520919762832, + "MaxX": 0.6901939009207146, "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080238431 + "MaxZ": -0.0980252091976283 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.035033660421030455, + "Density": 1000.0000000000001, + "Volume": 3.503366042103045E-05, + "SurfaceArea": 0.008428733857407129, + "CenterOfMassX": -5.493145742385038E-19, + "CenterOfMassY": 0.010908679987601647, + "CenterOfMassZ": 2.7788741949405223E-10 + }, + "Box": { + "MinX": 0.6576939009207147, + "MinY": -0.1018132194035396, + "MinZ": -0.1305252091976283, + "MaxX": 0.7076939009207147, + "MaxY": -0.050813219403539604, + "MaxZ": -0.08052520919762832 + }, + "Material": { + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.6576939009207147, + "MinY": -0.1018132194035396, + "MinZ": -0.1305252091976283, + "MaxX": 0.7076939009207147, + "MaxY": -0.07881321940353961, + "MaxZ": -0.08052520919762832 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.0004810808325551677, + "Density": 1000.0, + "Volume": 4.810808325551677E-07, + "SurfaceArea": 0.0004964469744657057, + "CenterOfMassX": 0.002749999999999999, + "CenterOfMassY": 9.788086206448736E-09, + "CenterOfMassZ": 6.44782973497108E-19 + }, + "Box": { + "MinX": 0.6766939009207147, + "MinY": -0.061010362184240226, + "MinZ": -0.11245341242790383, + "MaxX": 0.6886939009207147, + "MaxY": -0.05551036218424022, + "MaxZ": -0.0985970059673528 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004896392240066823, + "Density": 1000.0, + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 + }, + "Box": { + "MinX": 0.6751939009207147, + "MinY": -0.09031321940353959, + "MinZ": -0.11302520919762832, + "MaxX": 0.6901939009207146, + "MaxY": -0.02081321940353959, + "MaxZ": -0.0980252091976283 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.4912576000000013, + "Density": 7800.0, + "Volume": 0.00031939200000000016, + "SurfaceArea": 0.1655936, + "CenterOfMassX": 1.873483817275673E-16, + "CenterOfMassY": 0.002, + "CenterOfMassZ": 1.0770463880882915E-06 + }, + "Box": { + "MinX": 0.07424390092071409, + "MinY": -0.07081321940353977, + "MinZ": -0.09081020919760562, + "MaxX": 0.6688439009207141, + "MaxY": -0.06681321940353976, + "MaxZ": 0.05178979080239439 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.3700416705148314, + "Density": 7849.999987, + "Volume": 4.713906638568653E-05, + "SurfaceArea": 0.04852069468613064, + "CenterOfMassX": -0.19779973326837746, + "CenterOfMassY": -9.911162352213435E-07, + "CenterOfMassZ": 0.001 + }, + "Box": { + "MinX": 0.11354390092071254, + "MinY": -0.06781321940353964, + "MinZ": 0.05448979080239369, + "MaxX": 0.2675439009207125, + "MaxY": 0.08618678059646039, + "MaxZ": 0.05648979080239369 + }, + "Material": { + "Material": "AISI 1035 Steel (SS)", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1", + "Children": [ + { + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.031157231678560958, + "Density": 1000.0, + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 + }, + "Box": { + "MinX": 0.6576939009207144, + "MinY": -0.1018132194035396, + "MinZ": 0.04150479080239063, + "MaxX": 0.7076939009207145, + "MaxY": -0.07881321940353961, + "MaxZ": 0.09150479080239063 }, "Material": { "Material": "", @@ -9865,12 +8266,12 @@ "CenterOfMassZ": 6.44782973497108E-19 }, "Box": { - "MinX": 0.6766939009207142, + "MinX": 0.6766939009207145, "MinY": -0.061010362184240226, - "MinZ": 0.0595765875721088, - "MaxX": 0.6886939009207143, + "MinZ": 0.059576587572115126, + "MaxX": 0.6886939009207145, "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403265982 + "MaxZ": 0.07343299403266615 }, "Material": { "Material": "", @@ -9880,30 +8281,30 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.031157231678560958, + "Mass": 0.004896392240066823, "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 }, "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.07881321940353961, - "MaxZ": 0.0915047908023843 + "MinX": 0.6751939009207145, + "MinY": -0.09031321940353959, + "MinZ": 0.059004790802390635, + "MaxX": 0.6901939009207144, + "MaxY": -0.02081321940353959, + "MaxZ": 0.07400479080239064 }, "Material": { "Material": "", @@ -9924,54 +8325,54 @@ "Density": 1000.0000000000001, "Volume": 3.503366042103045E-05, "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.512514160874006E-19, + "CenterOfMassX": -5.496834964954365E-19, "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.778874194909164E-10 + "CenterOfMassZ": 2.7788741949202316E-10 }, "Box": { - "MinX": 0.6576939009207142, + "MinX": 0.6576939009207144, "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, + "MinZ": 0.04150479080239063, + "MaxX": 0.7076939009207145, "MaxY": -0.050813219403539604, - "MaxZ": 0.0915047908023843 + "MaxZ": 0.09150479080239063 }, "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "", "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "" + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "" }, "States": {}, "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", "Parent": null, "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.004896392240066823, + "Mass": 0.031157231678560958, "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 }, "Box": { - "MinX": 0.6751939009207143, - "MinY": -0.09031321940353959, - "MinZ": 0.059004790802384306, - "MaxX": 0.6901939009207142, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080238431 + "MinX": 0.6576939009207144, + "MinY": -0.1018132194035396, + "MinZ": 0.04150479080239063, + "MaxX": 0.7076939009207145, + "MaxY": -0.07881321940353961, + "MaxZ": 0.09150479080239063 }, "Material": { "Material": "", @@ -9999,12 +8400,12 @@ "CenterOfMassZ": 6.44782973497108E-19 }, "Box": { - "MinX": 0.6766939009207142, + "MinX": 0.6766939009207145, "MinY": -0.061010362184240226, - "MinZ": 0.0595765875721088, - "MaxX": 0.6886939009207143, + "MinZ": 0.059576587572115126, + "MaxX": 0.6886939009207145, "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403265982 + "MaxZ": 0.07343299403266615 }, "Material": { "Material": "", @@ -10014,30 +8415,30 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "Parent": null, "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.031157231678560958, + "Mass": 0.004896392240066823, "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 }, "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.07881321940353961, - "MaxZ": 0.0915047908023843 + "MinX": 0.6751939009207145, + "MinY": -0.09031321940353959, + "MinZ": 0.059004790802390635, + "MaxX": 0.6901939009207144, + "MaxY": -0.02081321940353959, + "MaxZ": 0.07400479080239064 }, "Material": { "Material": "", @@ -10047,73 +8448,7 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 9.97188521319506, - "Density": 7800.0, - "Volume": 0.001278446822204495, - "SurfaceArea": 0.2791533709523726, - "CenterOfMassX": -3.538475256460657E-05, - "CenterOfMassY": -3.5029011215037195E-19, - "CenterOfMassZ": 0.0001233658338321936 - }, - "Box": { - "MinX": 0.04654390092071481, - "MinY": 0.08918678059646035, - "MinZ": -0.11951020919760622, - "MaxX": 0.6965439009207148, - "MaxY": 0.09918678059646036, - "MaxZ": 0.0804897908023938 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.664693900920714, - "MinY": -0.0708132194035396, - "MinZ": 0.04850479080238691, - "MaxX": 0.696693900920714, - "MaxY": -0.0668132194035396, - "MaxZ": 0.08050479080238691 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-3", + "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-4", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", "Parent": null, @@ -10134,12 +8469,12 @@ "CenterOfMassZ": 0.001999999999999999 }, "Box": { - "MinX": 0.6645439009207148, - "MinY": -0.07081321940353995, - "MinZ": -0.11949520919761292, - "MaxX": 0.6685439009207148, - "MaxY": 0.09918678059646009, - "MaxZ": 0.0805047908023871 + "MinX": 0.07454390092071396, + "MinY": -0.07081321940353964, + "MinZ": -0.11951020919760552, + "MaxX": 0.07854390092071399, + "MaxY": 0.0991867805964604, + "MaxZ": 0.08048979080239449 }, "Material": { "Material": "Plain Carbon Steel", @@ -10170,12 +8505,12 @@ "CenterOfMassZ": 0.0009999999999999998 }, "Box": { - "MinX": 0.6685439009207147, - "MinY": -0.06831321940354063, - "MinZ": -0.08699520919761365, - "MaxX": 0.6705439009207147, - "MaxY": 0.0866867805964594, - "MaxZ": 0.048004790802386385 + "MinX": 0.6685439009207138, + "MinY": -0.0683132194035406, + "MinZ": -0.08699520919760632, + "MaxX": 0.6705439009207138, + "MaxY": 0.08668678059645943, + "MaxZ": 0.04800479080239371 }, "Material": { "Material": "AISI 1035 Steel (SS)", @@ -10195,21 +8530,21 @@ }, "Equations": {}, "Mass": { - "Mass": 0.06006294708946258, + "Mass": 0.06006294708946257, "Density": 1943.6322351409399, - "Volume": 3.0902423824591074E-05, + "Volume": 3.090242382459107E-05, "SurfaceArea": 0.02020411495415486, - "CenterOfMassX": 0.014501389529639077, - "CenterOfMassY": 0.02597787071077119, + "CenterOfMassX": 0.014501389529639083, + "CenterOfMassY": 0.025977870710771196, "CenterOfMassZ": -0.01500138952911236 }, "Box": { - "MinX": 0.5545439009207142, - "MinY": 0.023754972416108043, - "MinZ": 0.011189790802393108, - "MaxX": 0.5945439009207142, - "MaxY": 0.05375497241610828, - "MaxZ": 0.08022479080239325 + "MinX": 0.5545439009207126, + "MinY": 0.023754972416108057, + "MinZ": 0.011189790802393774, + "MaxX": 0.5945439009207126, + "MaxY": 0.05375497241610829, + "MaxZ": 0.08022479080239392 }, "Material": { "Material": "", @@ -10240,12 +8575,12 @@ "CenterOfMassZ": 0.0009999999999999998 }, "Box": { - "MinX": 0.07254390092071483, - "MinY": -0.06831321940354025, - "MinZ": -0.08701020919761346, - "MaxX": 0.07454390092071486, - "MaxY": 0.08668678059645978, - "MaxZ": 0.04798979080238655 + "MinX": 0.07254390092071394, + "MinY": -0.06831321940354024, + "MinZ": -0.08701020919760616, + "MaxX": 0.07454390092071397, + "MaxY": 0.08668678059645979, + "MaxZ": 0.04798979080239385 }, "Material": { "Material": "AISI 1035 Steel (SS)", @@ -10254,6 +8589,520 @@ "States": {}, "activeConfiguration": null }, + { + "Name": "300_Housing-1/emergency_stop _button-1", + "Children": [ + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", + "Children": [ + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button1.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.00018723389560570613, + "Density": 1000.0, + "Volume": 1.8723389560570612E-07, + "SurfaceArea": 0.0004229739817828383, + "CenterOfMassX": 0.0, + "CenterOfMassY": -0.04339, + "CenterOfMassZ": 7.978303400368668E-20 + }, + "Box": { + "MinX": 0.6086467419084751, + "MinY": 0.027857813403870543, + "MinZ": 0.04546201811666699, + "MaxX": 0.63044105993295, + "MaxY": 0.04965213142834539, + "MaxZ": 0.04646201811666699 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button2.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004700956617868258, + "Density": 1000.0000000000001, + "Volume": 4.700956617868258E-06, + "SurfaceArea": 0.00257226643883654, + "CenterOfMassX": -4.5178401396021607E-07, + "CenterOfMassY": -0.03695332585513107, + "CenterOfMassZ": -1.9450932772281007E-05 + }, + "Box": { + "MinX": 0.5995422502466965, + "MinY": 0.018753321742091867, + "MinZ": 0.041462018116666985, + "MaxX": 0.6395455515947286, + "MaxY": 0.05875662309012407, + "MaxZ": 0.05835201811666699 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button3.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.027545368020684375, + "Density": 999.9999999999999, + "Volume": 2.7545368020684377E-05, + "SurfaceArea": 0.006185563284667857, + "CenterOfMassX": 1.26264526779031E-06, + "CenterOfMassY": -0.009433742029322009, + "CenterOfMassZ": -5.463635126785724E-06 + }, + "Box": { + "MinX": 0.5913093901509873, + "MinY": 0.010520461646382703, + "MinZ": 0.05835201811666698, + "MaxX": 0.6477784116904378, + "MaxY": 0.06698948318583323, + "MaxZ": 0.09735204311666698 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.032433558534158344, + "Density": 1000.0, + "Volume": 3.243355853415834E-05, + "SurfaceArea": 0.009180803705287236, + "CenterOfMassX": 1.00686489569747E-06, + "CenterOfMassY": -0.013618485804014997, + "CenterOfMassZ": -7.459429133649141E-06 + }, + "Box": { + "MinX": 0.5913093901509873, + "MinY": 0.010520461646382703, + "MinZ": 0.041462018116666985, + "MaxX": 0.6477784116904378, + "MaxY": 0.06698948318583323, + "MaxZ": 0.097352043116667 + }, + "Material": { + "emergency_stop _button1.STEP-1": "", + "emergency_stop _button1.STEP-1 Material Database": "", + "emergency_stop _button2.STEP-1": "", + "emergency_stop _button2.STEP-1 Material Database": "", + "emergency_stop _button3.STEP-1": "", + "emergency_stop _button3.STEP-1 Material Database": "" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03243355853415834, + "Density": 999.9999999999999, + "Volume": 3.243355853415834E-05, + "SurfaceArea": 0.009180803705287236, + "CenterOfMassX": 1.006864895697247E-06, + "CenterOfMassY": -0.013618485804014995, + "CenterOfMassZ": -7.459429133649155E-06 + }, + "Box": { + "MinX": 0.5913093901509873, + "MinY": 0.010520461646382703, + "MinZ": 0.041462018116666985, + "MaxX": 0.6477784116904378, + "MaxY": 0.06698948318583323, + "MaxZ": 0.097352043116667 + }, + "Material": { + "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", + "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "", + "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", + "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", + "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", + "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", + "Children": [ + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button1.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.00018723389560570613, + "Density": 1000.0, + "Volume": 1.8723389560570612E-07, + "SurfaceArea": 0.0004229739817828383, + "CenterOfMassX": 0.0, + "CenterOfMassY": -0.04339, + "CenterOfMassZ": 7.978303400368668E-20 + }, + "Box": { + "MinX": 0.6086467419084751, + "MinY": 0.027857813403870543, + "MinZ": 0.04546201811666699, + "MaxX": 0.63044105993295, + "MaxY": 0.04965213142834539, + "MaxZ": 0.04646201811666699 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button2.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004700956617868258, + "Density": 1000.0000000000001, + "Volume": 4.700956617868258E-06, + "SurfaceArea": 0.00257226643883654, + "CenterOfMassX": -4.5178401396021607E-07, + "CenterOfMassY": -0.03695332585513107, + "CenterOfMassZ": -1.9450932772281007E-05 + }, + "Box": { + "MinX": 0.5995422502466965, + "MinY": 0.018753321742091867, + "MinZ": 0.041462018116666985, + "MaxX": 0.6395455515947286, + "MaxY": 0.05875662309012407, + "MaxZ": 0.05835201811666699 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button3.STEP.SLDPRT", + "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.027545368020684375, + "Density": 999.9999999999999, + "Volume": 2.7545368020684377E-05, + "SurfaceArea": 0.006185563284667857, + "CenterOfMassX": 1.26264526779031E-06, + "CenterOfMassY": -0.009433742029322009, + "CenterOfMassZ": -5.463635126785724E-06 + }, + "Box": { + "MinX": 0.5913093901509873, + "MinY": 0.010520461646382703, + "MinZ": 0.05835201811666698, + "MaxX": 0.6477784116904378, + "MaxY": 0.06698948318583323, + "MaxZ": 0.09735204311666698 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + } + ], + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button.STEP.SLDASM", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.03243355853415834, + "Density": 999.9999999999999, + "Volume": 3.243355853415834E-05, + "SurfaceArea": 0.009180803705287236, + "CenterOfMassX": 1.0068648956974798E-06, + "CenterOfMassY": -0.013618485804014995, + "CenterOfMassZ": -7.459429133649155E-06 + }, + "Box": { + "MinX": 0.5913093901509873, + "MinY": 0.010520461646382703, + "MinZ": 0.041462018116666985, + "MaxX": 0.6477784116904378, + "MaxY": 0.06698948318583323, + "MaxZ": 0.097352043116667 + }, + "Material": { + "emergency_stop _button1.STEP-1": "", + "emergency_stop _button1.STEP-1 Material Database": "", + "emergency_stop _button2.STEP-1": "", + "emergency_stop _button2.STEP-1 Material Database": "", + "emergency_stop _button3.STEP-1": "", + "emergency_stop _button3.STEP-1 Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button1.STEP.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.00018723389560570613, + "Density": 1000.0, + "Volume": 1.8723389560570612E-07, + "SurfaceArea": 0.0004229739817828383, + "CenterOfMassX": 0.0, + "CenterOfMassY": -0.04339, + "CenterOfMassZ": 7.978303400368668E-20 + }, + "Box": { + "MinX": 0.6086467419084751, + "MinY": 0.027857813403870543, + "MinZ": 0.04546201811666699, + "MaxX": 0.63044105993295, + "MaxY": 0.04965213142834539, + "MaxZ": 0.04646201811666699 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button2.STEP.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.004700956617868258, + "Density": 1000.0000000000001, + "Volume": 4.700956617868258E-06, + "SurfaceArea": 0.00257226643883654, + "CenterOfMassX": -4.5178401396021607E-07, + "CenterOfMassY": -0.03695332585513107, + "CenterOfMassZ": -1.9450932772281007E-05 + }, + "Box": { + "MinX": 0.5995422502466965, + "MinY": 0.018753321742091867, + "MinZ": 0.041462018116666985, + "MaxX": 0.6395455515947286, + "MaxY": 0.05875662309012407, + "MaxZ": 0.05835201811666699 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", + "Children": null, + "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\IC~~\\emergency_stop _button3.STEP.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.027545368020684375, + "Density": 999.9999999999999, + "Volume": 2.7545368020684377E-05, + "SurfaceArea": 0.006185563284667857, + "CenterOfMassX": 1.26264526779031E-06, + "CenterOfMassY": -0.009433742029322009, + "CenterOfMassZ": -5.463635126785724E-06 + }, + "Box": { + "MinX": 0.5913093901509873, + "MinY": 0.010520461646382703, + "MinZ": 0.05835201811666698, + "MaxX": 0.6477784116904378, + "MaxY": 0.06698948318583323, + "MaxZ": 0.09735204311666698 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 + }, + "Box": { + "MinX": 0.04654411209570773, + "MinY": -0.0708132194035396, + "MinZ": 0.048489790802394905, + "MaxX": 0.07854411209570773, + "MaxY": -0.0668132194035396, + "MaxZ": 0.0804897908023949 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 + }, + "Box": { + "MinX": 0.046544112095709245, + "MinY": -0.07081321940353964, + "MinZ": -0.11951020919760591, + "MaxX": 0.07854411209570925, + "MaxY": -0.06681321940353964, + "MaxZ": -0.08751020919760591 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/IP55_switch_red-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT", + "Parent": null, + "Properties": { + "red": {}, + "green": {}, + "Global": { + "Description": "" + } + }, + "Equations": {}, + "Mass": { + "Mass": 0.02530898012447876, + "Density": 1000.0, + "Volume": 2.530898012447876E-05, + "SurfaceArea": 0.006054382781024249, + "CenterOfMassX": 0.0, + "CenterOfMassY": -0.00014157711015442073, + "CenterOfMassZ": 0.007075912198349583 + }, + "Box": { + "MinX": 0.6062788097829341, + "MinY": -0.040289263528151036, + "MinZ": 0.029489790802390423, + "MaxX": 0.6342788097829342, + "MaxY": -0.0022892635281510296, + "MaxZ": 0.06948979080239043 + }, + "Material": { + "Material": "", + "Material Database": "" + }, + "States": {}, + "activeConfiguration": null + }, { "Name": "300_Housing-1/E_Inkbird-3", "Children": null, @@ -10310,15 +9159,15 @@ "SurfaceArea": 0.022441596196535536, "CenterOfMassX": 0.008149877452430966, "CenterOfMassY": 0.009480061688954714, - "CenterOfMassZ": 0.03118683882416474 + "CenterOfMassZ": 0.031186838824164734 }, "Box": { - "MinX": 0.5595869033673111, - "MinY": 0.015854972416108778, - "MinZ": 0.003250091302073023, - "MaxX": 0.5895008984741055, - "MaxY": 0.06205497241610877, - "MaxZ": 0.07813979080239303 + "MinX": 0.5595869033673095, + "MinY": 0.01585497241610879, + "MinZ": 0.003250091302073689, + "MaxX": 0.5895008984741039, + "MaxY": 0.062054972416108786, + "MaxZ": 0.0781397908023937 }, "Material": { "Material": "", @@ -10328,7 +9177,40 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-4", + "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 1.1077122525389131, + "Density": 7799.999999999999, + "Volume": 0.00014201439135114272, + "SurfaceArea": 0.08562882385543795, + "CenterOfMassX": 0.0006771601813402588, + "CenterOfMassY": 0.0020716654287494607, + "CenterOfMassZ": 0.002 + }, + "Box": { + "MinX": 0.04654390092071242, + "MinY": -0.0708132194035396, + "MinZ": 0.048489790802393684, + "MaxX": 0.6965439009207124, + "MaxY": 0.0991867805964605, + "MaxZ": 0.05248979080239369 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-3", "Children": null, "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", "Parent": null, @@ -10349,12 +9231,12 @@ "CenterOfMassZ": 0.001999999999999999 }, "Box": { - "MinX": 0.07454390092071485, - "MinY": -0.07081321940353966, - "MinZ": -0.11951020919761285, - "MaxX": 0.07854390092071488, - "MaxY": 0.09918678059646038, - "MaxZ": 0.08048979080238716 + "MinX": 0.6645439009207139, + "MinY": -0.07081321940353993, + "MinZ": -0.11949520919760559, + "MaxX": 0.6685439009207139, + "MaxY": 0.0991867805964601, + "MaxZ": 0.08050479080239442 }, "Material": { "Material": "Plain Carbon Steel", @@ -10363,511 +9245,34 @@ "States": {}, "activeConfiguration": null }, - { - "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1077122525389127, - "Density": 7800.000000000001, - "Volume": 0.00014201439135114264, - "SurfaceArea": 0.08562882385543795, - "CenterOfMassX": 0.0006771601813402629, - "CenterOfMassY": 0.0020716654287494573, - "CenterOfMassZ": 0.0019999999999999996 - }, - "Box": { - "MinX": 0.046543900920713976, - "MinY": -0.0708132194035396, - "MinZ": 0.04848979080239302, - "MaxX": 0.6965439009207139, - "MaxY": 0.0991867805964605, - "MaxZ": 0.05248979080239302 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.6646939009207148, - "MinY": -0.07081321940353955, - "MinZ": -0.11949520919761344, - "MaxX": 0.6966939009207148, - "MaxY": -0.06681321940353954, - "MaxZ": -0.08749520919761344 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button3.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.027545368020684382, - "Density": 1000.0, - "Volume": 2.7545368020684383E-05, - "SurfaceArea": 0.006185563284667857, - "CenterOfMassX": 1.2626452677903097E-06, - "CenterOfMassY": -0.009433742029322007, - "CenterOfMassZ": -5.463635126785716E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.05835201811666168, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.09735204311666168 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button2.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004700956617868259, - "Density": 1000.0000000000001, - "Volume": 4.700956617868259E-06, - "SurfaceArea": 0.00257226643883654, - "CenterOfMassX": -4.51784013960216E-07, - "CenterOfMassY": -0.03695332585513107, - "CenterOfMassZ": -1.9450932772281003E-05 - }, - "Box": { - "MinX": 0.599542250246698, - "MinY": 0.018753321742091853, - "MinZ": 0.041462018116661684, - "MaxX": 0.6395455515947301, - "MaxY": 0.058756623090124055, - "MaxZ": 0.058352018116661686 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button1.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00018723389560570613, - "Density": 1000.0, - "Volume": 1.8723389560570612E-07, - "SurfaceArea": 0.0004229739817828383, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.04339, - "CenterOfMassZ": 7.978303400368668E-20 - }, - "Box": { - "MinX": 0.6086467419084767, - "MinY": 0.02785781340387053, - "MinZ": 0.04546201811666169, - "MaxX": 0.6304410599329515, - "MaxY": 0.049652131428345375, - "MaxZ": 0.04646201811666169 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03243355853415834, - "Density": 999.9999999999999, - "Volume": 3.243355853415834E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.0068648956974576E-06, - "CenterOfMassY": -0.013618485804014995, - "CenterOfMassZ": -7.459429133649142E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.041462018116661684, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.0973520431166617 - }, - "Material": { - "emergency_stop _button3.STEP-1": "", - "emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button2.STEP-1": "", - "emergency_stop _button2.STEP-1 Material Database": "", - "emergency_stop _button1.STEP-1": "", - "emergency_stop _button1.STEP-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.032433558534158344, - "Density": 1000.0, - "Volume": 3.243355853415834E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.0068648956972977E-06, - "CenterOfMassY": -0.013618485804014997, - "CenterOfMassZ": -7.459429133649161E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.041462018116661684, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.0973520431166617 - }, - "Material": { - "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", - "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button3.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.027545368020684382, - "Density": 1000.0, - "Volume": 2.7545368020684383E-05, - "SurfaceArea": 0.006185563284667857, - "CenterOfMassX": 1.2626452677903097E-06, - "CenterOfMassY": -0.009433742029322007, - "CenterOfMassZ": -5.463635126785716E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.05835201811666168, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.09735204311666168 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button2.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004700956617868259, - "Density": 1000.0000000000001, - "Volume": 4.700956617868259E-06, - "SurfaceArea": 0.00257226643883654, - "CenterOfMassX": -4.51784013960216E-07, - "CenterOfMassY": -0.03695332585513107, - "CenterOfMassZ": -1.9450932772281003E-05 - }, - "Box": { - "MinX": 0.599542250246698, - "MinY": 0.018753321742091853, - "MinZ": 0.041462018116661684, - "MaxX": 0.6395455515947301, - "MaxY": 0.058756623090124055, - "MaxZ": 0.058352018116661686 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button1.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00018723389560570613, - "Density": 1000.0, - "Volume": 1.8723389560570612E-07, - "SurfaceArea": 0.0004229739817828383, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.04339, - "CenterOfMassZ": 7.978303400368668E-20 - }, - "Box": { - "MinX": 0.6086467419084767, - "MinY": 0.02785781340387053, - "MinZ": 0.04546201811666169, - "MaxX": 0.6304410599329515, - "MaxY": 0.049652131428345375, - "MaxZ": 0.04646201811666169 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.032433558534158344, - "Density": 1000.0, - "Volume": 3.243355853415834E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.006864895697266E-06, - "CenterOfMassY": -0.013618485804014997, - "CenterOfMassZ": -7.459429133649154E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.041462018116661684, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.0973520431166617 - }, - "Material": { - "emergency_stop _button3.STEP-1": "", - "emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button2.STEP-1": "", - "emergency_stop _button2.STEP-1 Material Database": "", - "emergency_stop _button1.STEP-1": "", - "emergency_stop _button1.STEP-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button3.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.027545368020684382, - "Density": 1000.0, - "Volume": 2.7545368020684383E-05, - "SurfaceArea": 0.006185563284667857, - "CenterOfMassX": 1.2626452677903097E-06, - "CenterOfMassY": -0.009433742029322007, - "CenterOfMassZ": -5.463635126785716E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.05835201811666168, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.09735204311666168 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button2.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004700956617868259, - "Density": 1000.0000000000001, - "Volume": 4.700956617868259E-06, - "SurfaceArea": 0.00257226643883654, - "CenterOfMassX": -4.51784013960216E-07, - "CenterOfMassY": -0.03695332585513107, - "CenterOfMassZ": -1.9450932772281003E-05 - }, - "Box": { - "MinX": 0.599542250246698, - "MinY": 0.018753321742091853, - "MinZ": 0.041462018116661684, - "MaxX": 0.6395455515947301, - "MaxY": 0.058756623090124055, - "MaxZ": 0.058352018116661686 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\IC~~\\emergency_stop _button1.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00018723389560570613, - "Density": 1000.0, - "Volume": 1.8723389560570612E-07, - "SurfaceArea": 0.0004229739817828383, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.04339, - "CenterOfMassZ": 7.978303400368668E-20 - }, - "Box": { - "MinX": 0.6086467419084767, - "MinY": 0.02785781340387053, - "MinZ": 0.04546201811666169, - "MaxX": 0.6304410599329515, - "MaxY": 0.049652131428345375, - "MaxZ": 0.04646201811666169 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, { "Name": "300_Housing-1/C-AJPJG50-8-50-2", "Children": [ { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.004896392240066823, + "Mass": 0.031157231678560958, "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 }, "Box": { - "MinX": 0.6751939009207143, - "MinY": -0.09031321940353959, - "MinZ": 0.059004790802384306, - "MaxX": 0.6901939009207142, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080238431 + "MinX": 0.6576939009207144, + "MinY": -0.1018132194035396, + "MinZ": 0.04150479080239063, + "MaxX": 0.7076939009207145, + "MaxY": -0.07881321940353961, + "MaxZ": 0.09150479080239063 }, "Material": { "Material": "", @@ -10895,12 +9300,12 @@ "CenterOfMassZ": 6.44782973497108E-19 }, "Box": { - "MinX": 0.6766939009207142, + "MinX": 0.6766939009207145, "MinY": -0.061010362184240226, - "MinZ": 0.0595765875721088, - "MaxX": 0.6886939009207143, + "MinZ": 0.059576587572115126, + "MaxX": 0.6886939009207145, "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403265982 + "MaxZ": 0.07343299403266615 }, "Material": { "Material": "", @@ -10910,30 +9315,30 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.031157231678560958, + "Mass": 0.004896392240066823, "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 }, "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.07881321940353961, - "MaxZ": 0.0915047908023843 + "MinX": 0.6751939009207145, + "MinY": -0.09031321940353959, + "MinZ": 0.059004790802390635, + "MaxX": 0.6901939009207144, + "MaxY": -0.02081321940353959, + "MaxZ": 0.07400479080239064 }, "Material": { "Material": "", @@ -10954,54 +9359,54 @@ "Density": 1000.0000000000001, "Volume": 3.503366042103045E-05, "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.505135715735351E-19, + "CenterOfMassX": -5.512514160874006E-19, "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949174647E-10 + "CenterOfMassZ": 2.7788741949469785E-10 }, "Box": { - "MinX": 0.6576939009207142, + "MinX": 0.6576939009207144, "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, + "MinZ": 0.04150479080239063, + "MaxX": 0.7076939009207145, "MaxY": -0.050813219403539604, - "MaxZ": 0.0915047908023843 + "MaxZ": 0.09150479080239063 }, "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", + "C-AJPJG50-8-50_Pad-1": "", + "C-AJPJG50-8-50_Pad-1 Material Database": "", "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "" + "C-AJPJG50-8-50_Shaft-1": "", + "C-AJPJG50-8-50_Shaft-1 Material Database": "" }, "States": {}, "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", "Parent": null, "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.004896392240066823, + "Mass": 0.031157231678560958, "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 + "Volume": 3.115723167856096E-05, + "SurfaceArea": 0.006365449250096835, + "CenterOfMassX": -7.289193540065807E-19, + "CenterOfMassY": 0.008623464956274926, + "CenterOfMassZ": 4.697049382821297E-19 }, "Box": { - "MinX": 0.6751939009207143, - "MinY": -0.09031321940353959, - "MinZ": 0.059004790802384306, - "MaxX": 0.6901939009207142, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080238431 + "MinX": 0.6576939009207144, + "MinY": -0.1018132194035396, + "MinZ": 0.04150479080239063, + "MaxX": 0.7076939009207145, + "MaxY": -0.07881321940353961, + "MaxZ": 0.09150479080239063 }, "Material": { "Material": "", @@ -11029,12 +9434,12 @@ "CenterOfMassZ": 6.44782973497108E-19 }, "Box": { - "MinX": 0.6766939009207142, + "MinX": 0.6766939009207145, "MinY": -0.061010362184240226, - "MinZ": 0.0595765875721088, - "MaxX": 0.6886939009207143, + "MinZ": 0.059576587572115126, + "MaxX": 0.6886939009207145, "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403265982 + "MaxZ": 0.07343299403266615 }, "Material": { "Material": "", @@ -11044,30 +9449,30 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", + "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", "Parent": null, "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.031157231678560958, + "Mass": 0.004896392240066823, "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 + "Volume": 4.8963922400668225E-06, + "SurfaceArea": 0.002308762239609606, + "CenterOfMassX": 8.794811576055662E-19, + "CenterOfMassY": 0.020110872069252068, + "CenterOfMassZ": 1.0265829547528668E-09 }, "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.07881321940353961, - "MaxZ": 0.0915047908023843 + "MinX": 0.6751939009207145, + "MinY": -0.09031321940353959, + "MinZ": 0.059004790802390635, + "MaxX": 0.6901939009207144, + "MaxY": -0.02081321940353959, + "MaxZ": 0.07400479080239064 }, "Material": { "Material": "", @@ -11077,30 +9482,129 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", "Parent": null, "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 0.37004167051483144, - "Density": 7849.999987, - "Volume": 4.7139066385686537E-05, - "SurfaceArea": 0.04852069468613064, - "CenterOfMassX": -0.1977997332683775, - "CenterOfMassY": -9.911162352221681E-07, - "CenterOfMassZ": 0.001 + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 }, "Box": { - "MinX": 0.11354390092071409, - "MinY": -0.06781321940353965, - "MinZ": 0.05448979080239302, - "MaxX": 0.26754390092071406, - "MaxY": 0.08618678059646037, - "MaxZ": 0.056489790802393025 + "MinX": 0.6646939009207139, + "MinY": -0.07081321940353955, + "MinZ": -0.1194952091976061, + "MaxX": 0.6966939009207139, + "MaxY": -0.06681321940353954, + "MaxZ": -0.0874952091976061 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 9.97188521319506, + "Density": 7800.0, + "Volume": 0.001278446822204495, + "SurfaceArea": 0.2791533709523726, + "CenterOfMassX": -3.538475256460657E-05, + "CenterOfMassY": -3.5029011215037195E-19, + "CenterOfMassZ": 0.0001233658338321936 + }, + "Box": { + "MinX": 0.04654390092071392, + "MinY": 0.08918678059646037, + "MinZ": -0.11951020919760555, + "MaxX": 0.6965439009207139, + "MaxY": 0.09918678059646038, + "MaxZ": 0.08048979080239446 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 0.01986341627654157, + "Density": 7800.0, + "Volume": 2.5465918303258423E-06, + "SurfaceArea": 0.0018711808466395927, + "CenterOfMassX": -0.0026627518706949026, + "CenterOfMassY": 0.002, + "CenterOfMassZ": -0.002662751870694901 + }, + "Box": { + "MinX": 0.6646939009207125, + "MinY": -0.07081321940353957, + "MinZ": 0.048504790802394254, + "MaxX": 0.6966939009207125, + "MaxY": -0.06681321940353957, + "MaxZ": 0.08050479080239425 + }, + "Material": { + "Material": "Plain Carbon Steel", + "Material Database": "SOLIDWORKS Materials" + }, + "States": {}, + "activeConfiguration": null + }, + { + "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", + "Parent": null, + "Properties": { + "Default": {} + }, + "Equations": {}, + "Mass": { + "Mass": 2.7938872097026315, + "Density": 7849.999987000001, + "Volume": 0.00035590919927763705, + "SurfaceArea": 0.18458387388226774, + "CenterOfMassX": 0.00034498588777029203, + "CenterOfMassY": 0.00035611446479513433, + "CenterOfMassZ": 6.972401507731992E-21 + }, + "Box": { + "MinX": 0.08354390092071401, + "MinY": -0.06881321940353965, + "MinZ": -0.09551020919760517, + "MaxX": 0.659543900920714, + "MaxY": 0.08718678059646043, + "MaxZ": -0.09151020919760516 }, "Material": { "Material": "AISI 1035 Steel (SS)", @@ -11119,21 +9623,21 @@ }, "Equations": {}, "Mass": { - "Mass": 1.1077122525389127, - "Density": 7800.000000000001, - "Volume": 0.00014201439135114264, + "Mass": 1.1077122525389131, + "Density": 7799.999999999999, + "Volume": 0.00014201439135114272, "SurfaceArea": 0.08562882385543795, - "CenterOfMassX": 0.0006771601813402629, - "CenterOfMassY": 0.0020716654287494573, - "CenterOfMassZ": 0.0019999999999999996 + "CenterOfMassX": 0.0006771601813402588, + "CenterOfMassY": 0.0020716654287494607, + "CenterOfMassZ": 0.002 }, "Box": { - "MinX": 0.04654390092071481, + "MinX": 0.04654390092071392, "MinY": -0.07081321940353963, - "MinZ": -0.09151020919760583, - "MaxX": 0.6965439009207148, + "MinZ": -0.09151020919760516, + "MaxX": 0.6965439009207139, "MaxY": 0.09918678059646047, - "MaxZ": -0.08751020919760583 + "MaxZ": -0.08751020919760516 }, "Material": { "Material": "Plain Carbon Steel", @@ -11176,30 +9680,30 @@ "activeConfiguration": null }, { - "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", + "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", "Parent": null, "Properties": { "Default": {} }, "Equations": {}, "Mass": { - "Mass": 2.7938872097026315, + "Mass": 1.0538757123504703, "Density": 7849.999987000001, - "Volume": 0.00035590919927763705, - "SurfaceArea": 0.18458387388226774, - "CenterOfMassX": 0.00034498588777029203, - "CenterOfMassY": 0.00035611446479513433, - "CenterOfMassZ": 6.972401507731992E-21 + "Volume": 0.00013425168332429835, + "SurfaceArea": 0.1398200790399502, + "CenterOfMassX": 0.030539132124474, + "CenterOfMassY": 0.0001162620896902571, + "CenterOfMassZ": 3.61718295052775E-20 }, "Box": { - "MinX": 0.0835439009207149, - "MinY": -0.06881321940353965, - "MinZ": -0.09551020919760583, - "MaxX": 0.6595439009207149, - "MaxY": 0.08718678059646043, - "MaxZ": -0.09151020919760583 + "MinX": 0.08354390092071251, + "MinY": -0.0688132194035396, + "MinZ": 0.05248979080239369, + "MaxX": 0.6595439009207126, + "MaxY": 0.08718678059646048, + "MaxZ": 0.05448979080239369 }, "Material": { "Material": "AISI 1035 Steel (SS)", @@ -11208,826 +9712,6 @@ "States": {}, "activeConfiguration": null }, - { - "Name": "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.4912576000000013, - "Density": 7800.0, - "Volume": 0.00031939200000000016, - "SurfaceArea": 0.1655936, - "CenterOfMassX": 1.873483817275673E-16, - "CenterOfMassY": 0.002, - "CenterOfMassZ": 1.0770463880882915E-06 - }, - "Box": { - "MinX": 0.07424390092071498, - "MinY": -0.07081321940353977, - "MinZ": -0.09081020919760628, - "MaxX": 0.668843900920715, - "MaxY": -0.06681321940353976, - "MaxZ": 0.05178979080239372 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.046544112095709286, - "MinY": -0.07081321940353963, - "MinZ": 0.04848979080238758, - "MaxX": 0.07854411209570929, - "MaxY": -0.06681321940353963, - "MaxZ": 0.08048979080238758 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.04654411209571013, - "MinY": -0.07081321940353964, - "MinZ": -0.11951020919761325, - "MaxX": 0.07854411209571013, - "MaxY": -0.06681321940353964, - "MaxZ": -0.08751020919761325 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.052893900920708274, - "MinY": -0.09031321940353987, - "MinZ": -0.11302520919760833, - "MaxX": 0.06789390092070827, - "MaxY": -0.02081321940353987, - "MaxZ": -0.09802520919760832 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.05439390092070827, - "MinY": -0.0610103621842405, - "MinZ": -0.11245341242788384, - "MaxX": 0.06639390092070828, - "MaxY": -0.0555103621842405, - "MaxZ": -0.09859700596733281 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.03539390092070827, - "MinY": -0.10181321940353988, - "MinZ": -0.13052520919760832, - "MaxX": 0.08539390092070828, - "MaxY": -0.07881321940353989, - "MaxZ": -0.08052520919760833 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.497757270596698E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949396005E-10 - }, - "Box": { - "MinX": 0.03539390092070827, - "MinY": -0.10181321940353988, - "MinZ": -0.13052520919760832, - "MaxX": 0.08539390092070828, - "MaxY": -0.05081321940353988, - "MaxZ": -0.08052520919760833 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.052893900920708274, - "MinY": -0.09031321940353987, - "MinZ": -0.11302520919760833, - "MaxX": 0.06789390092070827, - "MaxY": -0.02081321940353987, - "MaxZ": -0.09802520919760832 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.05439390092070827, - "MinY": -0.0610103621842405, - "MinZ": -0.11245341242788384, - "MaxX": 0.06639390092070828, - "MaxY": -0.0555103621842405, - "MaxZ": -0.09859700596733281 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.03539390092070827, - "MinY": -0.10181321940353988, - "MinZ": -0.13052520919760832, - "MaxX": 0.08539390092070828, - "MaxY": -0.07881321940353989, - "MaxZ": -0.08052520919760833 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.052893900920714006, - "MinY": -0.09031321940353973, - "MinZ": 0.05900479080238758, - "MaxX": 0.06789390092071401, - "MaxY": -0.02081321940353973, - "MaxZ": 0.07400479080238759 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.054393900920714, - "MinY": -0.061010362184240365, - "MinZ": 0.05957658757211207, - "MaxX": 0.06639390092071401, - "MaxY": -0.05551036218424036, - "MaxZ": 0.0734329940326631 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.035393900920714004, - "MinY": -0.10181321940353974, - "MinZ": 0.04150479080238758, - "MaxX": 0.085393900920714, - "MaxY": -0.07881321940353975, - "MaxZ": 0.09150479080238758 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.511591855231674E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949645023E-10 - }, - "Box": { - "MinX": 0.035393900920714004, - "MinY": -0.10181321940353974, - "MinZ": 0.04150479080238758, - "MaxX": 0.085393900920714, - "MaxY": -0.05081321940353974, - "MaxZ": 0.09150479080238758 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.052893900920714006, - "MinY": -0.09031321940353973, - "MinZ": 0.05900479080238758, - "MaxX": 0.06789390092071401, - "MaxY": -0.02081321940353973, - "MaxZ": 0.07400479080238759 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.054393900920714, - "MinY": -0.061010362184240365, - "MinZ": 0.05957658757211207, - "MaxX": 0.06639390092071401, - "MaxY": -0.05551036218424036, - "MaxZ": 0.0734329940326631 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.035393900920714004, - "MinY": -0.10181321940353974, - "MinZ": 0.04150479080238758, - "MaxX": 0.085393900920714, - "MaxY": -0.07881321940353975, - "MaxZ": 0.09150479080238758 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207145, - "MinY": -0.09031321940353959, - "MinZ": -0.11302520919761, - "MaxX": 0.6901939009207144, - "MaxY": -0.02081321940353959, - "MaxZ": -0.09802520919760999 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207145, - "MinY": -0.061010362184240226, - "MinZ": -0.11245341242788551, - "MaxX": 0.6886939009207145, - "MaxY": -0.05551036218424022, - "MaxZ": -0.09859700596733448 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207144, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761, - "MaxX": 0.7076939009207145, - "MaxY": -0.07881321940353961, - "MaxZ": -0.08052520919761 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.483000380319389E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949396005E-10 - }, - "Box": { - "MinX": 0.6576939009207144, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761, - "MaxX": 0.7076939009207145, - "MaxY": -0.050813219403539604, - "MaxZ": -0.08052520919761 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207145, - "MinY": -0.09031321940353959, - "MinZ": -0.11302520919761, - "MaxX": 0.6901939009207144, - "MaxY": -0.02081321940353959, - "MaxZ": -0.09802520919760999 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207145, - "MinY": -0.061010362184240226, - "MinZ": -0.11245341242788551, - "MaxX": 0.6886939009207145, - "MaxY": -0.05551036218424022, - "MaxZ": -0.09859700596733448 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207144, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761, - "MaxX": 0.7076939009207145, - "MaxY": -0.07881321940353961, - "MaxZ": -0.08052520919761 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-6", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, { "Name": "socket head cap screw_din-14", "Children": null, @@ -12041,6 +9725,19 @@ "States": null, "activeConfiguration": null }, + { + "Name": "plain washer small grade a_din-3", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, { "Name": "socket head cap screw_din-1", "Children": null, @@ -12053,6 +9750,175 @@ "Material": null, "States": null, "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-7", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "socket head cap screw_din-6", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-27", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-28", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-22", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-19", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-20", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-23", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-18", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-26", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-24", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-21", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null + }, + { + "Name": "plain washer small grade a_din-25", + "Children": null, + "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", + "Parent": null, + "Properties": null, + "Equations": null, + "Mass": null, + "Box": null, + "Material": null, + "States": null, + "activeConfiguration": null } ], "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Global-Lydia-3.6.SLDASM", @@ -12103,86 +9969,58 @@ "Total Bounding Box Width": "710.5", "Total Bounding Box Thickness": "330.5", "Total Bounding Box Volume": "620971113.51", - "Weight": "42338.74", + "Weight": "52178.98", "Cost - Total Cost": "N/A", "IsLaser": "1", "test-custom": "12", "testx": "4" }, "Global": { - "IsLaser": "0", + "IsLaser": "1", "Configurations": "1", "Catalog": "1" } }, "Equations": {}, "Mass": { - "Mass": 42.33873468294847, - "Density": 2104.977419505859, - "Volume": 0.020113628911462355, - "SurfaceArea": 4.8300875020174905, - "CenterOfMassX": 0.5013843079781595, - "CenterOfMassY": 0.15970217014024962, - "CenterOfMassZ": -0.030450240192276865 + "Mass": 36.070034365903695, + "Density": 2605.2885805743686, + "Volume": 0.013844928594417591, + "SurfaceArea": 3.412016662439419, + "CenterOfMassX": 0.3284513206730695, + "CenterOfMassY": 0.1576509630723201, + "CenterOfMassZ": -0.032377019529210994 }, "Box": null, "Material": { - "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1": "", - "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1 Material Database": "", - "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2": "", - "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2 Material Database": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2 Material Database": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1 Material Database": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1 Material Database": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2 Material Database": "", - "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1": "", - "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1 Material Database": "", - "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1": "", - "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1 Material Database": "", - "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1": "", - "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1 Material Database": "", - "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1": "", - "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1 Material Database": "", - "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1": "", - "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1 Material Database": "", - "Extruder-25D-40-420-SM-1/RD-Screw-25-1": "", - "Extruder-25D-40-420-SM-1/RD-Screw-25-1 Material Database": "", - "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1": "", - "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1 Material Database": "", - "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1": "", - "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1 Material Database": "", + "Extruder-25D-40-420-SM-1/Heat_band-2": "", + "Extruder-25D-40-420-SM-1/Heat_band-2 Material Database": "", + "Extruder-25D-40-420-SM-1/Heat_band-4": "", + "Extruder-25D-40-420-SM-1/Heat_band-4 Material Database": "", + "Extruder-25D-40-420-SM-1/Heat_band-3": "", + "Extruder-25D-40-420-SM-1/Heat_band-3 Material Database": "", "Extruder-25D-40-420-SM-1/Nozzle-25D-RD-1": "", "Extruder-25D-40-420-SM-1/Nozzle-25D-RD-1 Material Database": "", + "Extruder-25D-40-420-SM-1/RD-Screw-25-1": "", + "Extruder-25D-40-420-SM-1/RD-Screw-25-1 Material Database": "", + "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1": "", + "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1 Material Database": "", "Extruder-25D-40-420-SM-1/Motor Flange-1": "Plain Carbon Steel", "Extruder-25D-40-420-SM-1/Motor Flange-1 Material Database": "SOLIDWORKS Materials", + "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1": "", + "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1 Material Database": "", "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-1": "", "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-1 Material Database": "", "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2": "", "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2 Material Database": "", "Extruder-25D-40-420-SM-1/socket head cap screw_am-2": "", "Extruder-25D-40-420-SM-1/socket head cap screw_am-2 Material Database": "", + "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1": "", + "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1 Material Database": "", + "Extruder-25D-40-420-SM-1/socket head cap screw_am-3": "", + "Extruder-25D-40-420-SM-1/socket head cap screw_am-3 Material Database": "", "Extruder-25D-40-420-SM-1/Heat_band-1": "", "Extruder-25D-40-420-SM-1/Heat_band-1 Material Database": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1": "AISI 304", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1 Material Database": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", @@ -12191,122 +10029,110 @@ "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/socket head cap screw_am-3": "", - "Extruder-25D-40-420-SM-1/socket head cap screw_am-3 Material Database": "", - "Extruder-25D-40-420-SM-1/Heat_band-4": "", - "Extruder-25D-40-420-SM-1/Heat_band-4 Material Database": "", - "Extruder-25D-40-420-SM-1/Heat_band-2": "", - "Extruder-25D-40-420-SM-1/Heat_band-2 Material Database": "", - "Extruder-25D-40-420-SM-1/Heat_band-3": "", - "Extruder-25D-40-420-SM-1/Heat_band-3 Material Database": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1": "AISI 304", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1": "", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1 Material Database": "", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", + "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", + "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1": "", + "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1 Material Database": "", "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3": "", "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3 Material Database": "", + "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5": "", + "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2": "", "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2 Material Database": "", "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1": "", "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1 Material Database": "", - "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1": "", - "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1 Material Database": "", - "Global-130x130x90_Assembly-1/middle-30-1": "", - "Global-130x130x90_Assembly-1/middle-30-1 Material Database": "", - "Global-130x130x90_Assembly-1/SlideInner-1": "", - "Global-130x130x90_Assembly-1/SlideInner-1 Material Database": "", - "Global-130x130x90_Assembly-1/Slide-1": "", - "Global-130x130x90_Assembly-1/Slide-1 Material Database": "", - "Global-130x130x90_Assembly-1/middle-30-2": "", - "Global-130x130x90_Assembly-1/middle-30-2 Material Database": "", - "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1": "", - "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1 Material Database": "", - "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2": "", - "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2 Material Database": "", - "Global-130x130x90_Assembly-1/Base-130x130-4": "", - "Global-130x130x90_Assembly-1/Base-130x130-4 Material Database": "", - "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1": "", - "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1 Material Database": "", - "Global-130x130x90_Assembly-1/Rod-16-100-1": "", - "Global-130x130x90_Assembly-1/Rod-16-100-1 Material Database": "", - "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1": "", - "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1 Material Database": "", "KM-63_ 30_1.5-14-1": "", "KM-63_ 30_1.5-14-1 Material Database": "", - "300_Housing-1/301_Front_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "300_Housing-1/301_Front_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/IP55_switch_red-1": "", - "300_Housing-1/IP55_switch_red-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1": "", + "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1": "", + "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1": "", + "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1": "", + "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1": "", + "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1": "", + "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1": "Plain Carbon Steel", + "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/308_Extension_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", + "300_Housing-1/308_Extension_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1": "", "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1 Material Database": "", - "300_Housing-1/303_TOP_x1_10mm_FERRO-1": "Plain Carbon Steel", - "300_Housing-1/303_TOP_x1_10mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/302_Corner_x4_4mm_FERRO-3": "Plain Carbon Steel", - "300_Housing-1/302_Corner_x4_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/307_SIDE_x2_4mm_FERRO-3": "Plain Carbon Steel", - "300_Housing-1/307_SIDE_x2_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1": "", + "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "300_Housing-1/307_SIDE_x2_4mm_FERRO-4": "Plain Carbon Steel", + "300_Housing-1/307_SIDE_x2_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", "300_Housing-1/310_SIDE_x1_2mm_INOX-3": "AISI 1035 Steel (SS)", "300_Housing-1/310_SIDE_x1_2mm_INOX-3 Material Database": "SOLIDWORKS Materials", "300_Housing-1/3Pos-Switch-22mm-1": "", "300_Housing-1/3Pos-Switch-22mm-1 Material Database": "", "300_Housing-1/309_SIDE_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", "300_Housing-1/309_SIDE_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/E_Inkbird-3": "", - "300_Housing-1/E_Inkbird-3 Material Database": "", - "300_Housing-1/MCADID0002111_3D-simplified.stp-1": "", - "300_Housing-1/MCADID0002111_3D-simplified.stp-1 Material Database": "", - "300_Housing-1/307_SIDE_x2_4mm_FERRO-4": "Plain Carbon Steel", - "300_Housing-1/307_SIDE_x2_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2": "Plain Carbon Steel", - "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/302_Corner_x4_4mm_FERRO-4": "Plain Carbon Steel", - "300_Housing-1/302_Corner_x4_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1 Material Database": "", - "300_Housing-1/308_Extension_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "300_Housing-1/308_Extension_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1": "Plain Carbon Steel", - "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/E_Inkbird-1": "", - "300_Housing-1/E_Inkbird-1 Material Database": "", - "300_Housing-1/304_BACK_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "300_Housing-1/304_BACK_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1": "Plain Carbon Steel", - "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", + "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", + "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", + "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", "300_Housing-1/302_Corner_x4_4mm_FERRO-1": "Plain Carbon Steel", "300_Housing-1/302_Corner_x4_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", "300_Housing-1/302_Corner_x4_4mm_FERRO-2": "Plain Carbon Steel", "300_Housing-1/302_Corner_x4_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1": "", - "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1": "", - "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1": "", - "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1": "", - "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1 Material Database": "" + "300_Housing-1/IP55_switch_red-1": "", + "300_Housing-1/IP55_switch_red-1 Material Database": "", + "300_Housing-1/E_Inkbird-3": "", + "300_Housing-1/E_Inkbird-3 Material Database": "", + "300_Housing-1/MCADID0002111_3D-simplified.stp-1": "", + "300_Housing-1/MCADID0002111_3D-simplified.stp-1 Material Database": "", + "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2": "Plain Carbon Steel", + "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/307_SIDE_x2_4mm_FERRO-3": "Plain Carbon Steel", + "300_Housing-1/307_SIDE_x2_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1": "", + "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", + "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", + "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1": "", + "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1 Material Database": "", + "300_Housing-1/302_Corner_x4_4mm_FERRO-4": "Plain Carbon Steel", + "300_Housing-1/302_Corner_x4_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/303_TOP_x1_10mm_FERRO-1": "Plain Carbon Steel", + "300_Housing-1/303_TOP_x1_10mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/302_Corner_x4_4mm_FERRO-3": "Plain Carbon Steel", + "300_Housing-1/302_Corner_x4_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/304_BACK_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", + "300_Housing-1/304_BACK_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1": "Plain Carbon Steel", + "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", + "300_Housing-1/E_Inkbird-1": "", + "300_Housing-1/E_Inkbird-1 Material Database": "", + "300_Housing-1/301_Front_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", + "300_Housing-1/301_Front_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" }, "States": {}, "activeConfiguration": null @@ -12357,14 +10183,14 @@ "Total Bounding Box Width": "710.5", "Total Bounding Box Thickness": "330.5", "Total Bounding Box Volume": "620971113.51", - "Weight": "42338.74", + "Weight": "52178.98", "Cost - Total Cost": "N/A", "IsLaser": "1", "test-custom": "12", "testx": "4" }, "Global": { - "IsLaser": "0", + "IsLaser": "1", "Configurations": "1", "Catalog": "1" } diff --git a/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.tree.tree.json b/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.tree.tree.json deleted file mode 100644 index 2321b2d09..000000000 --- a/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.tree.tree.json +++ /dev/null @@ -1,12372 +0,0 @@ -{ - "assembly": { - "Components": [ - { - "Name": "plain washer small grade a_din-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-7", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-6", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-14", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "300_Housing-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/emergency_stop _button-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button.STEP.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button1.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button3.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button2.STEP.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/E_Inkbird-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/309_SIDE_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\309_SIDE_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/310_SIDE_x1_2mm_INOX-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\310_SIDE_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/3Pos-Switch-22mm-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/E_Inkbird-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/IP55_switch_red-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "300_Housing-1/MCADID0002111_3D-simplified.stp-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "socket head cap screw_din-25", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-33", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-29", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-32", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-29", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-23", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "KM-63_ 30_1.5-14-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\KM-63_ 30_1.5-14.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", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/Slide-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\Global-130x130x90_Assembly\\Object-100^Global-130x130x90_Assembly.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/SlideInner-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/Rod-16-100-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-130x130x90_Assembly-1/cam-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "IsSuppressed": true - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/table-1200-600-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\production\\cnc\\table-1200-600.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/Rod-16-100-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/Slide-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/middle-30-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamMountPlate_x2_8mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/cam-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/Base-130x130-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-0-30.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/Object-100^Global-180x80x25_Assembly-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\Global-180x80x25_Assembly\\Object-100^Global-180x80x25_Assembly.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/SlideInner-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-1-30.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamAdapter_x1_10mm_FERRO.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-1", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bearings\\ball bearings\\thrust ball bearing3_68_am.sldprt", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-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": "Extruder-25D-40-420-SM-1/Nozzle-25D-RD-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Nozzle-25D-RD.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-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": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", - "IsSuppressed": true - }, - { - "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/Motor Flange-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Motor Flange.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BarrelFlange-RD-25d-40.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2", - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bearings\\ball bearings\\thrust ball bearing3_68_am.sldprt", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/NozzleRotary25-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\700_NozzleRotary\\NozzleRotary25.SLDASM", - "IsSuppressed": true - }, - { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/SJ-25-Ex-80-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\SJ-25-Ex-80.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", - "IsSuppressed": true - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-DualFeed-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\COMPONENTS\\450_HOPPER-MEDIUM\\500_HopperMedium-DualFeed.SLDASM", - "IsSuppressed": true - }, - { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", - "IsSuppressed": true - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "IsSuppressed": true - }, - { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-4", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "IsSuppressed": false - }, - { - "Name": "socket head cap screw_din-34", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-27", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-24", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-26", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-30", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-28", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-28", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "socket head cap screw_din-31", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-20", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-24", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-23", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-25", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-26", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-19", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-21", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-22", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-17", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-27", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - }, - { - "Name": "plain washer small grade a_din-18", - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "IsSuppressed": true - } - ] - }, - "root": { - "Name": "Global-Lydia-3.6", - "Children": [ - { - "Name": "plain washer small grade a_din-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-7", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-6", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-14", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1", - "Children": [ - { - "Name": "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.4912576000000013, - "Density": 7800.0, - "Volume": 0.00031939200000000016, - "SurfaceArea": 0.1655936, - "CenterOfMassX": 1.873483817275673E-16, - "CenterOfMassY": 0.002, - "CenterOfMassZ": 1.0770463880882915E-06 - }, - "Box": { - "MinX": 0.07424390092071498, - "MinY": -0.07081321940353977, - "MinZ": -0.09081020919760628, - "MaxX": 0.668843900920715, - "MaxY": -0.06681321940353976, - "MaxZ": 0.05178979080239372 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.052893900920714006, - "MinY": -0.09031321940353973, - "MinZ": 0.05900479080238758, - "MaxX": 0.06789390092071401, - "MaxY": -0.02081321940353973, - "MaxZ": 0.07400479080238759 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.035393900920714004, - "MinY": -0.10181321940353974, - "MinZ": 0.04150479080238758, - "MaxX": 0.085393900920714, - "MaxY": -0.07881321940353975, - "MaxZ": 0.09150479080238758 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.054393900920714, - "MinY": -0.061010362184240365, - "MinZ": 0.05957658757211207, - "MaxX": 0.06639390092071401, - "MaxY": -0.05551036218424036, - "MaxZ": 0.0734329940326631 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.5198926060126605E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949617354E-10 - }, - "Box": { - "MinX": 0.035393900920714004, - "MinY": -0.10181321940353974, - "MinZ": 0.04150479080238758, - "MaxX": 0.085393900920714, - "MaxY": -0.05081321940353974, - "MaxZ": 0.09150479080238758 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.052893900920708274, - "MinY": -0.09031321940353987, - "MinZ": -0.11302520919760833, - "MaxX": 0.06789390092070827, - "MaxY": -0.02081321940353987, - "MaxZ": -0.09802520919760832 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.03539390092070827, - "MinY": -0.10181321940353988, - "MinZ": -0.13052520919760832, - "MaxX": 0.08539390092070828, - "MaxY": -0.07881321940353989, - "MaxZ": -0.08052520919760833 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.05439390092070827, - "MinY": -0.0610103621842405, - "MinZ": -0.11245341242788384, - "MaxX": 0.06639390092070828, - "MaxY": -0.0555103621842405, - "MaxZ": -0.09859700596733281 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.497757270596698E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949829484E-10 - }, - "Box": { - "MinX": 0.03539390092070827, - "MinY": -0.10181321940353988, - "MinZ": -0.13052520919760832, - "MaxX": 0.08539390092070828, - "MaxY": -0.05081321940353988, - "MaxZ": -0.08052520919760833 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207145, - "MinY": -0.09031321940353959, - "MinZ": -0.11302520919761, - "MaxX": 0.6901939009207144, - "MaxY": -0.02081321940353959, - "MaxZ": -0.09802520919760999 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207144, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761, - "MaxX": 0.7076939009207145, - "MaxY": -0.07881321940353961, - "MaxZ": -0.08052520919761 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207145, - "MinY": -0.061010362184240226, - "MinZ": -0.11245341242788551, - "MaxX": 0.6886939009207145, - "MaxY": -0.05551036218424022, - "MaxZ": -0.09859700596733448 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.493145742385038E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949257654E-10 - }, - "Box": { - "MinX": 0.6576939009207144, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761, - "MaxX": 0.7076939009207145, - "MaxY": -0.050813219403539604, - "MaxZ": -0.08052520919761 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.046544112095709286, - "MinY": -0.07081321940353963, - "MinZ": 0.04848979080238758, - "MaxX": 0.07854411209570929, - "MaxY": -0.06681321940353963, - "MaxZ": 0.08048979080238758 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button1.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00018723389560570613, - "Density": 1000.0, - "Volume": 1.8723389560570612E-07, - "SurfaceArea": 0.0004229739817828383, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.04339, - "CenterOfMassZ": 7.978303400368668E-20 - }, - "Box": { - "MinX": 0.6086467419084767, - "MinY": 0.02785781340387053, - "MinZ": 0.04546201811666169, - "MaxX": 0.6304410599329515, - "MaxY": 0.049652131428345375, - "MaxZ": 0.04646201811666169 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button3.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.027545368020684375, - "Density": 999.9999999999999, - "Volume": 2.7545368020684377E-05, - "SurfaceArea": 0.006185563284667857, - "CenterOfMassX": 1.26264526779031E-06, - "CenterOfMassY": -0.009433742029322009, - "CenterOfMassZ": -5.4636351267857165E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.05835201811666168, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.09735204311666168 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button2.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004700956617868258, - "Density": 1000.0000000000001, - "Volume": 4.700956617868258E-06, - "SurfaceArea": 0.00257226643883654, - "CenterOfMassX": -4.5178401396015185E-07, - "CenterOfMassY": -0.03695332585513107, - "CenterOfMassZ": -1.9450932772281007E-05 - }, - "Box": { - "MinX": 0.599542250246698, - "MinY": 0.018753321742091853, - "MinZ": 0.041462018116661684, - "MaxX": 0.6395455515947301, - "MaxY": 0.058756623090124055, - "MaxZ": 0.058352018116661686 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.032433558534158344, - "Density": 1000.0, - "Volume": 3.243355853415834E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.0068648956976422E-06, - "CenterOfMassY": -0.013618485804014997, - "CenterOfMassZ": -7.459429133649161E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.041462018116661684, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.0973520431166617 - }, - "Material": { - "emergency_stop _button1.STEP-1": "", - "emergency_stop _button1.STEP-1 Material Database": "", - "emergency_stop _button3.STEP-1": "", - "emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button2.STEP-1": "", - "emergency_stop _button2.STEP-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03243355853415834, - "Density": 999.9999999999999, - "Volume": 3.243355853415834E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.0068648956968388E-06, - "CenterOfMassY": -0.013618485804014995, - "CenterOfMassZ": -7.459429133649155E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.041462018116661684, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.0973520431166617 - }, - "Material": { - "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "", - "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/E_Inkbird-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.18513718750000002, - "Density": 1000.0, - "Volume": 0.00018513718750000002, - "SurfaceArea": 0.020820500000000002, - "CenterOfMassX": 1.7156864026594472E-18, - "CenterOfMassY": 2.4846494230585105E-18, - "CenterOfMassZ": -0.044061565199117546 - }, - "Box": { - "MinX": 0.4961939009207184, - "MinY": 0.015554295058738697, - "MinZ": -0.028260209197611998, - "MaxX": 0.5441939009207188, - "MaxY": 0.06355429505873875, - "MaxZ": 0.060489790802388234 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.6646939009207148, - "MinY": -0.07081321940353955, - "MinZ": -0.11949520919761344, - "MaxX": 0.6966939009207148, - "MaxY": -0.06681321940353954, - "MaxZ": -0.08749520919761344 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.664693900920714, - "MinY": -0.0708132194035396, - "MinZ": 0.04850479080238691, - "MaxX": 0.696693900920714, - "MaxY": -0.0668132194035396, - "MaxZ": 0.08050479080238691 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1077122525389127, - "Density": 7799.999999999999, - "Volume": 0.00014201439135114267, - "SurfaceArea": 0.08562882385543795, - "CenterOfMassX": 0.0006771601813402411, - "CenterOfMassY": 0.0020716654287494594, - "CenterOfMassZ": 0.002 - }, - "Box": { - "MinX": 0.04654390092071481, - "MinY": -0.07081321940353963, - "MinZ": -0.09151020919760583, - "MaxX": 0.6965439009207148, - "MaxY": 0.09918678059646047, - "MaxZ": -0.08751020919760583 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1077122525389127, - "Density": 7799.999999999999, - "Volume": 0.00014201439135114267, - "SurfaceArea": 0.08562882385543795, - "CenterOfMassX": 0.0006771601813402411, - "CenterOfMassY": 0.0020716654287494594, - "CenterOfMassZ": 0.002 - }, - "Box": { - "MinX": 0.046543900920713976, - "MinY": -0.0708132194035396, - "MinZ": 0.04848979080239302, - "MaxX": 0.6965439009207139, - "MaxY": 0.0991867805964605, - "MaxZ": 0.05248979080239302 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 9.97188521319506, - "Density": 7800.0, - "Volume": 0.001278446822204495, - "SurfaceArea": 0.2791533709523726, - "CenterOfMassX": -3.538475256460657E-05, - "CenterOfMassY": -3.5029011215037195E-19, - "CenterOfMassZ": 0.0001233658338321936 - }, - "Box": { - "MinX": 0.04654390092071481, - "MinY": 0.08918678059646035, - "MinZ": -0.11951020919760622, - "MaxX": 0.6965439009207148, - "MaxY": 0.09918678059646036, - "MaxZ": 0.0804897908023938 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.4476759124831999, - "Density": 7800.0, - "Volume": 5.7394347754256394E-05, - "SurfaceArea": 0.03610747464470769, - "CenterOfMassX": 4.1188724871761403E-07, - "CenterOfMassY": 0.0012650426468974582, - "CenterOfMassZ": 0.001999999999999999 - }, - "Box": { - "MinX": 0.6645439009207148, - "MinY": -0.07081321940353995, - "MinZ": -0.11949520919761292, - "MaxX": 0.6685439009207148, - "MaxY": 0.09918678059646009, - "MaxZ": 0.0805047908023871 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.4476759124831999, - "Density": 7800.0, - "Volume": 5.7394347754256394E-05, - "SurfaceArea": 0.03610747464470769, - "CenterOfMassX": 4.1188724871761403E-07, - "CenterOfMassY": 0.0012650426468974582, - "CenterOfMassZ": 0.001999999999999999 - }, - "Box": { - "MinX": 0.07454390092071485, - "MinY": -0.07081321940353966, - "MinZ": -0.11951020919761285, - "MaxX": 0.07854390092071488, - "MaxY": 0.09918678059646038, - "MaxZ": 0.08048979080238716 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.04654411209571013, - "MinY": -0.07081321940353964, - "MinZ": -0.11951020919761325, - "MaxX": 0.07854411209571013, - "MaxY": -0.06681321940353964, - "MaxZ": -0.08751020919761325 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0538757123504703, - "Density": 7849.999987000001, - "Volume": 0.00013425168332429835, - "SurfaceArea": 0.1398200790399502, - "CenterOfMassX": 0.030539132124473994, - "CenterOfMassY": 0.00011626208969025681, - "CenterOfMassZ": 3.5786740938755166E-20 - }, - "Box": { - "MinX": 0.08354390092071406, - "MinY": -0.06881321940353963, - "MinZ": 0.05248979080239302, - "MaxX": 0.6595439009207141, - "MaxY": 0.08718678059646046, - "MaxZ": 0.05448979080239302 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3700416705148314, - "Density": 7849.999987, - "Volume": 4.713906638568653E-05, - "SurfaceArea": 0.04852069468613064, - "CenterOfMassX": -0.19779973326837746, - "CenterOfMassY": -9.911162352232388E-07, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.11354390092071409, - "MinY": -0.06781321940353965, - "MinZ": 0.05448979080239302, - "MaxX": 0.26754390092071406, - "MaxY": 0.08618678059646037, - "MaxZ": 0.056489790802393025 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/309_SIDE_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\309_SIDE_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.31882451990044147, - "Density": 7849.999987, - "Volume": 4.061458858960906E-05, - "SurfaceArea": 0.04230120800848404, - "CenterOfMassX": 1.767857572155032E-17, - "CenterOfMassY": 1.7378198682564768E-16, - "CenterOfMassZ": 0.0009999999999999998 - }, - "Box": { - "MinX": 0.07254390092071483, - "MinY": -0.06831321940354025, - "MinZ": -0.08701020919761346, - "MaxX": 0.07454390092071486, - "MaxY": 0.08668678059645978, - "MaxZ": 0.04798979080238655 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/310_SIDE_x1_2mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\310_SIDE_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.31882451990044147, - "Density": 7849.999987, - "Volume": 4.061458858960906E-05, - "SurfaceArea": 0.04230120800848405, - "CenterOfMassX": 1.4908454580550767E-18, - "CenterOfMassY": 1.825946068707658E-16, - "CenterOfMassZ": 0.0009999999999999998 - }, - "Box": { - "MinX": 0.6685439009207147, - "MinY": -0.06831321940354063, - "MinZ": -0.08699520919761365, - "MaxX": 0.6705439009207147, - "MaxY": 0.0866867805964594, - "MaxZ": 0.048004790802386385 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207143, - "MinY": -0.09031321940353959, - "MinZ": 0.059004790802384306, - "MaxX": 0.6901939009207142, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080238431 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.07881321940353961, - "MaxZ": 0.0915047908023843 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207142, - "MinY": -0.061010362184240226, - "MinZ": 0.0595765875721088, - "MaxX": 0.6886939009207143, - "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403265982 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03503366042103046, - "Density": 1000.0000000000001, - "Volume": 3.503366042103046E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.504213410093019E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949709574E-10 - }, - "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.050813219403539604, - "MaxZ": 0.0915047908023843 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207143, - "MinY": -0.09031321940353959, - "MinZ": 0.059004790802384306, - "MaxX": 0.6901939009207142, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080238431 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.07881321940353961, - "MaxZ": 0.0915047908023843 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207142, - "MinY": -0.061010362184240226, - "MinZ": 0.0595765875721088, - "MaxX": 0.6886939009207143, - "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403265982 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03503366042103045, - "Density": 1000.0000000000001, - "Volume": 3.5033660421030446E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.497757270596698E-19, - "CenterOfMassY": 0.010908679987601649, - "CenterOfMassZ": 2.7788741949617354E-10 - }, - "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.050813219403539604, - "MaxZ": 0.0915047908023843 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.7938872097026315, - "Density": 7849.999987000001, - "Volume": 0.00035590919927763705, - "SurfaceArea": 0.18458387388226774, - "CenterOfMassX": 0.00034498588777029203, - "CenterOfMassY": 0.00035611446479513433, - "CenterOfMassZ": 6.972401507731992E-21 - }, - "Box": { - "MinX": 0.0835439009207149, - "MinY": -0.06881321940353965, - "MinZ": -0.09551020919760583, - "MaxX": 0.6595439009207149, - "MaxY": 0.08718678059646043, - "MaxZ": -0.09151020919760583 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-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\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Valor predeterminado": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06006294708946257, - "Density": 1943.6322351409394, - "Volume": 3.0902423824591074E-05, - "SurfaceArea": 0.02020411495415486, - "CenterOfMassX": 0.014501389529639083, - "CenterOfMassY": 0.0259778707107712, - "CenterOfMassZ": -0.01500138952911236 - }, - "Box": { - "MinX": 0.5545439009207142, - "MinY": 0.023754972416108043, - "MinZ": 0.011189790802393108, - "MaxX": 0.5945439009207142, - "MaxY": 0.05375497241610828, - "MaxZ": 0.08022479080239325 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/E_Inkbird-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.18513718750000002, - "Density": 1000.0, - "Volume": 0.00018513718750000002, - "SurfaceArea": 0.020820500000000002, - "CenterOfMassX": 1.7156864026594472E-18, - "CenterOfMassY": 2.4846494230585105E-18, - "CenterOfMassZ": -0.044061565199117546 - }, - "Box": { - "MinX": 0.49489390092071855, - "MinY": -0.04648073386581801, - "MinZ": -0.028260209197612317, - "MaxX": 0.542893900920719, - "MaxY": 0.0015192661341820318, - "MaxZ": 0.060489790802387915 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/IP55_switch_red-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "red": {}, - "green": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.02530898012447876, - "Density": 1000.0, - "Volume": 2.530898012447876E-05, - "SurfaceArea": 0.006054382781024249, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.00014157711015442073, - "CenterOfMassZ": 0.007075912198349583 - }, - "Box": { - "MinX": 0.6062788097829406, - "MinY": -0.040289263528151126, - "MinZ": 0.029489790802386093, - "MaxX": 0.6342788097829406, - "MaxY": -0.0022892635281511198, - "MaxZ": 0.0694897908023861 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/MCADID0002111_3D-simplified.stp-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Description": "PART-xb4bd912r100k_1-DESC", - "Nomenclature": "xb4bd912r100k_1", - "Part Number": "xb4bd912r100k_1", - "Source": "NOT_KNOWN", - "Revision": " " - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.01909510459298399, - "Density": 1000.0000000000002, - "Volume": 1.9095104592983986E-05, - "SurfaceArea": 0.022441596196535536, - "CenterOfMassX": 0.008149877452430966, - "CenterOfMassY": 0.009480061688954714, - "CenterOfMassZ": 0.031186838824164734 - }, - "Box": { - "MinX": 0.5595869033673111, - "MinY": 0.015854972416108778, - "MinZ": 0.003250091302073023, - "MaxX": 0.5895008984741055, - "MaxY": 0.06205497241610877, - "MaxZ": 0.07813979080239303 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM", - "Parent": null, - "Properties": { - "Default": { - "Weight": "21191.17", - "IsLaser": "1" - }, - "production": { - "Weight": "15653.37", - "IsLaser": "1" - }, - "Global": { - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 21.191169708160498, - "Density": 6463.570900528478, - "Volume": 0.0032785545380847997, - "SurfaceArea": 1.2948969218885766, - "CenterOfMassX": 0.3745372671475617, - "CenterOfMassY": 0.038380403858413834, - "CenterOfMassZ": -0.023054839319159755 - }, - "Box": { - "MinX": 0.035393900920708266, - "MinY": -0.10181321940353986, - "MinZ": -0.13052520919761001, - "MaxX": 0.7076939009207145, - "MaxY": 0.09918678059646048, - "MaxZ": 0.0973520431166617 - }, - "Material": { - "306_BOTTOM_x1_4mm_FERRO-1": "Plain Carbon Steel", - "306_BOTTOM_x1_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "302_Corner_x4_4mm_FERRO-1": "Plain Carbon Steel", - "302_Corner_x4_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", - "emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", - "E_Inkbird-1": "", - "E_Inkbird-1 Material Database": "", - "302_Corner_x4_4mm_FERRO-4": "Plain Carbon Steel", - "302_Corner_x4_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", - "302_Corner_x4_4mm_FERRO-3": "Plain Carbon Steel", - "302_Corner_x4_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", - "305_FRAMEL_x2_4mm_FERRO-1": "Plain Carbon Steel", - "305_FRAMEL_x2_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "305_FRAMEL_x2_4mm_FERRO-2": "Plain Carbon Steel", - "305_FRAMEL_x2_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", - "303_TOP_x1_10mm_FERRO-1": "Plain Carbon Steel", - "303_TOP_x1_10mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "307_SIDE_x2_4mm_FERRO-3": "Plain Carbon Steel", - "307_SIDE_x2_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", - "307_SIDE_x2_4mm_FERRO-4": "Plain Carbon Steel", - "307_SIDE_x2_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", - "302_Corner_x4_4mm_FERRO-2": "Plain Carbon Steel", - "302_Corner_x4_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", - "301_Front_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "301_Front_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "308_Extension_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "308_Extension_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "309_SIDE_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "309_SIDE_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "310_SIDE_x1_2mm_INOX-3": "AISI 1035 Steel (SS)", - "310_SIDE_x1_2mm_INOX-3 Material Database": "SOLIDWORKS Materials", - "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "304_BACK_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "304_BACK_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "3Pos-Switch-22mm-1": "", - "3Pos-Switch-22mm-1 Material Database": "", - "E_Inkbird-3": "", - "E_Inkbird-3 Material Database": "", - "IP55_switch_red-1": "", - "IP55_switch_red-1 Material Database": "", - "MCADID0002111_3D-simplified.stp-1": "", - "MCADID0002111_3D-simplified.stp-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.4912576000000013, - "Density": 7800.0, - "Volume": 0.00031939200000000016, - "SurfaceArea": 0.1655936, - "CenterOfMassX": 1.873483817275673E-16, - "CenterOfMassY": 0.002, - "CenterOfMassZ": 1.0770463880882915E-06 - }, - "Box": { - "MinX": 0.07424390092071498, - "MinY": -0.07081321940353977, - "MinZ": -0.09081020919760628, - "MaxX": 0.668843900920715, - "MaxY": -0.06681321940353976, - "MaxZ": 0.05178979080239372 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.052893900920714006, - "MinY": -0.09031321940353973, - "MinZ": 0.05900479080238758, - "MaxX": 0.06789390092071401, - "MaxY": -0.02081321940353973, - "MaxZ": 0.07400479080238759 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.035393900920714004, - "MinY": -0.10181321940353974, - "MinZ": 0.04150479080238758, - "MaxX": 0.085393900920714, - "MaxY": -0.07881321940353975, - "MaxZ": 0.09150479080238758 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.054393900920714, - "MinY": -0.061010362184240365, - "MinZ": 0.05957658757211207, - "MaxX": 0.06639390092071401, - "MaxY": -0.05551036218424036, - "MaxZ": 0.0734329940326631 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.496834964954365E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949349885E-10 - }, - "Box": { - "MinX": 0.035393900920714004, - "MinY": -0.10181321940353974, - "MinZ": 0.04150479080238758, - "MaxX": 0.085393900920714, - "MaxY": -0.05081321940353974, - "MaxZ": 0.09150479080238758 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.052893900920714006, - "MinY": -0.09031321940353973, - "MinZ": 0.05900479080238758, - "MaxX": 0.06789390092071401, - "MaxY": -0.02081321940353973, - "MaxZ": 0.07400479080238759 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.035393900920714004, - "MinY": -0.10181321940353974, - "MinZ": 0.04150479080238758, - "MaxX": 0.085393900920714, - "MaxY": -0.07881321940353975, - "MaxZ": 0.09150479080238758 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.054393900920714, - "MinY": -0.061010362184240365, - "MinZ": 0.05957658757211207, - "MaxX": 0.06639390092071401, - "MaxY": -0.05551036218424036, - "MaxZ": 0.0734329940326631 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.052893900920708274, - "MinY": -0.09031321940353987, - "MinZ": -0.11302520919760833, - "MaxX": 0.06789390092070827, - "MaxY": -0.02081321940353987, - "MaxZ": -0.09802520919760832 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.03539390092070827, - "MinY": -0.10181321940353988, - "MinZ": -0.13052520919760832, - "MaxX": 0.08539390092070828, - "MaxY": -0.07881321940353989, - "MaxZ": -0.08052520919760833 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.05439390092070827, - "MinY": -0.0610103621842405, - "MinZ": -0.11245341242788384, - "MaxX": 0.06639390092070828, - "MaxY": -0.0555103621842405, - "MaxZ": -0.09859700596733281 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.493145742385039E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949405223E-10 - }, - "Box": { - "MinX": 0.03539390092070827, - "MinY": -0.10181321940353988, - "MinZ": -0.13052520919760832, - "MaxX": 0.08539390092070828, - "MaxY": -0.05081321940353988, - "MaxZ": -0.08052520919760833 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.052893900920708274, - "MinY": -0.09031321940353987, - "MinZ": -0.11302520919760833, - "MaxX": 0.06789390092070827, - "MaxY": -0.02081321940353987, - "MaxZ": -0.09802520919760832 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.03539390092070827, - "MinY": -0.10181321940353988, - "MinZ": -0.13052520919760832, - "MaxX": 0.08539390092070828, - "MaxY": -0.07881321940353989, - "MaxZ": -0.08052520919760833 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.05439390092070827, - "MinY": -0.0610103621842405, - "MinZ": -0.11245341242788384, - "MaxX": 0.06639390092070828, - "MaxY": -0.0555103621842405, - "MaxZ": -0.09859700596733281 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207145, - "MinY": -0.09031321940353959, - "MinZ": -0.11302520919761, - "MaxX": 0.6901939009207144, - "MaxY": -0.02081321940353959, - "MaxZ": -0.09802520919760999 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207144, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761, - "MaxX": 0.7076939009207145, - "MaxY": -0.07881321940353961, - "MaxZ": -0.08052520919761 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207145, - "MinY": -0.061010362184240226, - "MinZ": -0.11245341242788551, - "MaxX": 0.6886939009207145, - "MaxY": -0.05551036218424022, - "MaxZ": -0.09859700596733448 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.512514160874006E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949469785E-10 - }, - "Box": { - "MinX": 0.6576939009207144, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761, - "MaxX": 0.7076939009207145, - "MaxY": -0.050813219403539604, - "MaxZ": -0.08052520919761 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207145, - "MinY": -0.09031321940353959, - "MinZ": -0.11302520919761, - "MaxX": 0.6901939009207144, - "MaxY": -0.02081321940353959, - "MaxZ": -0.09802520919760999 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207144, - "MinY": -0.1018132194035396, - "MinZ": -0.13052520919761, - "MaxX": 0.7076939009207145, - "MaxY": -0.07881321940353961, - "MaxZ": -0.08052520919761 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207145, - "MinY": -0.061010362184240226, - "MinZ": -0.11245341242788551, - "MaxX": 0.6886939009207145, - "MaxY": -0.05551036218424022, - "MaxZ": -0.09859700596733448 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.046544112095709286, - "MinY": -0.07081321940353963, - "MinZ": 0.04848979080238758, - "MaxX": 0.07854411209570929, - "MaxY": -0.06681321940353963, - "MaxZ": 0.08048979080238758 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button1.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00018723389560570613, - "Density": 1000.0, - "Volume": 1.8723389560570612E-07, - "SurfaceArea": 0.0004229739817828383, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.04339, - "CenterOfMassZ": 7.978303400368668E-20 - }, - "Box": { - "MinX": 0.6086467419084767, - "MinY": 0.02785781340387053, - "MinZ": 0.04546201811666169, - "MaxX": 0.6304410599329515, - "MaxY": 0.049652131428345375, - "MaxZ": 0.04646201811666169 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button3.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.027545368020684375, - "Density": 999.9999999999999, - "Volume": 2.7545368020684377E-05, - "SurfaceArea": 0.006185563284667857, - "CenterOfMassX": 1.26264526779031E-06, - "CenterOfMassY": -0.009433742029322009, - "CenterOfMassZ": -5.4636351267857165E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.05835201811666168, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.09735204311666168 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button2.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004700956617868258, - "Density": 1000.0000000000001, - "Volume": 4.700956617868258E-06, - "SurfaceArea": 0.00257226643883654, - "CenterOfMassX": -4.5178401396015185E-07, - "CenterOfMassY": -0.03695332585513107, - "CenterOfMassZ": -1.9450932772281007E-05 - }, - "Box": { - "MinX": 0.599542250246698, - "MinY": 0.018753321742091853, - "MinZ": 0.041462018116661684, - "MaxX": 0.6395455515947301, - "MaxY": 0.058756623090124055, - "MaxZ": 0.058352018116661686 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.032433558534158344, - "Density": 1000.0, - "Volume": 3.243355853415834E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.0068648956970428E-06, - "CenterOfMassY": -0.013618485804014997, - "CenterOfMassZ": -7.4594291336491675E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.041462018116661684, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.0973520431166617 - }, - "Material": { - "emergency_stop _button1.STEP-1": "", - "emergency_stop _button1.STEP-1 Material Database": "", - "emergency_stop _button3.STEP-1": "", - "emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button2.STEP-1": "", - "emergency_stop _button2.STEP-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.032433558534158344, - "Density": 999.9999999999999, - "Volume": 3.243355853415835E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.006864895697253E-06, - "CenterOfMassY": -0.013618485804014997, - "CenterOfMassZ": -7.459429133649161E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.041462018116661684, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.0973520431166617 - }, - "Material": { - "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "", - "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", - "emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1", - "Children": [ - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button1.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00018723389560570613, - "Density": 1000.0, - "Volume": 1.8723389560570612E-07, - "SurfaceArea": 0.0004229739817828383, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.04339, - "CenterOfMassZ": 7.978303400368668E-20 - }, - "Box": { - "MinX": 0.6086467419084767, - "MinY": 0.02785781340387053, - "MinZ": 0.04546201811666169, - "MaxX": 0.6304410599329515, - "MaxY": 0.049652131428345375, - "MaxZ": 0.04646201811666169 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button3.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.027545368020684375, - "Density": 999.9999999999999, - "Volume": 2.7545368020684377E-05, - "SurfaceArea": 0.006185563284667857, - "CenterOfMassX": 1.26264526779031E-06, - "CenterOfMassY": -0.009433742029322009, - "CenterOfMassZ": -5.4636351267857165E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.05835201811666168, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.09735204311666168 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button2.STEP.SLDPRT", - "Parent": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004700956617868258, - "Density": 1000.0000000000001, - "Volume": 4.700956617868258E-06, - "SurfaceArea": 0.00257226643883654, - "CenterOfMassX": -4.5178401396015185E-07, - "CenterOfMassY": -0.03695332585513107, - "CenterOfMassZ": -1.9450932772281007E-05 - }, - "Box": { - "MinX": 0.599542250246698, - "MinY": 0.018753321742091853, - "MinZ": 0.041462018116661684, - "MaxX": 0.6395455515947301, - "MaxY": 0.058756623090124055, - "MaxZ": 0.058352018116661686 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button.STEP.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03243355853415834, - "Density": 999.9999999999999, - "Volume": 3.243355853415834E-05, - "SurfaceArea": 0.009180803705287236, - "CenterOfMassX": 1.0068648956974572E-06, - "CenterOfMassY": -0.013618485804014995, - "CenterOfMassZ": -7.459429133649168E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.041462018116661684, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.0973520431166617 - }, - "Material": { - "emergency_stop _button1.STEP-1": "", - "emergency_stop _button1.STEP-1 Material Database": "", - "emergency_stop _button3.STEP-1": "", - "emergency_stop _button3.STEP-1 Material Database": "", - "emergency_stop _button2.STEP-1": "", - "emergency_stop _button2.STEP-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button1.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.00018723389560570613, - "Density": 1000.0, - "Volume": 1.8723389560570612E-07, - "SurfaceArea": 0.0004229739817828383, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.04339, - "CenterOfMassZ": 7.978303400368668E-20 - }, - "Box": { - "MinX": 0.6086467419084767, - "MinY": 0.02785781340387053, - "MinZ": 0.04546201811666169, - "MaxX": 0.6304410599329515, - "MaxY": 0.049652131428345375, - "MaxZ": 0.04646201811666169 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button3.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.027545368020684375, - "Density": 999.9999999999999, - "Volume": 2.7545368020684377E-05, - "SurfaceArea": 0.006185563284667857, - "CenterOfMassX": 1.26264526779031E-06, - "CenterOfMassY": -0.009433742029322009, - "CenterOfMassZ": -5.4636351267857165E-06 - }, - "Box": { - "MinX": 0.5913093901509888, - "MinY": 0.010520461646382689, - "MinZ": 0.05835201811666168, - "MaxX": 0.6477784116904394, - "MaxY": 0.06698948318583321, - "MaxZ": 0.09735204311666168 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\IC~~\\emergency_stop _button2.STEP.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004700956617868258, - "Density": 1000.0000000000001, - "Volume": 4.700956617868258E-06, - "SurfaceArea": 0.00257226643883654, - "CenterOfMassX": -4.5178401396015185E-07, - "CenterOfMassY": -0.03695332585513107, - "CenterOfMassZ": -1.9450932772281007E-05 - }, - "Box": { - "MinX": 0.599542250246698, - "MinY": 0.018753321742091853, - "MinZ": 0.041462018116661684, - "MaxX": 0.6395455515947301, - "MaxY": 0.058756623090124055, - "MaxZ": 0.058352018116661686 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/E_Inkbird-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.18513718750000002, - "Density": 1000.0, - "Volume": 0.00018513718750000002, - "SurfaceArea": 0.020820500000000002, - "CenterOfMassX": 1.7156864026594472E-18, - "CenterOfMassY": 2.4846494230585105E-18, - "CenterOfMassZ": -0.044061565199117546 - }, - "Box": { - "MinX": 0.4961939009207184, - "MinY": 0.015554295058738697, - "MinZ": -0.028260209197611998, - "MaxX": 0.5441939009207188, - "MaxY": 0.06355429505873875, - "MaxZ": 0.060489790802388234 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.6646939009207148, - "MinY": -0.07081321940353955, - "MinZ": -0.11949520919761344, - "MaxX": 0.6966939009207148, - "MaxY": -0.06681321940353954, - "MaxZ": -0.08749520919761344 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.664693900920714, - "MinY": -0.0708132194035396, - "MinZ": 0.04850479080238691, - "MaxX": 0.696693900920714, - "MaxY": -0.0668132194035396, - "MaxZ": 0.08050479080238691 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1077122525389127, - "Density": 7799.999999999999, - "Volume": 0.00014201439135114267, - "SurfaceArea": 0.08562882385543795, - "CenterOfMassX": 0.0006771601813402411, - "CenterOfMassY": 0.0020716654287494594, - "CenterOfMassZ": 0.002 - }, - "Box": { - "MinX": 0.04654390092071481, - "MinY": -0.07081321940353963, - "MinZ": -0.09151020919760583, - "MaxX": 0.6965439009207148, - "MaxY": 0.09918678059646047, - "MaxZ": -0.08751020919760583 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1077122525389127, - "Density": 7799.999999999999, - "Volume": 0.00014201439135114267, - "SurfaceArea": 0.08562882385543795, - "CenterOfMassX": 0.0006771601813402411, - "CenterOfMassY": 0.0020716654287494594, - "CenterOfMassZ": 0.002 - }, - "Box": { - "MinX": 0.046543900920713976, - "MinY": -0.0708132194035396, - "MinZ": 0.04848979080239302, - "MaxX": 0.6965439009207139, - "MaxY": 0.0991867805964605, - "MaxZ": 0.05248979080239302 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/303_TOP_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 9.97188521319506, - "Density": 7800.0, - "Volume": 0.001278446822204495, - "SurfaceArea": 0.2791533709523726, - "CenterOfMassX": -3.538475256460657E-05, - "CenterOfMassY": -3.5029011215037195E-19, - "CenterOfMassZ": 0.0001233658338321936 - }, - "Box": { - "MinX": 0.04654390092071481, - "MinY": 0.08918678059646035, - "MinZ": -0.11951020919760622, - "MaxX": 0.6965439009207148, - "MaxY": 0.09918678059646036, - "MaxZ": 0.0804897908023938 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.4476759124831999, - "Density": 7800.0, - "Volume": 5.7394347754256394E-05, - "SurfaceArea": 0.03610747464470769, - "CenterOfMassX": 4.1188724871761403E-07, - "CenterOfMassY": 0.0012650426468974582, - "CenterOfMassZ": 0.001999999999999999 - }, - "Box": { - "MinX": 0.6645439009207148, - "MinY": -0.07081321940353995, - "MinZ": -0.11949520919761292, - "MaxX": 0.6685439009207148, - "MaxY": 0.09918678059646009, - "MaxZ": 0.0805047908023871 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/307_SIDE_x2_4mm_FERRO-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.4476759124831999, - "Density": 7800.0, - "Volume": 5.7394347754256394E-05, - "SurfaceArea": 0.03610747464470769, - "CenterOfMassX": 4.1188724871761403E-07, - "CenterOfMassY": 0.0012650426468974582, - "CenterOfMassZ": 0.001999999999999999 - }, - "Box": { - "MinX": 0.07454390092071485, - "MinY": -0.07081321940353966, - "MinZ": -0.11951020919761285, - "MaxX": 0.07854390092071488, - "MaxY": 0.09918678059646038, - "MaxZ": 0.08048979080238716 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/302_Corner_x4_4mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.01986341627654157, - "Density": 7800.0, - "Volume": 2.5465918303258423E-06, - "SurfaceArea": 0.0018711808466395927, - "CenterOfMassX": -0.0026627518706949026, - "CenterOfMassY": 0.002, - "CenterOfMassZ": -0.002662751870694901 - }, - "Box": { - "MinX": 0.04654411209571013, - "MinY": -0.07081321940353964, - "MinZ": -0.11951020919761325, - "MaxX": 0.07854411209571013, - "MaxY": -0.06681321940353964, - "MaxZ": -0.08751020919761325 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/301_Front_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0538757123504703, - "Density": 7849.999987000001, - "Volume": 0.00013425168332429835, - "SurfaceArea": 0.1398200790399502, - "CenterOfMassX": 0.030539132124473994, - "CenterOfMassY": 0.00011626208969025681, - "CenterOfMassZ": 3.5786740938755166E-20 - }, - "Box": { - "MinX": 0.08354390092071406, - "MinY": -0.06881321940353963, - "MinZ": 0.05248979080239302, - "MaxX": 0.6595439009207141, - "MaxY": 0.08718678059646046, - "MaxZ": 0.05448979080239302 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/308_Extension_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3700416705148314, - "Density": 7849.999987, - "Volume": 4.713906638568653E-05, - "SurfaceArea": 0.04852069468613064, - "CenterOfMassX": -0.19779973326837746, - "CenterOfMassY": -9.911162352232388E-07, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.11354390092071409, - "MinY": -0.06781321940353965, - "MinZ": 0.05448979080239302, - "MaxX": 0.26754390092071406, - "MaxY": 0.08618678059646037, - "MaxZ": 0.056489790802393025 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/309_SIDE_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\309_SIDE_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.31882451990044147, - "Density": 7849.999987, - "Volume": 4.061458858960906E-05, - "SurfaceArea": 0.04230120800848404, - "CenterOfMassX": 1.767857572155032E-17, - "CenterOfMassY": 1.7378198682564768E-16, - "CenterOfMassZ": 0.0009999999999999998 - }, - "Box": { - "MinX": 0.07254390092071483, - "MinY": -0.06831321940354025, - "MinZ": -0.08701020919761346, - "MaxX": 0.07454390092071486, - "MaxY": 0.08668678059645978, - "MaxZ": 0.04798979080238655 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/310_SIDE_x1_2mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\310_SIDE_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.31882451990044147, - "Density": 7849.999987, - "Volume": 4.061458858960906E-05, - "SurfaceArea": 0.04230120800848405, - "CenterOfMassX": 1.4908454580550767E-18, - "CenterOfMassY": 1.825946068707658E-16, - "CenterOfMassZ": 0.0009999999999999998 - }, - "Box": { - "MinX": 0.6685439009207147, - "MinY": -0.06831321940354063, - "MinZ": -0.08699520919761365, - "MaxX": 0.6705439009207147, - "MaxY": 0.0866867805964594, - "MaxZ": 0.048004790802386385 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207143, - "MinY": -0.09031321940353959, - "MinZ": 0.059004790802384306, - "MaxX": 0.6901939009207142, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080238431 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.07881321940353961, - "MaxZ": 0.0915047908023843 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207142, - "MinY": -0.061010362184240226, - "MinZ": 0.0595765875721088, - "MaxX": 0.6886939009207143, - "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403265982 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.035033660421030455, - "Density": 1000.0000000000001, - "Volume": 3.503366042103045E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.494990353669702E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.778874194946056E-10 - }, - "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.050813219403539604, - "MaxZ": 0.0915047908023843 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207143, - "MinY": -0.09031321940353959, - "MinZ": 0.059004790802384306, - "MaxX": 0.6901939009207142, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080238431 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.07881321940353961, - "MaxZ": 0.0915047908023843 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207142, - "MinY": -0.061010362184240226, - "MinZ": 0.0595765875721088, - "MaxX": 0.6886939009207143, - "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403265982 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2", - "Children": [ - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207143, - "MinY": -0.09031321940353959, - "MinZ": 0.059004790802384306, - "MaxX": 0.6901939009207142, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080238431 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.07881321940353961, - "MaxZ": 0.0915047908023843 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207142, - "MinY": -0.061010362184240226, - "MinZ": 0.0595765875721088, - "MaxX": 0.6886939009207143, - "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403265982 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03503366042103045, - "Density": 1000.0000000000001, - "Volume": 3.5033660421030446E-05, - "SurfaceArea": 0.008428733857407129, - "CenterOfMassX": -5.50421341009302E-19, - "CenterOfMassY": 0.010908679987601647, - "CenterOfMassZ": 2.7788741949349885E-10 - }, - "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.050813219403539604, - "MaxZ": 0.0915047908023843 - }, - "Material": { - "C-AJPJG50-8-50_Shaft-1": "", - "C-AJPJG50-8-50_Shaft-1 Material Database": "", - "C-AJPJG50-8-50_Pad-1": "", - "C-AJPJG50-8-50_Pad-1 Material Database": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.004896392240066823, - "Density": 1000.0, - "Volume": 4.8963922400668225E-06, - "SurfaceArea": 0.002308762239609606, - "CenterOfMassX": 8.794811576055662E-19, - "CenterOfMassY": 0.020110872069252068, - "CenterOfMassZ": 1.0265829547528668E-09 - }, - "Box": { - "MinX": 0.6751939009207143, - "MinY": -0.09031321940353959, - "MinZ": 0.059004790802384306, - "MaxX": 0.6901939009207142, - "MaxY": -0.02081321940353959, - "MaxZ": 0.07400479080238431 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.031157231678560958, - "Density": 1000.0, - "Volume": 3.115723167856096E-05, - "SurfaceArea": 0.006365449250096835, - "CenterOfMassX": -7.289193540065807E-19, - "CenterOfMassY": 0.008623464956274926, - "CenterOfMassZ": 4.697049382821297E-19 - }, - "Box": { - "MinX": 0.6576939009207142, - "MinY": -0.1018132194035396, - "MinZ": 0.041504790802384305, - "MaxX": 0.7076939009207143, - "MaxY": -0.07881321940353961, - "MaxZ": 0.0915047908023843 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0004810808325551677, - "Density": 1000.0, - "Volume": 4.810808325551677E-07, - "SurfaceArea": 0.0004964469744657057, - "CenterOfMassX": 0.002749999999999999, - "CenterOfMassY": 9.788086206448736E-09, - "CenterOfMassZ": 6.44782973497108E-19 - }, - "Box": { - "MinX": 0.6766939009207142, - "MinY": -0.061010362184240226, - "MinZ": 0.0595765875721088, - "MaxX": 0.6886939009207143, - "MaxY": -0.05551036218424022, - "MaxZ": 0.07343299403265982 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/304_BACK_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 2.7938872097026315, - "Density": 7849.999987000001, - "Volume": 0.00035590919927763705, - "SurfaceArea": 0.18458387388226774, - "CenterOfMassX": 0.00034498588777029203, - "CenterOfMassY": 0.00035611446479513433, - "CenterOfMassZ": 6.972401507731992E-21 - }, - "Box": { - "MinX": 0.0835439009207149, - "MinY": -0.06881321940353965, - "MinZ": -0.09551020919760583, - "MaxX": 0.6595439009207149, - "MaxY": 0.08718678059646043, - "MaxZ": -0.09151020919760583 - }, - "Material": { - "Material": "AISI 1035 Steel (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/3Pos-Switch-22mm-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\3Pos-Switch-22mm.SLDPRT", - "Parent": null, - "Properties": { - "Valor predeterminado": {}, - "2": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.06006294708946257, - "Density": 1943.6322351409394, - "Volume": 3.0902423824591074E-05, - "SurfaceArea": 0.02020411495415486, - "CenterOfMassX": 0.014501389529639083, - "CenterOfMassY": 0.0259778707107712, - "CenterOfMassZ": -0.01500138952911236 - }, - "Box": { - "MinX": 0.5545439009207142, - "MinY": 0.023754972416108043, - "MinZ": 0.011189790802393108, - "MaxX": 0.5945439009207142, - "MaxY": 0.05375497241610828, - "MaxZ": 0.08022479080239325 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/E_Inkbird-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.18513718750000002, - "Density": 1000.0, - "Volume": 0.00018513718750000002, - "SurfaceArea": 0.020820500000000002, - "CenterOfMassX": 1.7156864026594472E-18, - "CenterOfMassY": 2.4846494230585105E-18, - "CenterOfMassZ": -0.044061565199117546 - }, - "Box": { - "MinX": 0.49489390092071855, - "MinY": -0.04648073386581801, - "MinZ": -0.028260209197612317, - "MaxX": 0.542893900920719, - "MaxY": 0.0015192661341820318, - "MaxZ": 0.060489790802387915 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/IP55_switch_red-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT", - "Parent": null, - "Properties": { - "red": {}, - "green": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.02530898012447876, - "Density": 1000.0, - "Volume": 2.530898012447876E-05, - "SurfaceArea": 0.006054382781024249, - "CenterOfMassX": 0.0, - "CenterOfMassY": -0.00014157711015442073, - "CenterOfMassZ": 0.007075912198349583 - }, - "Box": { - "MinX": 0.6062788097829406, - "MinY": -0.040289263528151126, - "MinZ": 0.029489790802386093, - "MaxX": 0.6342788097829406, - "MaxY": -0.0022892635281511198, - "MaxZ": 0.0694897908023861 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "300_Housing-1/MCADID0002111_3D-simplified.stp-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\electronics\\knobs\\a10c-knobs\\MCADID0002111_3D-simplified.stp.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Description": "PART-xb4bd912r100k_1-DESC", - "Nomenclature": "xb4bd912r100k_1", - "Part Number": "xb4bd912r100k_1", - "Source": "NOT_KNOWN", - "Revision": " " - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.01909510459298399, - "Density": 1000.0000000000002, - "Volume": 1.9095104592983986E-05, - "SurfaceArea": 0.022441596196535536, - "CenterOfMassX": 0.008149877452430966, - "CenterOfMassY": 0.009480061688954714, - "CenterOfMassZ": 0.031186838824164734 - }, - "Box": { - "MinX": 0.5595869033673111, - "MinY": 0.015854972416108778, - "MinZ": 0.003250091302073023, - "MaxX": 0.5895008984741055, - "MaxY": 0.06205497241610877, - "MaxZ": 0.07813979080239303 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-25", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-33", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-29", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-32", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-29", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-23", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "KM-63_ 30_1.5-14-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\KM-63_ 30_1.5-14.sldprt", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 7.477626936352975, - "Density": 1000.0001010239214, - "Volume": 0.007477626180933853, - "SurfaceArea": 0.6517098350961833, - "CenterOfMassX": -0.0003849438291597981, - "CenterOfMassY": -0.006060459550405212, - "CenterOfMassZ": 0.10721845029724311 - }, - "Box": { - "MinX": 0.0716851741336307, - "MinY": 0.0991866774783966, - "MinZ": -0.2100102091976131, - "MaxX": 0.25168517413363084, - "MaxY": 0.5501867805964602, - "MaxZ": 0.052489893920450836 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1", - "Children": [ - { - "Name": "Global-130x130x90_Assembly-1/Slide-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.011255125604500451, - "Density": 1000.0000000000001, - "Volume": 1.125512560450045E-05, - "SurfaceArea": 0.012413192572149663, - "CenterOfMassX": -0.07586927127722656, - "CenterOfMassY": -0.10056772451655627, - "CenterOfMassZ": 0.0009999999999999994 - }, - "Box": { - "MinX": 0.9413363495513553, - "MinY": 0.143458777160675, - "MinZ": -0.17157379250293828, - "MaxX": 0.9433363495513581, - "MaxY": 0.2123139525144288, - "MaxZ": 0.06830147327464264 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {}, - "Lydia-V3-100F": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.571850745154531, - "Density": 1000.0000000000001, - "Volume": 0.000571850745154531, - "SurfaceArea": 0.10740874971302464, - "CenterOfMassX": 0.09000000000000002, - "CenterOfMassY": -0.012054290464327759, - "CenterOfMassZ": 0.08000000000000003 - }, - "Box": { - "MinX": 1.005336349551357, - "MinY": 0.08118678059646037, - "MinZ": -0.10951020919760648, - "MaxX": 1.0353363495513594, - "MaxY": 0.2611867805964605, - "MaxZ": 0.07048979080239393 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "1", - "errors": "0", - "warnings": "False", - "features": "Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\Global-130x130x90_Assembly\\Object-100^Global-130x130x90_Assembly.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "100": {}, - "80": {} - }, - "Equations": { - "DIAMETER": 80.0, - "D1@Sketch2": 80.0 - }, - "Mass": { - "Mass": 0.26808257310632905, - "Density": 1000.0, - "Volume": 0.00026808257310632905, - "SurfaceArea": 0.020106192982974676, - "CenterOfMassX": -9.18485099360515E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.9469418212271727, - "MinY": 0.13047444621683302, - "MinZ": -0.06022254357723634, - "MaxX": 1.0269418212271728, - "MaxY": 0.2118991149760876, - "MaxZ": 0.021202125182018215 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/SlideInner-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02690171690723676, - "Density": 1000.0, - "Volume": 2.690171690723676E-05, - "SurfaceArea": 0.029528713024743067, - "CenterOfMassX": -0.07642363460503288, - "CenterOfMassY": -0.10216552415535944, - "CenterOfMassZ": 0.0010000000000000406 - }, - "Box": { - "MinX": 0.9413363495513576, - "MinY": 0.08118678059645944, - "MinZ": -0.10951020919760904, - "MaxX": 0.943336349551358, - "MaxY": 0.26118678059646067, - "MaxZ": 0.0704897908023911 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02810658766950324, - "Density": 1000.0, - "Volume": 2.810658766950324E-05, - "SurfaceArea": 0.029578870818636138, - "CenterOfMassX": -0.08999999999999989, - "CenterOfMassY": -0.08000000000000006, - "CenterOfMassZ": 0.0010000000000000005 - }, - "Box": { - "MinX": 0.9433363495513577, - "MinY": 0.13118678059646025, - "MinZ": -0.10951020919760905, - "MaxX": 0.9453363495513579, - "MaxY": 0.21118678059646026, - "MaxZ": 0.07048979080239108 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "2", - "errors": "0 0", - "warnings": "False False", - "features": "Cut | Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Rod-16-100-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0015393804002589923, - "Density": 1000.0, - "Volume": 1.5393804002589923E-06, - "SurfaceArea": 0.0007476990515543685, - "CenterOfMassX": 0.1674999999999996, - "CenterOfMassY": -0.05124999999999984, - "CenterOfMassZ": 0.00499999999999997 - }, - "Box": { - "MinX": 0.931336349551358, - "MinY": 0.1088660333544042, - "MinZ": 0.048169043560337466, - "MaxX": 0.941336349551358, - "MaxY": 0.12850752783851654, - "MaxZ": 0.06781053804444981 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.40340012585623175, - "Density": 1000.0, - "Volume": 0.00040340012585623173, - "SurfaceArea": 0.0787812806779395, - "CenterOfMassX": 0.09000000000000005, - "CenterOfMassY": -0.014999999999999982, - "CenterOfMassZ": 0.09 - }, - "Box": { - "MinX": 0.9753363495513573, - "MinY": 0.08118678059646028, - "MinZ": -0.10951020919760614, - "MaxX": 1.0053363495513596, - "MaxY": 0.2611867805964604, - "MaxZ": 0.07048979080239427 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015000341648119205, - "Density": 1000.0, - "Volume": 1.5000341648119204E-05, - "SurfaceArea": 0.01721626727203484, - "CenterOfMassX": -0.016588067528146608, - "CenterOfMassY": 1.0504334961406512E-17, - "CenterOfMassZ": 0.0009999999999999627 - }, - "Box": { - "MinX": 0.9393363495513558, - "MinY": 0.11618678059646025, - "MinZ": -0.11951020919685429, - "MaxX": 0.9413363495513605, - "MaxY": 0.22618678059646025, - "MaxZ": 0.12048979080314573 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {}, - "Lydia-V3-100F": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.31599457915985174, - "Density": 1000.0, - "Volume": 0.00031599457915985175, - "SurfaceArea": 0.08535184857075762, - "CenterOfMassX": 0.09, - "CenterOfMassY": -0.02392580883267197, - "CenterOfMassZ": 0.08000000000000003 - }, - "Box": { - "MinX": 0.9123363495513577, - "MinY": 0.08118678059646026, - "MinZ": -0.10951020919760895, - "MaxX": 0.941336349551358, - "MaxY": 0.2611867805964603, - "MaxZ": 0.0704897908023911 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "1", - "errors": "0", - "warnings": "False", - "features": "Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/cam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.40340012585623175, - "Density": 1000.0, - "Volume": 0.00040340012585623173, - "SurfaceArea": 0.0787812806779395, - "CenterOfMassX": 0.09000000000000005, - "CenterOfMassY": -0.014999999999999982, - "CenterOfMassZ": 0.09 - }, - "Box": { - "MinX": 0.9453363495513573, - "MinY": 0.08118678059646028, - "MinZ": -0.1095102091976058, - "MaxX": 0.9753363495513595, - "MaxY": 0.2611867805964604, - "MaxZ": 0.0704897908023946 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "CAM": {}, - "Global": { - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 2.0455313013627943, - "Density": 1000.0000000000002, - "Volume": 0.002045531301362794, - "SurfaceArea": 0.459914095361754, - "CenterOfMassX": 0.048398704883166103, - "CenterOfMassY": -0.3057254193235807, - "CenterOfMassZ": -0.1928068868792295 - }, - "Box": { - "MinX": 0.9123363495513556, - "MinY": 0.0811867805964602, - "MinZ": -0.11951020919685541, - "MaxX": 1.03533634955136, - "MaxY": 0.2611867805964605, - "MaxZ": 0.12048979080314608 - }, - "Material": { - "Slide-1": "", - "Slide-1 Material Database": "", - "Base-130x130-4": "", - "Base-130x130-4 Material Database": "", - "Object-100^Global-130x130x90_Assembly-1": "", - "Object-100^Global-130x130x90_Assembly-1 Material Database": "", - "SlideInner-1": "", - "SlideInner-1 Material Database": "", - "402_SlideCover_x2_2mm_INOX-2": "", - "402_SlideCover_x2_2mm_INOX-2 Material Database": "", - "Rod-16-100-1": "", - "Rod-16-100-1 Material Database": "", - "middle-30-2": "", - "middle-30-2 Material Database": "", - "403_SlideKey_x1_2mm_INOX-1": "", - "403_SlideKey_x1_2mm_INOX-1 Material Database": "", - "Lydia-F100-ConnectorPlate-130x130-1": "", - "Lydia-F100-ConnectorPlate-130x130-1 Material Database": "", - "middle-30-1": "", - "middle-30-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Slide-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.011255125604500451, - "Density": 1000.0000000000001, - "Volume": 1.125512560450045E-05, - "SurfaceArea": 0.012413192572149663, - "CenterOfMassX": -0.07586927127722656, - "CenterOfMassY": -0.10056772451655627, - "CenterOfMassZ": 0.0009999999999999994 - }, - "Box": { - "MinX": 0.9413363495513553, - "MinY": 0.143458777160675, - "MinZ": -0.17157379250293828, - "MaxX": 0.9433363495513581, - "MaxY": 0.2123139525144288, - "MaxZ": 0.06830147327464264 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Lydia-V3-100F": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.571850745154531, - "Density": 1000.0000000000001, - "Volume": 0.000571850745154531, - "SurfaceArea": 0.10740874971302464, - "CenterOfMassX": 0.09000000000000002, - "CenterOfMassY": -0.012054290464327759, - "CenterOfMassZ": 0.08000000000000003 - }, - "Box": { - "MinX": 1.005336349551357, - "MinY": 0.08118678059646037, - "MinZ": -0.10951020919760648, - "MaxX": 1.0353363495513594, - "MaxY": 0.2611867805964605, - "MaxZ": 0.07048979080239393 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "1", - "errors": "0", - "warnings": "False", - "features": "Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\Global-130x130x90_Assembly\\Object-100^Global-130x130x90_Assembly.SLDPRT", - "Parent": null, - "Properties": { - "100": {}, - "80": {} - }, - "Equations": { - "DIAMETER": 80.0, - "D1@Sketch2": 80.0 - }, - "Mass": { - "Mass": 0.26808257310632905, - "Density": 1000.0, - "Volume": 0.00026808257310632905, - "SurfaceArea": 0.020106192982974676, - "CenterOfMassX": -9.18485099360515E-19, - "CenterOfMassY": 0.0, - "CenterOfMassZ": 0.0 - }, - "Box": { - "MinX": 0.9469418212271727, - "MinY": 0.13047444621683302, - "MinZ": -0.06022254357723634, - "MaxX": 1.0269418212271728, - "MaxY": 0.2118991149760876, - "MaxZ": 0.021202125182018215 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/SlideInner-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02690171690723676, - "Density": 1000.0, - "Volume": 2.690171690723676E-05, - "SurfaceArea": 0.029528713024743067, - "CenterOfMassX": -0.07642363460503288, - "CenterOfMassY": -0.10216552415535944, - "CenterOfMassZ": 0.0010000000000000406 - }, - "Box": { - "MinX": 0.9413363495513576, - "MinY": 0.08118678059645944, - "MinZ": -0.10951020919760904, - "MaxX": 0.943336349551358, - "MaxY": 0.26118678059646067, - "MaxZ": 0.0704897908023911 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02810658766950324, - "Density": 1000.0, - "Volume": 2.810658766950324E-05, - "SurfaceArea": 0.029578870818636138, - "CenterOfMassX": -0.08999999999999989, - "CenterOfMassY": -0.08000000000000006, - "CenterOfMassZ": 0.0010000000000000005 - }, - "Box": { - "MinX": 0.9433363495513577, - "MinY": 0.13118678059646025, - "MinZ": -0.10951020919760905, - "MaxX": 0.9453363495513579, - "MaxY": 0.21118678059646026, - "MaxZ": 0.07048979080239108 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "2", - "errors": "0 0", - "warnings": "False False", - "features": "Cut | Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Rod-16-100-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.0015393804002589923, - "Density": 1000.0, - "Volume": 1.5393804002589923E-06, - "SurfaceArea": 0.0007476990515543685, - "CenterOfMassX": 0.1674999999999996, - "CenterOfMassY": -0.05124999999999984, - "CenterOfMassZ": 0.00499999999999997 - }, - "Box": { - "MinX": 0.931336349551358, - "MinY": 0.1088660333544042, - "MinZ": 0.048169043560337466, - "MaxX": 0.941336349551358, - "MaxY": 0.12850752783851654, - "MaxZ": 0.06781053804444981 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.40340012585623175, - "Density": 1000.0, - "Volume": 0.00040340012585623173, - "SurfaceArea": 0.0787812806779395, - "CenterOfMassX": 0.09000000000000005, - "CenterOfMassY": -0.014999999999999982, - "CenterOfMassZ": 0.09 - }, - "Box": { - "MinX": 0.9753363495513573, - "MinY": 0.08118678059646028, - "MinZ": -0.10951020919760614, - "MaxX": 1.0053363495513596, - "MaxY": 0.2611867805964604, - "MaxZ": 0.07048979080239427 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015000341648119205, - "Density": 1000.0, - "Volume": 1.5000341648119204E-05, - "SurfaceArea": 0.01721626727203484, - "CenterOfMassX": -0.016588067528146608, - "CenterOfMassY": 1.0504334961406512E-17, - "CenterOfMassZ": 0.0009999999999999627 - }, - "Box": { - "MinX": 0.9393363495513558, - "MinY": 0.11618678059646025, - "MinZ": -0.11951020919685429, - "MaxX": 0.9413363495513605, - "MaxY": 0.22618678059646025, - "MaxZ": 0.12048979080314573 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Base-130x130-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Lydia-V3-100F": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.31599457915985174, - "Density": 1000.0, - "Volume": 0.00031599457915985175, - "SurfaceArea": 0.08535184857075762, - "CenterOfMassX": 0.09, - "CenterOfMassY": -0.02392580883267197, - "CenterOfMassZ": 0.08000000000000003 - }, - "Box": { - "MinX": 0.9123363495513577, - "MinY": 0.08118678059646026, - "MinZ": -0.10951020919760895, - "MaxX": 0.941336349551358, - "MaxY": 0.2611867805964603, - "MaxZ": 0.0704897908023911 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "1", - "errors": "0", - "warnings": "False", - "features": "Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/cam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-130x130x90_Assembly-1/middle-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.40340012585623175, - "Density": 1000.0, - "Volume": 0.00040340012585623173, - "SurfaceArea": 0.0787812806779395, - "CenterOfMassX": 0.09000000000000005, - "CenterOfMassY": -0.014999999999999982, - "CenterOfMassZ": 0.09 - }, - "Box": { - "MinX": 0.9453363495513573, - "MinY": 0.08118678059646028, - "MinZ": -0.1095102091976058, - "MaxX": 0.9753363495513595, - "MaxY": 0.2611867805964604, - "MaxZ": 0.0704897908023946 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1", - "Children": [ - { - "Name": "Global-180x80x25_Assembly-1/table-1200-600-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\production\\cnc\\table-1200-600.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Rod-16-100-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Slide-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/middle-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02810658766950324, - "Density": 1000.0, - "Volume": 2.810658766950324E-05, - "SurfaceArea": 0.029578870818636138, - "CenterOfMassX": -0.08999999999999989, - "CenterOfMassY": -0.08000000000000006, - "CenterOfMassZ": 0.0010000000000000005 - }, - "Box": { - "MinX": 1.1435887928907649, - "MinY": 0.1311867805964722, - "MinZ": -0.10951020919762072, - "MaxX": 1.1455887928907678, - "MaxY": 0.21118678059647283, - "MaxZ": 0.07048979080237969 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "2", - "errors": "0 0", - "warnings": "False False", - "features": "Cut | Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamMountPlate_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.16838779465260068, - "Density": 1000.0, - "Volume": 0.00016838779465260068, - "SurfaceArea": 0.043407116878835944, - "CenterOfMassX": -0.08998924014025708, - "CenterOfMassY": -0.06902084891106144, - "CenterOfMassZ": -0.005000000000000001 - }, - "Box": { - "MinX": 1.2055887928907643, - "MinY": 0.13118678059647265, - "MinZ": -0.10951020919762139, - "MaxX": 1.2155887928907676, - "MaxY": 0.2561867805964735, - "MaxZ": 0.07048979080237916 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/cam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015000341648119205, - "Density": 1000.0, - "Volume": 1.5000341648119204E-05, - "SurfaceArea": 0.01721626727203484, - "CenterOfMassX": -0.016588067528146608, - "CenterOfMassY": 1.0504334961406512E-17, - "CenterOfMassZ": 0.0009999999999999627 - }, - "Box": { - "MinX": 1.141588792890764, - "MinY": 0.11618678059647192, - "MinZ": -0.1195102091976206, - "MaxX": 1.1435887928907695, - "MaxY": 0.22618678059647274, - "MaxZ": 0.12048979080237977 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Base-130x130-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1", - "Children": [ - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909323, - "CenterOfMassY": 7.329022910108075E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907656, - "MinY": 0.16358678059647322, - "MinZ": -0.05951020919763721, - "MaxX": 2.715588792890766, - "MaxY": 0.17878678059648898, - "MaxZ": -0.04491020919762144 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0119220276531379E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.215588792890766, - "MinY": 0.15358678059647302, - "MinZ": -0.0595102091976374, - "MaxX": 2.7155887928907667, - "MaxY": 0.163586780596489, - "MaxZ": 0.020489790802378508 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909323, - "CenterOfMassY": 7.329022910108075E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907663, - "MinY": 0.163586780596473, - "MinZ": 0.005889790802363139, - "MaxX": 2.7155887928907667, - "MaxY": 0.17878678059648875, - "MaxZ": 0.020489790802378904 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0119220276531379E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.2155887928907656, - "MinY": 0.17878678059647296, - "MinZ": -0.059510209197636964, - "MaxX": 2.7155887928907667, - "MaxY": 0.18878678059648896, - "MaxZ": 0.020489790802378942 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 3.050094888055845, - "Density": 1000.0000000000001, - "Volume": 0.0030500948880558447, - "SurfaceArea": 0.7285623388101791, - "CenterOfMassX": 0.001827928623749145, - "CenterOfMassY": -0.14066708476498743, - "CenterOfMassZ": -6.824929215559719E-17 - }, - "Box": { - "MinX": 1.2155887928907652, - "MinY": 0.15358678059645728, - "MinZ": -0.059510209197637394, - "MaxX": 2.7155887928907667, - "MaxY": 0.18878678059650464, - "MaxZ": 0.020489790802378942 - }, - "Material": { - "101_Sides_x2_16mm_FERRO-2": "", - "101_Sides_x2_16mm_FERRO-2 Material Database": "", - "101_Top_x2_8mm_FERRO-2": "", - "101_Top_x2_8mm_FERRO-2 Material Database": "", - "101_Sides_x2_16mm_FERRO-1": "", - "101_Sides_x2_16mm_FERRO-1 Material Database": "", - "101_Top_x2_8mm_FERRO-1": "", - "101_Top_x2_8mm_FERRO-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-0-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Transition-Width": 42.0, - "Transition-Height": 10.0, - "D2@Sketch8": 42.0, - "D1@Sketch8": 10.0 - }, - "Mass": { - "Mass": 0.40564492123978163, - "Density": 1000.0, - "Volume": 0.00040564492123978165, - "SurfaceArea": 0.049671271206234935, - "CenterOfMassX": -0.0899999973371791, - "CenterOfMassY": -0.07990661582023097, - "CenterOfMassZ": -0.015333683809517832 - }, - "Box": { - "MinX": 1.1455852925247687, - "MinY": 0.13118678059647182, - "MinZ": -0.10951020919762108, - "MaxX": 1.175592293256764, - "MaxY": 0.21118678059647278, - "MaxZ": 0.07048979080237949 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Object-100^Global-180x80x25_Assembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\Global-180x80x25_Assembly\\Object-100^Global-180x80x25_Assembly.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/SlideInner-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-1-30.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "Transition-Width-In": 35.0, - "Transition-Height-In": 10.0, - "D1@In": 10.0, - "D2@In": 35.0 - }, - "Mass": { - "Mass": 0.4061936547402066, - "Density": 1000.0, - "Volume": 0.00040619365474020656, - "SurfaceArea": 0.04925168855877525, - "CenterOfMassX": -0.09000000000000007, - "CenterOfMassY": -0.08, - "CenterOfMassZ": -0.014939807036090609 - }, - "Box": { - "MinX": 1.1755886928907648, - "MinY": 0.13118678059647243, - "MinZ": -0.10951020919762132, - "MaxX": 1.2055888928907674, - "MaxY": 0.21118678059647344, - "MaxZ": 0.07048979080237928 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamAdapter_x1_10mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": { - "D1@Fillet2": 5.0 - }, - "Mass": { - "Mass": 0.14974082767591387, - "Density": 1000.0, - "Volume": 0.00014974082767591388, - "SurfaceArea": 0.04046919067162151, - "CenterOfMassX": -0.09, - "CenterOfMassY": -0.08377324032892244, - "CenterOfMassZ": -0.0062609924150477956 - }, - "Box": { - "MinX": 1.1135887928907648, - "MinY": 0.12118678059647153, - "MinZ": -0.1095102091976207, - "MaxX": 1.1435887928907678, - "MaxY": 0.21118678059647267, - "MaxZ": 0.0704897908023801 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "CAM": {}, - "Active-Cooling": {}, - "Global": { - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 4.22316901568197, - "Density": 999.9999999999999, - "Volume": 0.00422316901568197, - "SurfaceArea": 0.9581567442163177, - "CenterOfMassX": 0.058527239764456195, - "CenterOfMassY": 0.25377460069867996, - "CenterOfMassZ": -0.1718942473641182 - }, - "Box": { - "MinX": 1.1135887928907642, - "MinY": 0.11618678059647157, - "MinZ": -0.12464385358120603, - "MaxX": 2.7155887928907676, - "MaxY": 0.25618678059648925, - "MaxZ": 0.1204897908023799 - }, - "Material": { - "402_SlideCover_x2_2mm_INOX-2": "", - "402_SlideCover_x2_2mm_INOX-2 Material Database": "", - "450_BeamMountPlate_x2_8mm_FERRO-1": "", - "450_BeamMountPlate_x2_8mm_FERRO-1 Material Database": "", - "403_SlideKey_x1_2mm_INOX-1": "", - "403_SlideKey_x1_2mm_INOX-1 Material Database": "", - "480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2": "", - "480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2 Material Database": "", - "480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2": "", - "480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2 Material Database": "", - "480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1": "", - "480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1 Material Database": "", - "480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1": "", - "480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1 Material Database": "", - "610_EDie-Seg-0-30-1": "", - "610_EDie-Seg-0-30-1 Material Database": "", - "610_EDie-Seg-1-30-1": "", - "610_EDie-Seg-1-30-1 Material Database": "", - "450_BeamAdapter_x1_10mm_FERRO-1": "", - "450_BeamAdapter_x1_10mm_FERRO-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/table-1200-600-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\production\\cnc\\table-1200-600.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Rod-16-100-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Slide-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/middle-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.02810658766950324, - "Density": 1000.0, - "Volume": 2.810658766950324E-05, - "SurfaceArea": 0.029578870818636138, - "CenterOfMassX": -0.08999999999999989, - "CenterOfMassY": -0.08000000000000006, - "CenterOfMassZ": 0.0010000000000000005 - }, - "Box": { - "MinX": 1.1435887928907649, - "MinY": 0.1311867805964722, - "MinZ": -0.10951020919762072, - "MaxX": 1.1455887928907678, - "MaxY": 0.21118678059647283, - "MaxZ": 0.07048979080237969 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": { - "wrong": "2", - "errors": "0 0", - "warnings": "False False", - "features": "Cut | Cut" - }, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamMountPlate_x2_8mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.16838779465260068, - "Density": 1000.0, - "Volume": 0.00016838779465260068, - "SurfaceArea": 0.043407116878835944, - "CenterOfMassX": -0.08998924014025708, - "CenterOfMassY": -0.06902084891106144, - "CenterOfMassZ": -0.005000000000000001 - }, - "Box": { - "MinX": 1.2055887928907643, - "MinY": 0.13118678059647265, - "MinZ": -0.10951020919762139, - "MaxX": 1.2155887928907676, - "MaxY": 0.2561867805964735, - "MaxZ": 0.07048979080237916 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/cam-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\cam.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015000341648119205, - "Density": 1000.0, - "Volume": 1.5000341648119204E-05, - "SurfaceArea": 0.01721626727203484, - "CenterOfMassX": -0.016588067528146608, - "CenterOfMassY": 1.0504334961406512E-17, - "CenterOfMassZ": 0.0009999999999999627 - }, - "Box": { - "MinX": 1.141588792890764, - "MinY": 0.11618678059647192, - "MinZ": -0.1195102091976206, - "MaxX": 1.1435887928907695, - "MaxY": 0.22618678059647274, - "MaxZ": 0.12048979080237977 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Base-130x130-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1", - "Children": [ - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909323, - "CenterOfMassY": 7.329022910108075E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907656, - "MinY": 0.16358678059647322, - "MinZ": -0.05951020919763721, - "MaxX": 2.715588792890766, - "MaxY": 0.17878678059648898, - "MaxZ": -0.04491020919762144 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0119220276531379E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.215588792890766, - "MinY": 0.15358678059647302, - "MinZ": -0.0595102091976374, - "MaxX": 2.7155887928907667, - "MaxY": 0.163586780596489, - "MaxZ": 0.020489790802378508 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909323, - "CenterOfMassY": 7.329022910108075E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907663, - "MinY": 0.163586780596473, - "MinZ": 0.005889790802363139, - "MaxX": 2.7155887928907667, - "MaxY": 0.17878678059648875, - "MaxZ": 0.020489790802378904 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0119220276531379E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.2155887928907656, - "MinY": 0.17878678059647296, - "MinZ": -0.059510209197636964, - "MaxX": 2.7155887928907667, - "MaxY": 0.18878678059648896, - "MaxZ": 0.020489790802378942 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 3.050094888055845, - "Density": 1000.0000000000001, - "Volume": 0.0030500948880558447, - "SurfaceArea": 0.7285623388101791, - "CenterOfMassX": 0.0018279286237491456, - "CenterOfMassY": -0.14066708476498743, - "CenterOfMassZ": -6.824929215559719E-17 - }, - "Box": { - "MinX": 1.2155887928907652, - "MinY": 0.15358678059645728, - "MinZ": -0.059510209197637394, - "MaxX": 2.7155887928907667, - "MaxY": 0.18878678059650464, - "MaxZ": 0.020489790802378942 - }, - "Material": { - "101_Sides_x2_16mm_FERRO-2": "", - "101_Sides_x2_16mm_FERRO-2 Material Database": "", - "101_Top_x2_8mm_FERRO-2": "", - "101_Top_x2_8mm_FERRO-2 Material Database": "", - "101_Sides_x2_16mm_FERRO-1": "", - "101_Sides_x2_16mm_FERRO-1 Material Database": "", - "101_Top_x2_8mm_FERRO-1": "", - "101_Top_x2_8mm_FERRO-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909323, - "CenterOfMassY": 7.329022910108075E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907656, - "MinY": 0.16358678059647322, - "MinZ": -0.05951020919763721, - "MaxX": 2.715588792890766, - "MaxY": 0.17878678059648898, - "MaxZ": -0.04491020919762144 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0119220276531379E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.215588792890766, - "MinY": 0.15358678059647302, - "MinZ": -0.0595102091976374, - "MaxX": 2.7155887928907667, - "MaxY": 0.163586780596489, - "MaxZ": 0.020489790802378508 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3250474440279229, - "Density": 1000.0, - "Volume": 0.0003250474440279229, - "SurfaceArea": 0.09268116940508964, - "CenterOfMassX": 0.008576218415909323, - "CenterOfMassY": 7.329022910108075E-19, - "CenterOfMassZ": -0.0076 - }, - "Box": { - "MinX": 1.2155887928907663, - "MinY": 0.163586780596473, - "MinZ": 0.005889790802363139, - "MaxX": 2.7155887928907667, - "MaxY": 0.17878678059648875, - "MaxZ": 0.020489790802378904 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.1999999999999995, - "Density": 1000.0, - "Volume": 0.0011999999999999995, - "SurfaceArea": 0.2715999999999999, - "CenterOfMassX": -1.0119220276531379E-16, - "CenterOfMassY": -8.726246360340101E-17, - "CenterOfMassZ": -0.005 - }, - "Box": { - "MinX": 1.2155887928907656, - "MinY": 0.17878678059647296, - "MinZ": -0.059510209197636964, - "MaxX": 2.7155887928907667, - "MaxY": 0.18878678059648896, - "MaxZ": 0.020489790802378942 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-0-30.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Transition-Width": 42.0, - "Transition-Height": 10.0, - "D2@Sketch8": 42.0, - "D1@Sketch8": 10.0 - }, - "Mass": { - "Mass": 0.40564492123978163, - "Density": 1000.0, - "Volume": 0.00040564492123978165, - "SurfaceArea": 0.049671271206234935, - "CenterOfMassX": -0.0899999973371791, - "CenterOfMassY": -0.07990661582023097, - "CenterOfMassZ": -0.015333683809517832 - }, - "Box": { - "MinX": 1.1455852925247687, - "MinY": 0.13118678059647182, - "MinZ": -0.10951020919762108, - "MaxX": 1.175592293256764, - "MaxY": 0.21118678059647278, - "MaxZ": 0.07048979080237949 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/Object-100^Global-180x80x25_Assembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\Global-180x80x25_Assembly\\Object-100^Global-180x80x25_Assembly.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/SlideInner-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-1-30.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "Transition-Width-In": 35.0, - "Transition-Height-In": 10.0, - "D1@In": 10.0, - "D2@In": 35.0 - }, - "Mass": { - "Mass": 0.4061936547402066, - "Density": 1000.0, - "Volume": 0.00040619365474020656, - "SurfaceArea": 0.04925168855877525, - "CenterOfMassX": -0.09000000000000007, - "CenterOfMassY": -0.08, - "CenterOfMassZ": -0.014939807036090609 - }, - "Box": { - "MinX": 1.1755886928907648, - "MinY": 0.13118678059647243, - "MinZ": -0.10951020919762132, - "MaxX": 1.2055888928907674, - "MaxY": 0.21118678059647344, - "MaxZ": 0.07048979080237928 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamAdapter_x1_10mm_FERRO.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": { - "D1@Fillet2": 5.0 - }, - "Mass": { - "Mass": 0.14974082767591387, - "Density": 1000.0, - "Volume": 0.00014974082767591388, - "SurfaceArea": 0.04046919067162151, - "CenterOfMassX": -0.09, - "CenterOfMassY": -0.08377324032892244, - "CenterOfMassZ": -0.0062609924150477956 - }, - "Box": { - "MinX": 1.1135887928907648, - "MinY": 0.12118678059647153, - "MinZ": -0.1095102091976207, - "MaxX": 1.1435887928907678, - "MaxY": 0.21118678059647267, - "MaxZ": 0.0704897908023801 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.5578280312764871, - "MinY": 0.1354642787395209, - "MinZ": -0.04751020919761231, - "MaxX": 0.6178280312764871, - "MaxY": 0.20718678059646026, - "MaxZ": 0.008489790802387744 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.4828280312764871, - "MinY": 0.13546427873952097, - "MinZ": -0.04751020919761231, - "MaxX": 0.5428280312764872, - "MaxY": 0.2071867805964603, - "MaxZ": 0.008489790802387744 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-1", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bearings\\ball bearings\\thrust ball bearing3_68_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {}, - "PreviewCfg": {}, - "AFBMA 24.1.6 - 25TA13 - 10,SI,NC,10_68": {} - }, - "Equations": { - "BallCLRad@Clipboard": 19.25, - "BallCLRad@BalSimSke": 19.25, - "BallCLRad@BalDetSke": 19.25, - "BallCLRad@InnRacSke": 19.25, - "Ball_diameter@InnRacSke": 9.129999999999999, - "Ball_diameter@BalSimSke": 9.18, - "Max_count@Clipboard": 2.0, - "Count@BallsDetailed": 2.0, - "Angle@BallsDetailed": 180.0, - "Angle@CageSpine": 0.001, - "Thickness@CagSpiSke": 2.295, - "OD@CagSpiSke": 49.84, - "ID@CagSpiSke": 27.16 - }, - "Mass": { - "Mass": 0.02446792718875679, - "Density": 999.9999999999999, - "Volume": 2.446792718875679E-05, - "SurfaceArea": 0.009628248022285587, - "CenterOfMassX": -9.115498275787413E-06, - "CenterOfMassY": 5.732755986365985E-20, - "CenterOfMassZ": -1.9097959020237426E-18 - }, - "Box": { - "MinX": 0.24168517413362994, - "MinY": 0.13618756489597422, - "MinZ": -0.05450942489809836, - "MaxX": 0.25968517413362996, - "MaxY": 0.20618599629694634, - "MaxZ": 0.015489006502873725 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.33598155332897933, - "Density": 1000.0, - "Volume": 0.0003359815533289793, - "SurfaceArea": 0.0938247865968353, - "CenterOfMassX": -5.192320514591375E-18, - "CenterOfMassY": 0.18936060420872308, - "CenterOfMassZ": -2.4410553770589605E-18 - }, - "Box": { - "MinX": 0.2836851741336299, - "MinY": 0.13918678059646025, - "MinZ": -0.05151020919761233, - "MaxX": 0.7078280312764871, - "MaxY": 0.2031867805964603, - "MaxZ": 0.012489790802387712 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.27013002103350514, - "Density": 1000.0000000000001, - "Volume": 0.0002701300210335051, - "SurfaceArea": 0.04469383254337783, - "CenterOfMassX": -1.7794808430685074E-19, - "CenterOfMassY": 0.13749086967074003, - "CenterOfMassZ": 4.1316972974928486E-19 - }, - "Box": { - "MinX": 0.14868517413362992, - "MinY": 0.15868678059646027, - "MinZ": -0.03201020919761233, - "MaxX": 0.7026851741336299, - "MaxY": 0.1836867805964603, - "MaxZ": -0.007010209197612291 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/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": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.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": 0.023156168115578996, - "CenterOfMassY": 1.7568938885187888E-19, - "CenterOfMassZ": 6.195854511106154E-19 - }, - "Box": { - "MinX": 0.38032803127651577, - "MinY": 0.19668678059646064, - "MinZ": 0.023989790802374976, - "MaxX": 0.393328031276516, - "MaxY": 0.2746867805964607, - "MaxZ": 0.03698979080237506 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Nozzle-25D-RD-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Nozzle-25D-RD.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.028197669722034063, - "Density": 1000.0, - "Volume": 2.8197669722034064E-05, - "SurfaceArea": 0.0064375007916885356, - "CenterOfMassX": 3.560081090690043E-19, - "CenterOfMassY": 0.024036518404711802, - "CenterOfMassZ": 1.3468395146904832E-18 - }, - "Box": { - "MinX": 0.6908280312764871, - "MinY": 0.15386627252077145, - "MinZ": -0.0345102091976123, - "MaxX": 0.7428280312764871, - "MaxY": 0.18850728867214905, - "MaxZ": -0.004510209197612277 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-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\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.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": 0.023156168115578996, - "CenterOfMassY": 1.7568938885187888E-19, - "CenterOfMassZ": 6.195854511106154E-19 - }, - "Box": { - "MinX": 0.3133280312764872, - "MinY": 0.19668678059646094, - "MinZ": 0.02398979080238752, - "MaxX": 0.3263280312764873, - "MaxY": 0.27468678059646096, - "MaxZ": 0.03698979080238759 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.14495936822194025, - "Density": 1000.0, - "Volume": 0.00014495936822194025, - "SurfaceArea": 0.035148138608362633, - "CenterOfMassX": -0.03224582460311325, - "CenterOfMassY": -0.06272860627926861, - "CenterOfMassZ": 0.017966429716960695 - }, - "Box": { - "MinX": 0.2246851741336299, - "MinY": 0.12118678059646024, - "MinZ": -0.06951020919761235, - "MaxX": 0.2766851741336299, - "MaxY": 0.22118678059646033, - "MaxZ": 0.030489790802387715 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Motor Flange-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Motor Flange.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.6361259916479186, - "Density": 7800.0, - "Volume": 8.155461431383572E-05, - "SurfaceArea": 0.02521831821260213, - "CenterOfMassX": -8.114126902690255E-20, - "CenterOfMassY": -6.0450245425042394E-18, - "CenterOfMassZ": 0.0063564186560368325 - }, - "Box": { - "MinX": 0.21468517413362992, - "MinY": 0.11618678059646026, - "MinZ": -0.07451020919761234, - "MaxX": 0.22668517413362993, - "MaxY": 0.2261867805964603, - "MaxZ": 0.0354897908023877 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BarrelFlange-RD-25d-40.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07691341382298011, - "Density": 1000.0, - "Volume": 7.691341382298012E-05, - "SurfaceArea": 0.025893006650887153, - "CenterOfMassX": -2.0089777679161997E-16, - "CenterOfMassY": 6.05059364148637E-17, - "CenterOfMassZ": 0.008012319104005827 - }, - "Box": { - "MinX": 0.2766851741336299, - "MinY": 0.11452071904332697, - "MinZ": -0.07617627075074562, - "MaxX": 0.29368517413362993, - "MaxY": 0.2278528421495936, - "MaxZ": 0.03715585235552099 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bearings\\ball bearings\\thrust ball bearing3_68_am.sldprt", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {}, - "PreviewCfg": {}, - "AFBMA 24.1.6 - 25TA13 - 10,SI,NC,10_68": {} - }, - "Equations": { - "BallCLRad@Clipboard": 19.25, - "BallCLRad@BalSimSke": 19.25, - "BallCLRad@BalDetSke": 19.25, - "BallCLRad@InnRacSke": 19.25, - "Ball_diameter@InnRacSke": 9.129999999999999, - "Ball_diameter@BalSimSke": 9.18, - "Max_count@Clipboard": 2.0, - "Count@BallsDetailed": 2.0, - "Angle@BallsDetailed": 180.0, - "Angle@CageSpine": 0.001, - "Thickness@CagSpiSke": 2.295, - "OD@CagSpiSke": 49.84, - "ID@CagSpiSke": 27.16 - }, - "Mass": { - "Mass": 0.02446792718875679, - "Density": 999.9999999999999, - "Volume": 2.446792718875679E-05, - "SurfaceArea": 0.009628248022285587, - "CenterOfMassX": -9.115498275787413E-06, - "CenterOfMassY": 5.732755986365985E-20, - "CenterOfMassZ": -1.9097959020237426E-18 - }, - "Box": { - "MinX": 0.2596851741336299, - "MinY": 0.13458488225599574, - "MinZ": -0.05611210753807684, - "MaxX": 0.2776851741336299, - "MaxY": 0.20778867893692482, - "MaxZ": 0.01709168914285221 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/NozzleRotary25-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\700_NozzleRotary\\NozzleRotary25.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.6328280312764871, - "MinY": 0.1354642787395209, - "MinZ": -0.04751020919761231, - "MaxX": 0.6928280312764872, - "MaxY": 0.20718678059646026, - "MaxZ": 0.008489790802387747 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/SJ-25-Ex-80-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\SJ-25-Ex-80.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - }, - "56-D": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 2.6194271820640753, - "Density": 8000.0, - "Volume": 0.0003274283977580094, - "SurfaceArea": 0.4304774674940166, - "CenterOfMassX": -0.00034971743011873895, - "CenterOfMassY": 0.22164168999876363, - "CenterOfMassZ": -5.523508289464409E-07 - }, - "Box": { - "MinX": 0.2733280312764873, - "MinY": 0.2651867805964607, - "MinZ": -0.0995102091976134, - "MaxX": 0.43332803127648833, - "MaxY": 0.6686867805964611, - "MaxZ": 0.06048979080238705 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761316, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.040489790802386835 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795555, - "Density": 8000.0, - "Volume": 4.292780803494444E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.294759130740242E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761317, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.04048979080238685 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015770243134720544, - "Density": 1000.0, - "Volume": 1.5770243134720544E-05, - "SurfaceArea": 0.01720781732844841, - "CenterOfMassX": -0.006409230032655696, - "CenterOfMassY": -8.318466998995816E-17, - "CenterOfMassZ": 0.0009999999999999948 - }, - "Box": { - "MinX": 0.32682803127648674, - "MinY": 0.26318678059646083, - "MinZ": -0.1589988953748106, - "MaxX": 0.3798280312764868, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802386936 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.016872287484116805, - "Density": 1000.0000000000001, - "Volume": 1.6872287484116804E-05, - "SurfaceArea": 0.0180495027828003, - "CenterOfMassX": -1.5629608886045125E-17, - "CenterOfMassY": 0.03249999999999991, - "CenterOfMassZ": 0.0009999999999999905 - }, - "Box": { - "MinX": 0.31082803127648684, - "MinY": 0.2611867805964605, - "MinZ": -0.07951020919761313, - "MaxX": 0.3958280312764868, - "MaxY": 0.26318678059646106, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648684, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761308, - "MaxX": 0.39582803127648697, - "MaxY": 0.2651867805964609, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795555, - "Density": 8000.0, - "Volume": 4.292780803494444E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.005722495601658E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3758280312764868, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761309, - "MaxX": 0.395828031276487, - "MaxY": 0.2651867805964609, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.10132702347474845, - "Density": 2457.71797830788, - "Volume": 4.1228092225826225E-05, - "SurfaceArea": 0.0450687696046337, - "CenterOfMassX": 0.34722010889907945, - "CenterOfMassY": 0.3527572861230664, - "CenterOfMassZ": -0.048195371399738784 - }, - "Box": { - "MinX": 0.31082803127648684, - "MinY": 0.2611867805964605, - "MinZ": -0.15899889537481063, - "MaxX": 0.395828031276487, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802386936 - }, - "Material": { - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "521_HopperSlide_x1_2mm_INOX-1": "", - "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "523_HopperSlideBottom_x1_2mm_INOX-1": "", - "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.14118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.3958280312764868, - "MaxY": 0.17118678059646092, - "MaxZ": 0.040489790802387 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.1711867805964608, - "MinZ": -0.07951020919761317, - "MaxX": 0.3958280312764868, - "MaxY": 0.20122678059646093, - "MaxZ": 0.04048979080238698 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0636115181737236, - "Density": 2700.0, - "Volume": 0.0003939301919161939, - "SurfaceArea": 0.0845369187142413, - "CenterOfMassX": 1.0469594556979263E-10, - "CenterOfMassY": -0.0006800258133692392, - "CenterOfMassZ": 1.1765789630752133E-17 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.14118678059646078, - "MinZ": -0.07951020919761319, - "MaxX": 0.3958280312764868, - "MaxY": 0.20122678059646093, - "MaxZ": 0.040489790802387 - }, - "Material": { - "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990207E-06, - "CenterOfMassY": -3.4840413739455937E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.20118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.23118678059646092, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3239478568776516, - "Density": 999.9999999999999, - "Volume": 0.0003239478568776516, - "SurfaceArea": 0.03112017488164562, - "CenterOfMassX": -1.3856915489169233E-06, - "CenterOfMassY": 0.05673145596285877, - "CenterOfMassZ": 1.2831348257855573E-11 - }, - "Box": { - "MinX": 0.3248280312764865, - "MinY": 0.2026867805964608, - "MinZ": 0.019489790802386928, - "MaxX": 0.3818280312764868, - "MaxY": 0.2596867805964609, - "MaxZ": 0.152489790802387 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990207E-06, - "CenterOfMassY": -3.4840413739455937E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.2305297842952989, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.26118678059646094, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.4931104759839406, - "Density": 1972.4802919236772, - "Volume": 0.0007569710491392401, - "SurfaceArea": 0.1014054048892012, - "CenterOfMassX": 0.024999320741009343, - "CenterOfMassY": -3.0261663961556905E-07, - "CenterOfMassZ": -0.0008909194270234675 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.20118678059646078, - "MinZ": -0.07951020919761319, - "MaxX": 0.3958280312764869, - "MaxY": 0.26118678059646094, - "MaxZ": 0.15248979080238706 - }, - "Material": { - "512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "57HS112-1": "", - "57HS112-1 Material Database": "", - "512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": { - "Weight": "3784.37" - }, - "Hopper-Feed": { - "Weight": "5277.48" - }, - "Global": { - "Definition": "Real Corsair LL120", - "Part Number": "Real Corsair LL120", - "Nomenclature": "Real Corsair LL120 v3", - "Catalog": "1", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 5.277476199696482, - "Density": 3473.0343519670455, - "Volume": 0.001519557731039269, - "SurfaceArea": 0.6614885607020928, - "CenterOfMassX": 0.0067958967558192935, - "CenterOfMassY": -1.88537601109522E-07, - "CenterOfMassZ": -0.17577574980851018 - }, - "Box": { - "MinX": 0.27332803127648697, - "MinY": 0.14118678059646073, - "MinZ": -0.15899889537481068, - "MaxX": 0.43332803127648867, - "MaxY": 0.7666867805964612, - "MaxZ": 0.1524897908023871 - }, - "Material": { - "520_HopperMedium-1": "AISI 304", - "520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", - "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", - "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", - "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "512_HopperStepperMount-1/57HS112-1": "", - "512_HopperStepperMount-1/57HS112-1 Material Database": "", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-DualFeed-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\COMPONENTS\\450_HOPPER-MEDIUM\\500_HopperMedium-DualFeed.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 - }, - "Mass": { - "Mass": 0.09976353783388872, - "Density": 1000.0, - "Volume": 9.976353783388873E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.0001855385143597284, - "CenterOfMassY": 0.0002959601519995152, - "CenterOfMassZ": 0.14504510666018555 - }, - "Box": { - "MinX": 0.4128280312764869, - "MinY": 0.12018678059646018, - "MinZ": -0.07839993665495416, - "MaxX": 0.702828031276487, - "MaxY": 0.22218678059646038, - "MaxZ": 0.039070117182971084 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 38.0, - "D2@Sketch1": 38.0 - }, - "Mass": { - "Mass": 0.007895857338143053, - "Density": 1000.0, - "Volume": 7.895857338143053E-06, - "SurfaceArea": 0.01655740616906358, - "CenterOfMassX": 0.0009949337393458846, - "CenterOfMassY": 9.48424332383864E-17, - "CenterOfMassZ": 1.8920471314668662E-17 - }, - "Box": { - "MinX": 0.41282803127648704, - "MinY": 0.12133678059646029, - "MinZ": -0.07676262995905948, - "MaxX": 0.42682803127648705, - "MaxY": 0.2210367805964603, - "MaxZ": 0.03774221156383488 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 38.0, - "D2@Sketch1": 38.0 - }, - "Mass": { - "Mass": 0.007895857338143053, - "Density": 1000.0, - "Volume": 7.895857338143053E-06, - "SurfaceArea": 0.01655740616906358, - "CenterOfMassX": 0.0009949337393458846, - "CenterOfMassY": 9.48424332383864E-17, - "CenterOfMassZ": 1.8920471314668662E-17 - }, - "Box": { - "MinX": 0.6888280312764871, - "MinY": 0.1213367805964602, - "MinZ": -0.07676262995905953, - "MaxX": 0.7028280312764871, - "MaxY": 0.22103678059646037, - "MaxZ": 0.03774221156383494 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 - }, - "Mass": { - "Mass": 0.09976353783388872, - "Density": 1000.0, - "Volume": 9.976353783388873E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.0001855385143597284, - "CenterOfMassY": 0.0002959601519995152, - "CenterOfMassZ": 0.14504510666018555 - }, - "Box": { - "MinX": 0.4128280312764869, - "MinY": 0.12018678059646015, - "MinZ": -0.07809053557819579, - "MaxX": 0.702828031276487, - "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259729455 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "40D-360": {} - }, - "Equations": { - "Diameter": 100.0 - }, - "Mass": { - "Mass": 0.2153187903440637, - "Density": 1000.0, - "Volume": 0.0002153187903440637, - "SurfaceArea": 0.4373444925141008, - "CenterOfMassX": -0.3520417569756664, - "CenterOfMassY": 0.1043347246058736, - "CenterOfMassZ": -0.11708122965544293 - }, - "Box": { - "MinX": 0.4128280312764869, - "MinY": 0.12018678059646015, - "MinZ": -0.07839993665495418, - "MaxX": 0.702828031276487, - "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259729435 - }, - "Material": { - "362_ShieldSeg_x2_1mm_INOX-1": "", - "362_ShieldSeg_x2_1mm_INOX-1 Material Database": "", - "361_Shield_x2_1mm_INOX-2": "", - "361_Shield_x2_1mm_INOX-2 Material Database": "", - "361_Shield_x2_1mm_INOX-3": "", - "361_Shield_x2_1mm_INOX-3 Material Database": "", - "362_ShieldSeg_x2_1mm_INOX-5": "", - "362_ShieldSeg_x2_1mm_INOX-5 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500156, - "Density": 1000.0, - "Volume": 4.982603057500156E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.5998744975629193E-16, - "CenterOfMassY": -0.004, - "CenterOfMassZ": 1.4609209897845482E-17 - }, - "Box": { - "MinX": 0.7817603288423323, - "MinY": 0.1211867805964591, - "MinZ": -0.06951020919761246, - "MaxX": 0.7897603288423323, - "MaxY": 0.22118678059645913, - "MaxZ": 0.030489790802387586 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500153, - "Density": 1000.0, - "Volume": 4.9826030575001536E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.588917590139536E-16, - "CenterOfMassY": 0.42400000000000004, - "CenterOfMassZ": 1.427718240016718E-17 - }, - "Box": { - "MinX": 0.7817603288423323, - "MinY": 0.1211867805964591, - "MinZ": -0.06951020919761246, - "MaxX": 0.7897603288423323, - "MaxY": 0.22118678059645913, - "MaxZ": 0.030489790802387586 - }, - "Material": { - "78-24-Blank-1": "", - "78-24-Blank-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.4078280312764871, - "MinY": 0.13546427873952097, - "MinZ": -0.04751020919761231, - "MaxX": 0.46782803127648714, - "MaxY": 0.2071867805964603, - "MaxZ": 0.00848979080238774 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "DualFeed-Nema23-30d": {} - }, - "Equations": {}, - "Mass": { - "Mass": 7.401237721390235, - "Density": 2396.193545073439, - "Volume": 0.0030887478753989384, - "SurfaceArea": 1.4654099054546594, - "CenterOfMassX": -0.004903588921308233, - "CenterOfMassY": 0.07211363797755552, - "CenterOfMassZ": -0.12545531519488512 - }, - "Box": { - "MinX": 0.14868517413362992, - "MinY": 0.11452071904332689, - "MinZ": -0.15899889537481096, - "MaxX": 0.7897603288423323, - "MaxY": 0.7666867805964614, - "MaxZ": 0.15248979080238736 - }, - "Material": { - "Heat_band-2": "", - "Heat_band-2 Material Database": "", - "Heat_band-3": "", - "Heat_band-3 Material Database": "", - "thrust ball bearing3_68_am-1": "", - "thrust ball bearing3_68_am-1 Material Database": "", - "Barrel-25d-40-405-1": "", - "Barrel-25d-40-405-1 Material Database": "", - "RD-Screw-25-1": "", - "RD-Screw-25-1 Material Database": "", - "socket head cap screw_am-2": "", - "socket head cap screw_am-2 Material Database": "", - "Nozzle-25D-RD-1": "", - "Nozzle-25D-RD-1 Material Database": "", - "socket head cap screw_am-3": "", - "socket head cap screw_am-3 Material Database": "", - "BearingHousing-RD-25d-40-1": "", - "BearingHousing-RD-25d-40-1 Material Database": "", - "Motor Flange-1": "Plain Carbon Steel", - "Motor Flange-1 Material Database": "SOLIDWORKS Materials", - "BarrelFlange-RD-25d-40-1": "", - "BarrelFlange-RD-25d-40-1 Material Database": "", - "thrust ball bearing3_68_am-2": "", - "thrust ball bearing3_68_am-2 Material Database": "", - "Heat_band-1": "", - "Heat_band-1 Material Database": "", - "500_HopperMedium-SingleFeed-1/520_HopperMedium-1": "AISI 304", - "500_HopperMedium-SingleFeed-1/520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1": "", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1 Material Database": "", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", - "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1": "", - "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1 Material Database": "", - "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2": "", - "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2 Material Database": "", - "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3": "", - "360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3 Material Database": "", - "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5": "", - "360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", - "FlangeAssembly-100-M30-1/78-24-Blank-1": "", - "FlangeAssembly-100-M30-1/78-24-Blank-1 Material Database": "", - "Heat_band-4": "", - "Heat_band-4 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": null, - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.5578280312764871, - "MinY": 0.1354642787395209, - "MinZ": -0.04751020919761231, - "MaxX": 0.6178280312764871, - "MaxY": 0.20718678059646026, - "MaxZ": 0.008489790802387744 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": null, - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.4828280312764871, - "MinY": 0.13546427873952097, - "MinZ": -0.04751020919761231, - "MaxX": 0.5428280312764872, - "MaxY": 0.2071867805964603, - "MaxZ": 0.008489790802387744 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-1", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bearings\\ball bearings\\thrust ball bearing3_68_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "PreviewCfg": {}, - "AFBMA 24.1.6 - 25TA13 - 10,SI,NC,10_68": {} - }, - "Equations": { - "BallCLRad@Clipboard": 19.25, - "BallCLRad@BalSimSke": 19.25, - "BallCLRad@BalDetSke": 19.25, - "BallCLRad@InnRacSke": 19.25, - "Ball_diameter@InnRacSke": 9.129999999999999, - "Ball_diameter@BalSimSke": 9.18, - "Max_count@Clipboard": 2.0, - "Count@BallsDetailed": 2.0, - "Angle@BallsDetailed": 180.0, - "Angle@CageSpine": 0.001, - "Thickness@CagSpiSke": 2.295, - "OD@CagSpiSke": 49.84, - "ID@CagSpiSke": 27.16 - }, - "Mass": { - "Mass": 0.02446792718875679, - "Density": 999.9999999999999, - "Volume": 2.446792718875679E-05, - "SurfaceArea": 0.009628248022285587, - "CenterOfMassX": -9.115498275787413E-06, - "CenterOfMassY": 5.732755986365985E-20, - "CenterOfMassZ": -1.9097959020237426E-18 - }, - "Box": { - "MinX": 0.24168517413362994, - "MinY": 0.13618756489597422, - "MinZ": -0.05450942489809836, - "MaxX": 0.25968517413362996, - "MaxY": 0.20618599629694634, - "MaxZ": 0.015489006502873725 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.33598155332897933, - "Density": 1000.0, - "Volume": 0.0003359815533289793, - "SurfaceArea": 0.0938247865968353, - "CenterOfMassX": -5.192320514591375E-18, - "CenterOfMassY": 0.18936060420872308, - "CenterOfMassZ": -2.4410553770589605E-18 - }, - "Box": { - "MinX": 0.2836851741336299, - "MinY": 0.13918678059646025, - "MinZ": -0.05151020919761233, - "MaxX": 0.7078280312764871, - "MaxY": 0.2031867805964603, - "MaxZ": 0.012489790802387712 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/RD-Screw-25-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.27013002103350514, - "Density": 1000.0000000000001, - "Volume": 0.0002701300210335051, - "SurfaceArea": 0.04469383254337783, - "CenterOfMassX": -1.7794808430685074E-19, - "CenterOfMassY": 0.13749086967074003, - "CenterOfMassZ": 4.1316972974928486E-19 - }, - "Box": { - "MinX": 0.14868517413362992, - "MinY": 0.15868678059646027, - "MinZ": -0.03201020919761233, - "MaxX": 0.7026851741336299, - "MaxY": 0.1836867805964603, - "MaxZ": -0.007010209197612291 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/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": { - "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": 0.023156168115578996, - "CenterOfMassY": 1.7568938885187888E-19, - "CenterOfMassZ": 6.195854511106154E-19 - }, - "Box": { - "MinX": 0.38032803127651577, - "MinY": 0.19668678059646064, - "MinZ": 0.023989790802374976, - "MaxX": 0.393328031276516, - "MaxY": 0.2746867805964607, - "MaxZ": 0.03698979080237506 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Nozzle-25D-RD-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Nozzle-25D-RD.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.028197669722034063, - "Density": 1000.0, - "Volume": 2.8197669722034064E-05, - "SurfaceArea": 0.0064375007916885356, - "CenterOfMassX": 3.560081090690043E-19, - "CenterOfMassY": 0.024036518404711802, - "CenterOfMassZ": 1.3468395146904832E-18 - }, - "Box": { - "MinX": 0.6908280312764871, - "MinY": 0.15386627252077145, - "MinZ": -0.0345102091976123, - "MaxX": 0.7428280312764871, - "MaxY": 0.18850728867214905, - "MaxZ": -0.004510209197612277 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-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": 0.006915167345203424, - "Density": 1000.0, - "Volume": 6.915167345203424E-06, - "SurfaceArea": 0.002844483524334328, - "CenterOfMassX": 0.023156168115578996, - "CenterOfMassY": 1.7568938885187888E-19, - "CenterOfMassZ": 6.195854511106154E-19 - }, - "Box": { - "MinX": 0.3133280312764872, - "MinY": 0.19668678059646094, - "MinZ": 0.02398979080238752, - "MaxX": 0.3263280312764873, - "MaxY": 0.27468678059646096, - "MaxZ": 0.03698979080238759 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.14495936822194025, - "Density": 1000.0, - "Volume": 0.00014495936822194025, - "SurfaceArea": 0.035148138608362633, - "CenterOfMassX": -0.03224582460311325, - "CenterOfMassY": -0.06272860627926861, - "CenterOfMassZ": 0.017966429716960695 - }, - "Box": { - "MinX": 0.2246851741336299, - "MinY": 0.12118678059646024, - "MinZ": -0.06951020919761235, - "MaxX": 0.2766851741336299, - "MaxY": 0.22118678059646033, - "MaxZ": 0.030489790802387715 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Motor Flange-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Motor Flange.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.6361259916479186, - "Density": 7800.0, - "Volume": 8.155461431383572E-05, - "SurfaceArea": 0.02521831821260213, - "CenterOfMassX": -8.114126902690255E-20, - "CenterOfMassY": -6.0450245425042394E-18, - "CenterOfMassZ": 0.0063564186560368325 - }, - "Box": { - "MinX": 0.21468517413362992, - "MinY": 0.11618678059646026, - "MinZ": -0.07451020919761234, - "MaxX": 0.22668517413362993, - "MaxY": 0.2261867805964603, - "MaxZ": 0.0354897908023877 - }, - "Material": { - "Material": "Plain Carbon Steel", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BarrelFlange-RD-25d-40.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07691341382298011, - "Density": 1000.0, - "Volume": 7.691341382298012E-05, - "SurfaceArea": 0.025893006650887153, - "CenterOfMassX": -2.0089777679161997E-16, - "CenterOfMassY": 6.05059364148637E-17, - "CenterOfMassZ": 0.008012319104005827 - }, - "Box": { - "MinX": 0.2766851741336299, - "MinY": 0.11452071904332697, - "MinZ": -0.07617627075074562, - "MaxX": 0.29368517413362993, - "MaxY": 0.2278528421495936, - "MaxZ": 0.03715585235552099 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2", - "Children": null, - "Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bearings\\ball bearings\\thrust ball bearing3_68_am.sldprt", - "Parent": null, - "Properties": { - "Default": {}, - "PreviewCfg": {}, - "AFBMA 24.1.6 - 25TA13 - 10,SI,NC,10_68": {} - }, - "Equations": { - "BallCLRad@Clipboard": 19.25, - "BallCLRad@BalSimSke": 19.25, - "BallCLRad@BalDetSke": 19.25, - "BallCLRad@InnRacSke": 19.25, - "Ball_diameter@InnRacSke": 9.129999999999999, - "Ball_diameter@BalSimSke": 9.18, - "Max_count@Clipboard": 2.0, - "Count@BallsDetailed": 2.0, - "Angle@BallsDetailed": 180.0, - "Angle@CageSpine": 0.001, - "Thickness@CagSpiSke": 2.295, - "OD@CagSpiSke": 49.84, - "ID@CagSpiSke": 27.16 - }, - "Mass": { - "Mass": 0.02446792718875679, - "Density": 999.9999999999999, - "Volume": 2.446792718875679E-05, - "SurfaceArea": 0.009628248022285587, - "CenterOfMassX": -9.115498275787413E-06, - "CenterOfMassY": 5.732755986365985E-20, - "CenterOfMassZ": -1.9097959020237426E-18 - }, - "Box": { - "MinX": 0.2596851741336299, - "MinY": 0.13458488225599574, - "MinZ": -0.05611210753807684, - "MaxX": 0.2776851741336299, - "MaxY": 0.20778867893692482, - "MaxZ": 0.01709168914285221 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/NozzleRotary25-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\700_NozzleRotary\\NozzleRotary25.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": null, - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.6328280312764871, - "MinY": 0.1354642787395209, - "MinZ": -0.04751020919761231, - "MaxX": 0.6928280312764872, - "MaxY": 0.20718678059646026, - "MaxZ": 0.008489790802387747 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/SJ-25-Ex-80-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\SJ-25-Ex-80.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - }, - "56-D": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 2.6194271820640753, - "Density": 8000.0, - "Volume": 0.0003274283977580094, - "SurfaceArea": 0.4304774674940166, - "CenterOfMassX": -0.00034971743011873895, - "CenterOfMassY": 0.22164168999876363, - "CenterOfMassZ": -5.523508289464409E-07 - }, - "Box": { - "MinX": 0.2733280312764873, - "MinY": 0.2651867805964607, - "MinZ": -0.0995102091976134, - "MaxX": 0.43332803127648833, - "MaxY": 0.6686867805964611, - "MaxZ": 0.06048979080238705 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761316, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.040489790802386835 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795555, - "Density": 8000.0, - "Volume": 4.292780803494444E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.487450220832631E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761317, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.04048979080238685 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015770243134720544, - "Density": 1000.0, - "Volume": 1.5770243134720544E-05, - "SurfaceArea": 0.01720781732844841, - "CenterOfMassX": -0.006409230032655696, - "CenterOfMassY": -8.318466998995816E-17, - "CenterOfMassZ": 0.0009999999999999948 - }, - "Box": { - "MinX": 0.32682803127648674, - "MinY": 0.26318678059646083, - "MinZ": -0.1589988953748106, - "MaxX": 0.3798280312764868, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802386936 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.016872287484116805, - "Density": 1000.0000000000001, - "Volume": 1.6872287484116804E-05, - "SurfaceArea": 0.0180495027828003, - "CenterOfMassX": -1.5629608886045125E-17, - "CenterOfMassY": 0.03249999999999991, - "CenterOfMassZ": 0.0009999999999999905 - }, - "Box": { - "MinX": 0.31082803127648684, - "MinY": 0.2611867805964605, - "MinZ": -0.07951020919761313, - "MaxX": 0.3958280312764868, - "MaxY": 0.26318678059646106, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648684, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761308, - "MaxX": 0.39582803127648697, - "MaxY": 0.2651867805964609, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.487450220832631E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3758280312764868, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761309, - "MaxX": 0.395828031276487, - "MaxY": 0.2651867805964609, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.10132702347474845, - "Density": 2457.7179783078795, - "Volume": 4.122809222582623E-05, - "SurfaceArea": 0.0450687696046337, - "CenterOfMassX": 0.34722010889907945, - "CenterOfMassY": 0.3527572861230664, - "CenterOfMassZ": -0.048195371399738784 - }, - "Box": { - "MinX": 0.31082803127648684, - "MinY": 0.2611867805964605, - "MinZ": -0.15899889537481063, - "MaxX": 0.395828031276487, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802386936 - }, - "Material": { - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "521_HopperSlide_x1_2mm_INOX-1": "", - "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "523_HopperSlideBottom_x1_2mm_INOX-1": "", - "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.14118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.3958280312764868, - "MaxY": 0.17118678059646092, - "MaxZ": 0.040489790802387 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.1711867805964608, - "MinZ": -0.07951020919761317, - "MaxX": 0.3958280312764868, - "MaxY": 0.20122678059646093, - "MaxZ": 0.04048979080238698 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0636115181737238, - "Density": 2700.0000000000005, - "Volume": 0.00039393019191619395, - "SurfaceArea": 0.0845369187142413, - "CenterOfMassX": 1.046959454018074E-10, - "CenterOfMassY": -0.0006800258133692392, - "CenterOfMassZ": 1.1486514206509053E-17 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.14118678059646078, - "MinZ": -0.07951020919761319, - "MaxX": 0.3958280312764868, - "MaxY": 0.20122678059646093, - "MaxZ": 0.040489790802387 - }, - "Material": { - "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990207E-06, - "CenterOfMassY": -3.4840413739455937E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.20118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.23118678059646092, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3239478568776516, - "Density": 999.9999999999999, - "Volume": 0.0003239478568776516, - "SurfaceArea": 0.03112017488164562, - "CenterOfMassX": -1.3856915489169233E-06, - "CenterOfMassY": 0.05673145596285877, - "CenterOfMassZ": 1.2831348257855573E-11 - }, - "Box": { - "MinX": 0.3248280312764865, - "MinY": 0.2026867805964608, - "MinZ": 0.019489790802386928, - "MaxX": 0.3818280312764868, - "MaxY": 0.2596867805964609, - "MaxZ": 0.152489790802387 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990207E-06, - "CenterOfMassY": -3.4840413739455937E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.2305297842952989, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.26118678059646094, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.4931104759839413, - "Density": 1972.4802919236777, - "Volume": 0.0007569710491392404, - "SurfaceArea": 0.1014054048892012, - "CenterOfMassX": 0.02499932074100933, - "CenterOfMassY": -3.026166396156635E-07, - "CenterOfMassZ": -0.0008909194270234683 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.20118678059646078, - "MinZ": -0.07951020919761319, - "MaxX": 0.3958280312764869, - "MaxY": 0.26118678059646094, - "MaxZ": 0.15248979080238706 - }, - "Material": { - "512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "57HS112-1": "", - "57HS112-1 Material Database": "", - "512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", - "Parent": null, - "Properties": { - "Default": { - "Weight": "3784.37" - }, - "Hopper-Feed": { - "Weight": "5277.48" - }, - "Global": { - "Definition": "Real Corsair LL120", - "Part Number": "Real Corsair LL120", - "Nomenclature": "Real Corsair LL120 v3", - "Catalog": "1", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 5.277476199696482, - "Density": 3473.0343519670455, - "Volume": 0.001519557731039269, - "SurfaceArea": 0.6614885607020928, - "CenterOfMassX": 0.006795896755819294, - "CenterOfMassY": -1.8853760110955553E-07, - "CenterOfMassZ": -0.1757757498085102 - }, - "Box": { - "MinX": 0.27332803127648697, - "MinY": 0.14118678059646073, - "MinZ": -0.15899889537481068, - "MaxX": 0.43332803127648867, - "MaxY": 0.7666867805964612, - "MaxZ": 0.1524897908023871 - }, - "Material": { - "520_HopperMedium-1": "AISI 304", - "520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", - "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", - "511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", - "511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "512_HopperStepperMount-1/57HS112-1": "", - "512_HopperStepperMount-1/57HS112-1 Material Database": "", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", - "Parent": null, - "Properties": { - "Default": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - }, - "56-D": { - "Weight": "2619.43", - "Surface": "430477.47", - "Total Bounding Box Length": "401.5", - "Total Bounding Box Width": "160", - "Total Bounding Box Thickness": "160", - "Total Bounding Box Volume": "10278400", - "Material": "AISI 304", - "Based On": "520_HopperMedium", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 2.6194271820640753, - "Density": 8000.0, - "Volume": 0.0003274283977580094, - "SurfaceArea": 0.4304774674940166, - "CenterOfMassX": -0.00034971743011873895, - "CenterOfMassY": 0.22164168999876363, - "CenterOfMassZ": -5.523508289464409E-07 - }, - "Box": { - "MinX": 0.2733280312764873, - "MinY": 0.2651867805964607, - "MinZ": -0.0995102091976134, - "MaxX": 0.43332803127648833, - "MaxY": 0.6686867805964611, - "MaxZ": 0.06048979080238705 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761316, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.040489790802386835 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795555, - "Density": 8000.0, - "Volume": 4.292780803494444E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.969177946063604E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761317, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.04048979080238685 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015770243134720544, - "Density": 1000.0, - "Volume": 1.5770243134720544E-05, - "SurfaceArea": 0.01720781732844841, - "CenterOfMassX": -0.006409230032655696, - "CenterOfMassY": -8.318466998995816E-17, - "CenterOfMassZ": 0.0009999999999999948 - }, - "Box": { - "MinX": 0.32682803127648674, - "MinY": 0.26318678059646083, - "MinZ": -0.1589988953748106, - "MaxX": 0.3798280312764868, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802386936 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.016872287484116805, - "Density": 1000.0000000000001, - "Volume": 1.6872287484116804E-05, - "SurfaceArea": 0.0180495027828003, - "CenterOfMassX": -1.5629608886045125E-17, - "CenterOfMassY": 0.03249999999999991, - "CenterOfMassZ": 0.0009999999999999905 - }, - "Box": { - "MinX": 0.31082803127648684, - "MinY": 0.2611867805964605, - "MinZ": -0.07951020919761313, - "MaxX": 0.3958280312764868, - "MaxY": 0.26318678059646106, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648684, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761308, - "MaxX": 0.39582803127648697, - "MaxY": 0.2651867805964609, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.005722495601658E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3758280312764868, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761309, - "MaxX": 0.395828031276487, - "MaxY": 0.2651867805964609, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.10132702347474845, - "Density": 2457.71797830788, - "Volume": 4.1228092225826225E-05, - "SurfaceArea": 0.0450687696046337, - "CenterOfMassX": 0.34722010889907956, - "CenterOfMassY": 0.3527572861230664, - "CenterOfMassZ": -0.04819537139973879 - }, - "Box": { - "MinX": 0.31082803127648684, - "MinY": 0.2611867805964605, - "MinZ": -0.15899889537481063, - "MaxX": 0.395828031276487, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802386936 - }, - "Material": { - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "521_HopperSlide_x1_2mm_INOX-1": "", - "521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "523_HopperSlideBottom_x1_2mm_INOX-1": "", - "523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761316, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.040489790802386835 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795555, - "Density": 8000.0, - "Volume": 4.292780803494444E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.294759130740242E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761317, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.04048979080238685 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.3108280312764868, - "MinY": 0.2631867805964609, - "MinZ": -0.07951020919761316, - "MaxX": 0.3308280312764869, - "MaxY": 0.265186780596461, - "MaxZ": 0.040489790802386835 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.015770243134720544, - "Density": 1000.0, - "Volume": 1.5770243134720544E-05, - "SurfaceArea": 0.01720781732844841, - "CenterOfMassX": -0.006409230032655696, - "CenterOfMassY": -8.318466998995816E-17, - "CenterOfMassZ": 0.0009999999999999948 - }, - "Box": { - "MinX": 0.32682803127648674, - "MinY": 0.26318678059646083, - "MinZ": -0.1589988953748106, - "MaxX": 0.3798280312764868, - "MaxY": 0.26518678059646095, - "MaxZ": 0.044489790802386936 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.016872287484116805, - "Density": 1000.0000000000001, - "Volume": 1.6872287484116804E-05, - "SurfaceArea": 0.0180495027828003, - "CenterOfMassX": -1.5629608886045125E-17, - "CenterOfMassY": 0.03249999999999991, - "CenterOfMassZ": 0.0009999999999999905 - }, - "Box": { - "MinX": 0.31082803127648684, - "MinY": 0.2611867805964605, - "MinZ": -0.07951020919761313, - "MaxX": 0.3958280312764868, - "MaxY": 0.26318678059646106, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648684, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761308, - "MaxX": 0.39582803127648697, - "MaxY": 0.2651867805964609, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.03434224642795556, - "Density": 8000.0, - "Volume": 4.292780803494445E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 6.583795765878826E-18, - "CenterOfMassY": -0.0009999999999999725, - "CenterOfMassZ": -0.18000392981506216 - }, - "Box": { - "MinX": 0.3758280312764868, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761309, - "MaxX": 0.395828031276487, - "MaxY": 0.2651867805964609, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Part1^530_Hopperslide-120-85-1": "", - "Part1^530_Hopperslide-120-85-1 Material Database": "", - "524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1", - "Children": null, - "Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx3004\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.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": null, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": { - "Weight": "34.34", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2", - "IsLaser": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.034342246427955546, - "Density": 8000.0, - "Volume": 4.292780803494443E-06, - "SurfaceArea": 0.004905724746692494, - "CenterOfMassX": 5.8790929083990865E-18, - "CenterOfMassY": 0.0004167722347509079, - "CenterOfMassZ": 0.001 - }, - "Box": { - "MinX": 0.37582803127648684, - "MinY": 0.2631867805964608, - "MinZ": -0.07951020919761308, - "MaxX": 0.39582803127648697, - "MaxY": 0.2651867805964609, - "MaxZ": 0.04048979080238693 - }, - "Material": { - "Material": "AISI 304", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.14118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.3958280312764868, - "MaxY": 0.17118678059646092, - "MaxZ": 0.040489790802387 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.1711867805964608, - "MinZ": -0.07951020919761317, - "MaxX": 0.3958280312764868, - "MaxY": 0.20122678059646093, - "MaxZ": 0.04048979080238698 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.0636115181737236, - "Density": 2700.0, - "Volume": 0.0003939301919161939, - "SurfaceArea": 0.0845369187142413, - "CenterOfMassX": 1.046959446962695E-10, - "CenterOfMassY": -0.0006800258133692392, - "CenterOfMassZ": 1.1276532684521777E-17 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.14118678059646078, - "MinZ": -0.07951020919761319, - "MaxX": 0.3958280312764868, - "MaxY": 0.20122678059646093, - "MaxZ": 0.040489790802387 - }, - "Material": { - "511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.14118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.3958280312764868, - "MaxY": 0.17118678059646092, - "MaxZ": 0.040489790802387 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "40-85-120": {}, - "36-85-120": {}, - "Lower": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5171731506095673, - "Density": 2700.0, - "Volume": 0.00019154561133687676, - "SurfaceArea": 0.041938723863630394, - "CenterOfMassX": 2.1531634965406437E-10, - "CenterOfMassY": -2.1338553116673527E-17, - "CenterOfMassZ": 0.015352472877498724 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.1711867805964608, - "MinZ": -0.07951020919761317, - "MaxX": 0.3958280312764868, - "MaxY": 0.20122678059646093, - "MaxZ": 0.04048979080238698 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990207E-06, - "CenterOfMassY": -3.4840413739455937E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.20118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.23118678059646092, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3239478568776516, - "Density": 999.9999999999999, - "Volume": 0.0003239478568776516, - "SurfaceArea": 0.03112017488164562, - "CenterOfMassX": -1.3856915489169233E-06, - "CenterOfMassY": 0.05673145596285877, - "CenterOfMassZ": 1.2831348257855573E-11 - }, - "Box": { - "MinX": 0.3248280312764865, - "MinY": 0.2026867805964608, - "MinZ": 0.019489790802386928, - "MaxX": 0.3818280312764868, - "MaxY": 0.2596867805964609, - "MaxZ": 0.152489790802387 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990207E-06, - "CenterOfMassY": -3.4840413739455937E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.2305297842952989, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.26118678059646094, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 1.4931104759839413, - "Density": 1972.480291923678, - "Volume": 0.0007569710491392403, - "SurfaceArea": 0.1014054048892012, - "CenterOfMassX": 0.024999320741009325, - "CenterOfMassY": -3.026166396151921E-07, - "CenterOfMassZ": -0.0008909194270234685 - }, - "Box": { - "MinX": 0.3108280312764865, - "MinY": 0.20118678059646078, - "MinZ": -0.07951020919761319, - "MaxX": 0.3958280312764869, - "MaxY": 0.26118678059646094, - "MaxZ": 0.15248979080238706 - }, - "Material": { - "512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "57HS112-1": "", - "57HS112-1 Material Database": "", - "512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990207E-06, - "CenterOfMassY": -3.4840413739455937E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.20118678059646078, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.23118678059646092, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\servos\\nema23\\57hs112\\57HS112.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.3239478568776516, - "Density": 999.9999999999999, - "Volume": 0.0003239478568776516, - "SurfaceArea": 0.03112017488164562, - "CenterOfMassX": -1.3856915489169233E-06, - "CenterOfMassY": 0.05673145596285877, - "CenterOfMassZ": 1.2831348257855573E-11 - }, - "Box": { - "MinX": 0.3248280312764865, - "MinY": 0.2026867805964608, - "MinZ": 0.019489790802386928, - "MaxX": 0.3818280312764868, - "MaxY": 0.2596867805964609, - "MaxZ": 0.152489790802387 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Bottom": {}, - "Top": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.5537179015286708, - "Density": 2700.0, - "Volume": 0.0002050807042698781, - "SurfaceArea": 0.03455291756742032, - "CenterOfMassX": 7.365942063990207E-06, - "CenterOfMassY": -3.4840413739455937E-10, - "CenterOfMassZ": 0.01548433947358179 - }, - "Box": { - "MinX": 0.31082803127648667, - "MinY": 0.2305297842952989, - "MinZ": -0.07951020919761316, - "MaxX": 0.39582803127648686, - "MaxY": 0.26118678059646094, - "MaxZ": 0.040489790802386946 - }, - "Material": { - "Material": "6061-O (SS)", - "Material Database": "SOLIDWORKS Materials" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Global-810_FlangeAssembly-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\flanges\\810_FlangeValve-140-65\\cad\\Global-810_FlangeAssembly.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/500_HopperMedium-DualFeed-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\COMPONENTS\\450_HOPPER-MEDIUM\\500_HopperMedium-DualFeed.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Nema-23-PX57-Feedscrew-30d-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\barrels\\Nema-23-PX57-Feedscrew-30d.SLDASM", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 - }, - "Mass": { - "Mass": 0.09976353783388872, - "Density": 1000.0, - "Volume": 9.976353783388873E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.0001855385143597284, - "CenterOfMassY": 0.0002959601519995152, - "CenterOfMassZ": 0.14504510666018555 - }, - "Box": { - "MinX": 0.4128280312764869, - "MinY": 0.12018678059646018, - "MinZ": -0.07839993665495416, - "MaxX": 0.702828031276487, - "MaxY": 0.22218678059646038, - "MaxZ": 0.039070117182971084 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 38.0, - "D2@Sketch1": 38.0 - }, - "Mass": { - "Mass": 0.007895857338143053, - "Density": 1000.0, - "Volume": 7.895857338143053E-06, - "SurfaceArea": 0.01655740616906358, - "CenterOfMassX": 0.0009949337393458846, - "CenterOfMassY": 9.48424332383864E-17, - "CenterOfMassZ": 1.8920471314668662E-17 - }, - "Box": { - "MinX": 0.41282803127648704, - "MinY": 0.12133678059646029, - "MinZ": -0.07676262995905948, - "MaxX": 0.42682803127648705, - "MaxY": 0.2210367805964603, - "MaxZ": 0.03774221156383488 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 38.0, - "D2@Sketch1": 38.0 - }, - "Mass": { - "Mass": 0.007895857338143053, - "Density": 1000.0, - "Volume": 7.895857338143053E-06, - "SurfaceArea": 0.01655740616906358, - "CenterOfMassX": 0.0009949337393458846, - "CenterOfMassY": 9.48424332383864E-17, - "CenterOfMassZ": 1.8920471314668662E-17 - }, - "Box": { - "MinX": 0.6888280312764871, - "MinY": 0.1213367805964602, - "MinZ": -0.07676262995905953, - "MaxX": 0.7028280312764871, - "MaxY": 0.22103678059646037, - "MaxZ": 0.03774221156383494 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 - }, - "Mass": { - "Mass": 0.09976353783388872, - "Density": 1000.0, - "Volume": 9.976353783388873E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.0001855385143597284, - "CenterOfMassY": 0.0002959601519995152, - "CenterOfMassZ": 0.14504510666018555 - }, - "Box": { - "MinX": 0.4128280312764869, - "MinY": 0.12018678059646015, - "MinZ": -0.07809053557819579, - "MaxX": 0.702828031276487, - "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259729455 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "40D-360": {} - }, - "Equations": { - "Diameter": 100.0 - }, - "Mass": { - "Mass": 0.2153187903440634, - "Density": 1000.0, - "Volume": 0.0002153187903440634, - "SurfaceArea": 0.4373444925141008, - "CenterOfMassX": -0.3520417569756664, - "CenterOfMassY": 0.10433472460587362, - "CenterOfMassZ": -0.11708122965544292 - }, - "Box": { - "MinX": 0.4128280312764869, - "MinY": 0.12018678059646015, - "MinZ": -0.07839993665495418, - "MaxX": 0.702828031276487, - "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259729435 - }, - "Material": { - "362_ShieldSeg_x2_1mm_INOX-1": "", - "362_ShieldSeg_x2_1mm_INOX-1 Material Database": "", - "361_Shield_x2_1mm_INOX-2": "", - "361_Shield_x2_1mm_INOX-2 Material Database": "", - "361_Shield_x2_1mm_INOX-3": "", - "361_Shield_x2_1mm_INOX-3 Material Database": "", - "362_ShieldSeg_x2_1mm_INOX-5": "", - "362_ShieldSeg_x2_1mm_INOX-5 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 - }, - "Mass": { - "Mass": 0.09976353783388872, - "Density": 1000.0, - "Volume": 9.976353783388873E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.0001855385143597284, - "CenterOfMassY": 0.0002959601519995152, - "CenterOfMassZ": 0.14504510666018555 - }, - "Box": { - "MinX": 0.4128280312764869, - "MinY": 0.12018678059646018, - "MinZ": -0.07839993665495416, - "MaxX": 0.702828031276487, - "MaxY": 0.22218678059646038, - "MaxZ": 0.039070117182971084 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 38.0, - "D2@Sketch1": 38.0 - }, - "Mass": { - "Mass": 0.007895857338143053, - "Density": 1000.0, - "Volume": 7.895857338143053E-06, - "SurfaceArea": 0.01655740616906358, - "CenterOfMassX": 0.0009949337393458846, - "CenterOfMassY": 9.48424332383864E-17, - "CenterOfMassZ": 1.8920471314668662E-17 - }, - "Box": { - "MinX": 0.41282803127648704, - "MinY": 0.12133678059646029, - "MinZ": -0.07676262995905948, - "MaxX": 0.42682803127648705, - "MaxY": 0.2210367805964603, - "MaxZ": 0.03774221156383488 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {}, - "Katbot": {} - }, - "Equations": { - "DiameterInner": 99.7, - "D1@Sketch1": 99.7, - "BarrelDiameter": 38.0, - "D2@Sketch1": 38.0 - }, - "Mass": { - "Mass": 0.007895857338143053, - "Density": 1000.0, - "Volume": 7.895857338143053E-06, - "SurfaceArea": 0.01655740616906358, - "CenterOfMassX": 0.0009949337393458846, - "CenterOfMassY": 9.48424332383864E-17, - "CenterOfMassZ": 1.8920471314668662E-17 - }, - "Box": { - "MinX": 0.6888280312764871, - "MinY": 0.1213367805964602, - "MinZ": -0.07676262995905953, - "MaxX": 0.7028280312764871, - "MaxY": 0.22103678059646037, - "MaxZ": 0.03774221156383494 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT", - "Parent": null, - "Properties": { - "Default": {}, - "ELZ-Max": {}, - "Katbot-Pro": {}, - "Myriad": {}, - "L36": {}, - "PHv2": {} - }, - "Equations": { - "Diameter": 100.0, - "D1@Sketch1": 100.0, - "BarrelDiameter": 40.050000000000004, - "D1@Sketch26": 40.050000000000004, - "ShieldLength": 290.0, - "D1@Boss-Extrude1": 290.0, - "D2@Sketch11": 490.0, - "D1@Sketch44": 390.0, - "D1@LPattern1": 4.142857142857143, - "D3@LPattern2": 58.0 - }, - "Mass": { - "Mass": 0.09976353783388872, - "Density": 1000.0, - "Volume": 9.976353783388873E-05, - "SurfaceArea": 0.2021148400879868, - "CenterOfMassX": 0.0001855385143597284, - "CenterOfMassY": 0.0002959601519995152, - "CenterOfMassZ": 0.14504510666018555 - }, - "Box": { - "MinX": 0.4128280312764869, - "MinY": 0.12018678059646015, - "MinZ": -0.07809053557819579, - "MaxX": 0.702828031276487, - "MaxY": 0.22218678059646035, - "MaxZ": 0.039379518259729455 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1", - "Children": [ - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500156, - "Density": 1000.0, - "Volume": 4.982603057500156E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.5998744975629193E-16, - "CenterOfMassY": -0.004, - "CenterOfMassZ": 1.4609209897845482E-17 - }, - "Box": { - "MinX": 0.7817603288423323, - "MinY": 0.1211867805964591, - "MinZ": -0.06951020919761246, - "MaxX": 0.7897603288423323, - "MaxY": 0.22118678059645913, - "MaxZ": 0.030489790802387586 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM", - "Parent": null, - "Properties": { - "Default": {}, - "Global": { - "Description": "" - } - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500156, - "Density": 1000.0, - "Volume": 4.982603057500156E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.591075768874444E-16, - "CenterOfMassY": 0.42400000000000004, - "CenterOfMassZ": 1.5198558706224475E-17 - }, - "Box": { - "MinX": 0.7817603288423323, - "MinY": 0.1211867805964591, - "MinZ": -0.06951020919761246, - "MaxX": 0.7897603288423323, - "MaxY": 0.22118678059645913, - "MaxZ": 0.030489790802387586 - }, - "Material": { - "78-24-Blank-1": "", - "78-24-Blank-1 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": null, - "Properties": { - "Default": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.04982603057500156, - "Density": 1000.0, - "Volume": 4.982603057500156E-05, - "SurfaceArea": 0.018034273027872468, - "CenterOfMassX": -1.5998744975629193E-16, - "CenterOfMassY": -0.004, - "CenterOfMassZ": 1.4609209897845482E-17 - }, - "Box": { - "MinX": 0.7817603288423323, - "MinY": 0.1211867805964591, - "MinZ": -0.06951020919761246, - "MaxX": 0.7897603288423323, - "MaxY": 0.22118678059645913, - "MaxZ": 0.030489790802387586 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-2", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "Extruder-25D-40-420-SM-1/Heat_band-4", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT", - "Parent": null, - "Properties": { - "V4_barrel": {}, - "V3-barrel": {} - }, - "Equations": {}, - "Mass": { - "Mass": 0.07713453476696593, - "Density": 1000.0, - "Volume": 7.713453476696592E-05, - "SurfaceArea": 0.023314900608263037, - "CenterOfMassX": -4.631702093426843E-05, - "CenterOfMassY": -0.0006754052178428955, - "CenterOfMassZ": -0.0004463403338299257 - }, - "Box": { - "MinX": 0.4078280312764871, - "MinY": 0.13546427873952097, - "MinZ": -0.04751020919761231, - "MaxX": 0.46782803127648714, - "MaxY": 0.2071867805964603, - "MaxZ": 0.00848979080238774 - }, - "Material": { - "Material": "", - "Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-34", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-27", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-24", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-26", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-30", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-28", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-28", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "socket head cap screw_din-31", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\socket head cap screw_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-20", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-24", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-23", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-25", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-26", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-19", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-21", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-22", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-17", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-27", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - }, - { - "Name": "plain washer small grade a_din-18", - "Children": null, - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\plain washer small grade a_din.sldprt", - "Parent": null, - "Properties": null, - "Equations": null, - "Mass": null, - "Box": null, - "Material": null, - "States": null, - "activeConfiguration": null - } - ], - "Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Global-Lydia-3.6.SLDASM", - "Parent": null, - "Properties": { - "Lydia-v3.6-Standard": { - "Total Bounding Box Length": "2644.45", - "Total Bounding Box Width": "710.5", - "Total Bounding Box Thickness": "330.5", - "Total Bounding Box Volume": "620971113.51", - "Weight": "36070.04", - "Cost - Total Cost": "0", - "IsLaser": "1", - "test-custom": "12" - }, - "Lydia-v3.6-LMix-Ex": { - "Total Bounding Box Length": "2644.45", - "Total Bounding Box Width": "710.5", - "Total Bounding Box Thickness": "330.5", - "Total Bounding Box Volume": "620971113.51", - "Weight": "45910.28", - "Cost - Total Cost": "N/A", - "IsLaser": "1", - "test-custom": "12" - }, - "Lydia-v3.6-Mould-130": { - "Total Bounding Box Length": "2644.45", - "Total Bounding Box Width": "710.5", - "Total Bounding Box Thickness": "330.5", - "Total Bounding Box Volume": "620971113.51", - "Weight": "38115.57", - "Cost - Total Cost": "N/A", - "IsLaser": "1", - "test-custom": "12" - }, - "Lydia-Lucy-Mini-30": { - "Total Bounding Box Length": "2644.45", - "Total Bounding Box Width": "710.5", - "Total Bounding Box Thickness": "330.5", - "Total Bounding Box Volume": "620971113.51", - "Weight": "36070.04", - "Cost - Total Cost": "N/A", - "IsLaser": "1", - "test-custom": "12" - }, - "All": { - "Total Bounding Box Length": "2644.45", - "Total Bounding Box Width": "710.5", - "Total Bounding Box Thickness": "330.5", - "Total Bounding Box Volume": "620971113.51", - "Weight": "42338.74", - "Cost - Total Cost": "N/A", - "IsLaser": "1", - "test-custom": "12", - "testx": "4" - }, - "Global": { - "IsLaser": "0", - "Configurations": "1", - "Catalog": "1" - } - }, - "Equations": {}, - "Mass": { - "Mass": 42.33873468294847, - "Density": 2104.977419505859, - "Volume": 0.020113628911462355, - "SurfaceArea": 4.8300875020174905, - "CenterOfMassX": 0.5013843079781595, - "CenterOfMassY": 0.15970217014024962, - "CenterOfMassZ": -0.030450240192276865 - }, - "Box": null, - "Material": { - "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1": "Plain Carbon Steel", - "300_Housing-1/306_BOTTOM_x1_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1": "", - "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1": "", - "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-8-50_Pad-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "300_Housing-1/C-AJPJG50-8-50-3/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-8-50_Pad-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "300_Housing-1/C-AJPJG50-8-50-5/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1": "", - "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1": "", - "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-8-50_Pad-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "300_Housing-1/C-AJPJG50-8-50-4/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "300_Housing-1/302_Corner_x4_4mm_FERRO-1": "Plain Carbon Steel", - "300_Housing-1/302_Corner_x4_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1": "", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button1.STEP-1 Material Database": "", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1": "", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button3.STEP-1 Material Database": "", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1": "", - "300_Housing-1/emergency_stop _button-1/emergency_stop _button.STEP-1/emergency_stop _button2.STEP-1 Material Database": "", - "300_Housing-1/E_Inkbird-1": "", - "300_Housing-1/E_Inkbird-1 Material Database": "", - "300_Housing-1/302_Corner_x4_4mm_FERRO-4": "Plain Carbon Steel", - "300_Housing-1/302_Corner_x4_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/302_Corner_x4_4mm_FERRO-3": "Plain Carbon Steel", - "300_Housing-1/302_Corner_x4_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1": "Plain Carbon Steel", - "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2": "Plain Carbon Steel", - "300_Housing-1/305_FRAMEL_x2_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/303_TOP_x1_10mm_FERRO-1": "Plain Carbon Steel", - "300_Housing-1/303_TOP_x1_10mm_FERRO-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/307_SIDE_x2_4mm_FERRO-3": "Plain Carbon Steel", - "300_Housing-1/307_SIDE_x2_4mm_FERRO-3 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/307_SIDE_x2_4mm_FERRO-4": "Plain Carbon Steel", - "300_Housing-1/307_SIDE_x2_4mm_FERRO-4 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/302_Corner_x4_4mm_FERRO-2": "Plain Carbon Steel", - "300_Housing-1/302_Corner_x4_4mm_FERRO-2 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/301_Front_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "300_Housing-1/301_Front_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/308_Extension_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "300_Housing-1/308_Extension_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/309_SIDE_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "300_Housing-1/309_SIDE_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/310_SIDE_x1_2mm_INOX-3": "AISI 1035 Steel (SS)", - "300_Housing-1/310_SIDE_x1_2mm_INOX-3 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-8-50_Pad-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "300_Housing-1/C-AJPJG50-8-50-1/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Shaft-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-8-50_Pad-1 Material Database": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1": "", - "300_Housing-1/C-AJPJG50-8-50-2/C-AJPJG50-Nut-Hex8-12-5.5-W-1 Material Database": "", - "300_Housing-1/304_BACK_x1_2mm_INOX-1": "AISI 1035 Steel (SS)", - "300_Housing-1/304_BACK_x1_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "300_Housing-1/3Pos-Switch-22mm-1": "", - "300_Housing-1/3Pos-Switch-22mm-1 Material Database": "", - "300_Housing-1/E_Inkbird-3": "", - "300_Housing-1/E_Inkbird-3 Material Database": "", - "300_Housing-1/IP55_switch_red-1": "", - "300_Housing-1/IP55_switch_red-1 Material Database": "", - "300_Housing-1/MCADID0002111_3D-simplified.stp-1": "", - "300_Housing-1/MCADID0002111_3D-simplified.stp-1 Material Database": "", - "KM-63_ 30_1.5-14-1": "", - "KM-63_ 30_1.5-14-1 Material Database": "", - "Global-130x130x90_Assembly-1/Slide-1": "", - "Global-130x130x90_Assembly-1/Slide-1 Material Database": "", - "Global-130x130x90_Assembly-1/Base-130x130-4": "", - "Global-130x130x90_Assembly-1/Base-130x130-4 Material Database": "", - "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1": "", - "Global-130x130x90_Assembly-1/Object-100^Global-130x130x90_Assembly-1 Material Database": "", - "Global-130x130x90_Assembly-1/SlideInner-1": "", - "Global-130x130x90_Assembly-1/SlideInner-1 Material Database": "", - "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2": "", - "Global-130x130x90_Assembly-1/402_SlideCover_x2_2mm_INOX-2 Material Database": "", - "Global-130x130x90_Assembly-1/Rod-16-100-1": "", - "Global-130x130x90_Assembly-1/Rod-16-100-1 Material Database": "", - "Global-130x130x90_Assembly-1/middle-30-2": "", - "Global-130x130x90_Assembly-1/middle-30-2 Material Database": "", - "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1": "", - "Global-130x130x90_Assembly-1/403_SlideKey_x1_2mm_INOX-1 Material Database": "", - "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1": "", - "Global-130x130x90_Assembly-1/Lydia-F100-ConnectorPlate-130x130-1 Material Database": "", - "Global-130x130x90_Assembly-1/middle-30-1": "", - "Global-130x130x90_Assembly-1/middle-30-1 Material Database": "", - "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2": "", - "Global-180x80x25_Assembly-1/402_SlideCover_x2_2mm_INOX-2 Material Database": "", - "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1": "", - "Global-180x80x25_Assembly-1/450_BeamMountPlate_x2_8mm_FERRO-1 Material Database": "", - "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1": "", - "Global-180x80x25_Assembly-1/403_SlideKey_x1_2mm_INOX-1 Material Database": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-2 Material Database": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-2 Material Database": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Sides_x2_16mm_FERRO-1 Material Database": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1": "", - "Global-180x80x25_Assembly-1/480_Mould-1500-50-15-1/101_Top_x2_8mm_FERRO-1 Material Database": "", - "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1": "", - "Global-180x80x25_Assembly-1/610_EDie-Seg-0-30-1 Material Database": "", - "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1": "", - "Global-180x80x25_Assembly-1/610_EDie-Seg-1-30-1 Material Database": "", - "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1": "", - "Global-180x80x25_Assembly-1/450_BeamAdapter_x1_10mm_FERRO-1 Material Database": "", - "Extruder-25D-40-420-SM-1/Heat_band-2": "", - "Extruder-25D-40-420-SM-1/Heat_band-2 Material Database": "", - "Extruder-25D-40-420-SM-1/Heat_band-3": "", - "Extruder-25D-40-420-SM-1/Heat_band-3 Material Database": "", - "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-1": "", - "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-1 Material Database": "", - "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1": "", - "Extruder-25D-40-420-SM-1/Barrel-25d-40-405-1 Material Database": "", - "Extruder-25D-40-420-SM-1/RD-Screw-25-1": "", - "Extruder-25D-40-420-SM-1/RD-Screw-25-1 Material Database": "", - "Extruder-25D-40-420-SM-1/socket head cap screw_am-2": "", - "Extruder-25D-40-420-SM-1/socket head cap screw_am-2 Material Database": "", - "Extruder-25D-40-420-SM-1/Nozzle-25D-RD-1": "", - "Extruder-25D-40-420-SM-1/Nozzle-25D-RD-1 Material Database": "", - "Extruder-25D-40-420-SM-1/socket head cap screw_am-3": "", - "Extruder-25D-40-420-SM-1/socket head cap screw_am-3 Material Database": "", - "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1": "", - "Extruder-25D-40-420-SM-1/BearingHousing-RD-25d-40-1 Material Database": "", - "Extruder-25D-40-420-SM-1/Motor Flange-1": "Plain Carbon Steel", - "Extruder-25D-40-420-SM-1/Motor Flange-1 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1": "", - "Extruder-25D-40-420-SM-1/BarrelFlange-RD-25d-40-1 Material Database": "", - "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2": "", - "Extruder-25D-40-420-SM-1/thrust ball bearing3_68_am-2 Material Database": "", - "Extruder-25D-40-420-SM-1/Heat_band-1": "", - "Extruder-25D-40-420-SM-1/Heat_band-1 Material Database": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1": "AISI 304", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/520_HopperMedium-1 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/Part1^530_Hopperslide-120-85-1 Material Database": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-1/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/521_HopperSlide_x1_2mm_INOX-1 Material Database": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/523_HopperSlideBottom_x1_2mm_INOX-1 Material Database": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/Part1^530_Hopperslide-120-85-1 Material Database": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1": "AISI 304", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/511_HopperSlide-1/530_Hopperslide-120-85-2/524_HopperSlideSide_x2_2mm_INOX-1 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1": "6061-O (SS)", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3": "6061-O (SS)", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/510_HopperMount-1/511_HopperMount-85-115-40d-30h-3 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1": "6061-O (SS)", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-1 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/57HS112-1 Material Database": "", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2": "6061-O (SS)", - "Extruder-25D-40-420-SM-1/500_HopperMedium-SingleFeed-1/512_HopperStepperMount-1/512_HopperStepperMount-85-115-40d-30h-2 Material Database": "SOLIDWORKS Materials", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-1 Material Database": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-2 Material Database": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/361_Shield_x2_1mm_INOX-3 Material Database": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5": "", - "Extruder-25D-40-420-SM-1/360_ExtrusionShield-1/362_ShieldSeg_x2_1mm_INOX-5 Material Database": "", - "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1": "", - "Extruder-25D-40-420-SM-1/FlangeAssembly-100-M30-1/78-24-Blank-1 Material Database": "", - "Extruder-25D-40-420-SM-1/Heat_band-4": "", - "Extruder-25D-40-420-SM-1/Heat_band-4 Material Database": "" - }, - "States": {}, - "activeConfiguration": null - }, - "Configurations": { - "Lydia-v3.6-Standard": { - "Total Bounding Box Length": "2644.45", - "Total Bounding Box Width": "710.5", - "Total Bounding Box Thickness": "330.5", - "Total Bounding Box Volume": "620971113.51", - "Weight": "36070.04", - "Cost - Total Cost": "0", - "IsLaser": "1", - "test-custom": "12" - }, - "Lydia-v3.6-LMix-Ex": { - "Total Bounding Box Length": "2644.45", - "Total Bounding Box Width": "710.5", - "Total Bounding Box Thickness": "330.5", - "Total Bounding Box Volume": "620971113.51", - "Weight": "45910.28", - "Cost - Total Cost": "N/A", - "IsLaser": "1", - "test-custom": "12" - }, - "Lydia-v3.6-Mould-130": { - "Total Bounding Box Length": "2644.45", - "Total Bounding Box Width": "710.5", - "Total Bounding Box Thickness": "330.5", - "Total Bounding Box Volume": "620971113.51", - "Weight": "38115.57", - "Cost - Total Cost": "N/A", - "IsLaser": "1", - "test-custom": "12" - }, - "Lydia-Lucy-Mini-30": { - "Total Bounding Box Length": "2644.45", - "Total Bounding Box Width": "710.5", - "Total Bounding Box Thickness": "330.5", - "Total Bounding Box Volume": "620971113.51", - "Weight": "36070.04", - "Cost - Total Cost": "N/A", - "IsLaser": "1", - "test-custom": "12" - }, - "All": { - "Total Bounding Box Length": "2644.45", - "Total Bounding Box Width": "710.5", - "Total Bounding Box Thickness": "330.5", - "Total Bounding Box Volume": "620971113.51", - "Weight": "42338.74", - "Cost - Total Cost": "N/A", - "IsLaser": "1", - "test-custom": "12", - "testx": "4" - }, - "Global": { - "IsLaser": "0", - "Configurations": "1", - "Catalog": "1" - } - } -} \ No newline at end of file diff --git a/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.x_t b/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.x_t index dbcf75f96..1a15414a2 100644 --- a/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.x_t +++ b/extrusion/lydia-v3.5/cad/Global-Lydia-3.6.x_t @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:e066e40cd6a0dae4adbf9b40f7c8f93b670e5cc81e6e2289f9c42dc54074e264 -size 8525563 +oid sha256:5f57cb721f7d6d5bb253b086ca2c0f98d153c06c9d97e4cebb0de04b0b6c0e6f +size 7830830 diff --git a/extrusion/lydia-v3.5/cad/components/350_Shields/cad-380/360_ExtrusionShield.SLDASM b/extrusion/lydia-v3.5/cad/components/350_Shields/cad-380/360_ExtrusionShield.SLDASM index 37adcdcb5..8fea9faf3 100644 --- a/extrusion/lydia-v3.5/cad/components/350_Shields/cad-380/360_ExtrusionShield.SLDASM +++ b/extrusion/lydia-v3.5/cad/components/350_Shields/cad-380/360_ExtrusionShield.SLDASM @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:91f9cdb9204b6d5590dc35c1a32ca40bd0b4493ee9ba2cce280f85e025383426 -size 195477 +oid sha256:b11425c2351a739999709ee1559bef3b7cc33c260567d148406bcb40dc15ceb6 +size 196345 diff --git a/extrusion/lydia-v3.5/cad/components/Extruder-25D-40-420-SM.SLDASM b/extrusion/lydia-v3.5/cad/components/Extruder-25D-40-420-SM.SLDASM index be4e20eb4..f18368346 100644 --- a/extrusion/lydia-v3.5/cad/components/Extruder-25D-40-420-SM.SLDASM +++ b/extrusion/lydia-v3.5/cad/components/Extruder-25D-40-420-SM.SLDASM @@ -1,3 +1,3 @@ version https://git-lfs.github.com/spec/v1 -oid sha256:89d2b09fe2146cbff9b412209f83914616bde72bf193410003b8528bf932ab52 -size 836741 +oid sha256:24d243f9af3695397232b6b1d9f0aa0db949443d9d896bedc1ecbd07d226b881 +size 947347 diff --git a/extrusion/lydia-v3.5/cad/global-lydia-3.6.html b/extrusion/lydia-v3.5/cad/global-lydia-3.6.html index e6ffdd979..cb16606bb 100644 --- a/extrusion/lydia-v3.5/cad/global-lydia-3.6.html +++ b/extrusion/lydia-v3.5/cad/global-lydia-3.6.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("global-lydia-3.6",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("global-lydia-3.6",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/extrusion/lydia-v3.5/cad/global-lydia-3.6.json b/extrusion/lydia-v3.5/cad/global-lydia-3.6.json index 71b03499c..6a888296e 100644 --- a/extrusion/lydia-v3.5/cad/global-lydia-3.6.json +++ b/extrusion/lydia-v3.5/cad/global-lydia-3.6.json @@ -5,78 +5,29 @@ "Total Bounding Box Width": "710.5", "Total Bounding Box Thickness": "330.5", "Total Bounding Box Volume": "620971113.51", - "Weight": "42338.74", - "Cost - Total Cost": "N/A", + "Weight": "36070.04", + "Cost - Total Cost": "0", "IsLaser": "1", - "test-custom": "12", - "testx": "4" + "test-custom": "12" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Rod-16-100.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Lydia-F100-ConnectorPlate-130x130.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\middle-30.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\SlideInner.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\403_SlideKey_x1_2mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\402_SlideCover_x2_2mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Slide.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Base-130x130.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Sides_x2_16mm_FERRO.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\101_Top_x2_8mm_FERRO.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\480_Mould-1500-50-15.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamAdapter_x1_10mm_FERRO.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\450_BeamMountPlate_x2_8mm_FERRO.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-1-30.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\610_EDie-Seg-0-30.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\100x150x50-M10-L36\\cad\\Global-180x80x25_Assembly.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BarrelFlange-RD-25d-40.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Nozzle-25D-RD.SLDPRT" }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\rd-screw-25\\RD-Screw-25.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BearingHousing-RD-25d-40.SLDPRT" + }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Motor Flange.SLDPRT" }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\barrel-25d-40-405\\Barrel-25d-40-405.SLDPRT" + }, { "File Path": "c:\\solidworks data (2)\\browser\\ansi metric\\bearings\\ball bearings\\thrust ball bearing3_68_am.sldprt" }, @@ -84,13 +35,31 @@ "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\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\Heat_band.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\bh\\BarrelFlange-RD-25d-40.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx23064\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", + "Weight": "34.34", + "IsLaser": "1", + "Surface": "4905.72", + "Material": "AISI 304", + "Based On": "524_HopperSlideSide_x2_2mm_INOX", + "Thickness": "2" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\520_HopperMedium.SLDPRT", @@ -105,6 +74,12 @@ "Based On": "520_HopperMedium", "Thickness": "2" }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperMount-85-115-40d-30h.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\510_HopperMount.SLDASM" + }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount-85-115-40d-30h.SLDPRT" }, @@ -114,43 +89,10 @@ { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\512_HopperStepperMount.SLDASM" }, - { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\530_Hopperslide-120-85\\Part1^530_Hopperslide-120-85.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\524_HopperSlideSide_x2_2mm_INOX.SLDPRT", - "Weight": "34.34", - "IsLaser": "1", - "Surface": "4905.72", - "Material": "AISI 304", - "Based On": "524_HopperSlideSide_x2_2mm_INOX", - "Thickness": "2" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\530_Hopperslide-120-85.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\521_HopperSlide_x1_2mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\523_HopperSlideBottom_x1_2mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\511_HopperSlide.SLDASM" - }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\450_Hopper-Medium\\500_HopperMedium-SingleFeed.SLDASM", "Weight": "5277.48" }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM" - }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\78-24-Blank.SLDPRT" }, @@ -158,40 +100,38 @@ "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\800_Flanges\\FlangeAssembly-100-M30.SLDASM" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\361_Shield_x2_1mm_INOX.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\AppData\\Local\\Temp\\swx16808\\VC~~\\Global-130x130x90_Assembly\\Object-100^Global-130x130x90_Assembly.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\362_ShieldSeg_x2_1mm_INOX.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\1100_Moulds\\130x130x90-M10-L36\\cad\\Global-130x130x90_Assembly.SLDASM" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\350_Shields\\cad-380\\360_ExtrusionShield.SLDASM" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\Extruder-25D-40-420-SM.SLDASM", + "testx": "2" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v3.5\\cad\\components\\KM-63_ 30_1.5-14.sldprt" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-Nut-Hex8-12-5.5-W.sldprt" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Pad.sldprt" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50_Shaft.sldprt" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\components\\misc\\level\\C-AJPJG50-8-50.SLDASM" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\307_SIDE_x2_4mm_FERRO.SLDPRT" @@ -205,6 +145,15 @@ { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\309_SIDE_x1_2mm_INOX.SLDPRT" }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\302_Corner_x4_4mm_FERRO.SLDPRT" + }, + { + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\IP55_switch_red.SLDPRT" + }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\components\\shared\\E_Inkbird.SLDPRT" }, @@ -215,16 +164,13 @@ "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\305_FRAMEL_x2_4mm_FERRO.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\lydia-v4.6-ex\\cad\\emergency_stop _button.SLDASM" - }, - { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\308_Extension_x1_2mm_INOX.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\303_TOP_x1_10mm_FERRO.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\304_BACK_x1_2mm_INOX.SLDPRT" }, { - "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\306_BOTTOM_x1_4mm_FERRO.SLDPRT" + "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\301_Front_x1_2mm_INOX.SLDPRT" }, { "File Path": "C:\\Users\\mc007\\Desktop\\osr\\products\\products\\extrusion\\components\\300_Housing\\300_Housing.SLDASM",