The white Cube 3 from 3D Systems is a desktop 3D printer capable of two-color printing in both ABS and PLA plastics, at resolutions as fine as 70 microns. Design models up to 6 x 6 x 6" in volume, and the Cube 3 will build them by melting plastic in thin sheets, depositing layer upon layer until they form a three-dimensional object.
Filament for the Cube 3 comes in redesigned smart cartridges that detect the type and quantity of material in the cartridge, which prompts the Cube to adjust printing settings accordingly. Cube 3 cartridges come in over 20 colors, which can be blended in several hundred combinations when using the dual-jet capability.
Design your model in virtually any CAD software, and convert it to an .stl file for compatibility with the Cubify software. After the Cubify software converts your design to .cube3 format, transfer it onto the included USB stick and insert directly into your Cube, or send it wirelessly via Wi-Fi from your desktop or smartphone.
The Cube 3 Printer is recommended for children 8+ and meets IEC Home Printer Certification 60953 (TUV). When printing with ABS, ensure adequate ventilation, as the oil-based plastic gives off fumes when melted.
The fully-assembled Cube 3 comes with two PLA cartridges, typically neon green and white, but colors may vary. Also included are 25 free designs and a USB stick to help you start printing right out of the box.
Although the Cubify software lets you orient, scale, and add supports to your 3D model, it is not a design tool.
The print modes determine how much plastic is used to make the part, how long it will take to print, and how strong it will be. Cube 3 can print in three different print modes: lines, diamonds and honeycomb.
- Lines mode is appropriate for building parts that do not require internal structural strength.
- Diamonds mode is geared for self-supporting parts that require minimal internal structural strength and lower requirement for flat top surfaces.
- Honeycomb works when you need both great internal structural strength and optimum flat top surfaces.
