poly-mech/content/en/retail/extrusion/lydia-v3.5/_index.md

keywords	rGallery	title	author	description	category	client	prices	built	debug
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 value description 1 top-left description 72 description 72 value description 2 inches description Windows Photo Editor 10.0.10011.16384 description 2023:05:22 14:57:59 value description 2244 2244 description 0210 description 2023:05:22 14:57:22 description 2023:05:22 14:57:22 description 00 description 00 description 0100 value description 1 sRGB value description 1980 1980 value description 1980 1980 value description uuid:faf5bdd5-ba3d-11da-ad31-d33d75182f1b uuid:faf5bdd5-ba3d-11da-ad31-d33d75182f1b value description Windows Photo Editor 10.0.10011.16384 Windows Photo Editor 10.0.10011.16384 value description 2023-05-22T14:57:22 2023-05-22T14:57:22 value description jpeg JPEG - 1980 1980	Extrusion v3.6 - Lydia	PlasticHub		Plastic_Extrusion_Machines	Universities and R&D services	1800 - 12002 Euro	2023	false

Product

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Extrusion v3.6 - Lydia

Price: 1854 Euro Euro

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Upgraded Precious Plastic v3 extruder, perfect for labs & small enterprises

Features

• Rigid, flexible and modular framework – enabling hacking and extensions
• Extrusion hopper can be easily detached or turned down for cleaning
• Stronger taper bearings extra thrust bearings
• Alumunium hopper mount for extra cooling, enabling longer barrel usage
• All important and critical parts are CNC machined
• Electronics and wiring according to standards

Specification

Name	Lydia
Version	3.5
Weight	35KG
Package Dimensions	80 x 80 x 300 cm
Screw Diameter	25mm
Barrel Diameter	40mm
Barrel Length	42cm
Voltage	220V
Speed / RPM at 50Hz	50
Gearbox	1 – 30
Motor Power	1 kW
Input Flake Size	Small - Medium
License	CERN Open Source Hardware License

Resources

• Download

• Firmware

• 3D Preview

• Source Code Repository

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Payment Terms

Industrial machines : 100% of the total cost of the machine(s) to be paid at the moment of the order.
Machines manufactured in-house

70% of the total cost of the machine(s) to be paid at the moment of the order. The 30% left + transport fees to be paid at reception of tracking number of the shipping (no machine leaves the workshop without full payment).