Snap-together polyhedron verticies

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Published on November 24, 2010
This thing was Featured on November 30, 2010

Description

update : a revised script and set which includes 4,5 and 6-fold vertices ( slash facets, not sure which to call these ) can be found at thingiverse.com/thing:4934 and thingiverse.com/thing:5028.

These two triangular pieces can be assembled into any polyhedron based on equilateral triangles. This includes tetrahedra, octahedra, icosahedra, and many others.

The structure of the pieces is such that they resemble both faces and vertices, so the octahedron is also cube-like, and the icosahedron also looks like a dodecahedron. ( a tetrahedron is self-dual, so that doesn't count ).

Instructions

Print out two each of Y1 and Y2, assemble into tetrahedron
Print out four each of Y1 and Y2, assemble into octahedron
Print out ten each of Y1 and Y2, assemble into icosahedron

A range of other shapes are possible. I believe the C60 buckyball is possible with these elements.
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Maybe I printed too many walls (2) or too much infill (30%), but I can snap them together only under hot water (PLA). They make a very nice connection though. Inseparable (when cold) and frictionless.

No, that's correct. These were designed for the elasticity of ABS and don't really work correctly with PLA.

There is a self intersection where the male connector meets the body. OpenSCAD will not import this file. Can you please either fix this problem of upload the .scad source so I can.

Is this something that can be fixed in Meshlab? I am not sure I can find the original file -- I don't have time to track it down right now, maybe later today. Sorry about the importing problems.

my younger son took one, so I had to make another. :)

I made a nice structure using these parts, I only used Y1.stl and Y2.stl.

Printed on a UP! printer, (pp3dp.com).

-cyberbadger

I guess I made your C60 buckyball!

This looks very simple and fun. What did you use to do the modeling?

Cool idea! And nice print quality.