stanford torus 3d models

Customized version of http://www.thingiverse.com/thing:403346 Created with Customizer! ...http://www.thingiverse.com/apps/customizer/run?thing_id=403346 Instructions Using the following options: radius...

Customized version of http://www.thingiverse.com/thing:403346 Created with Customizer! ...http://www.thingiverse.com/apps/customizer/run?thing_id=403346 Instructions Using the following options: tilt =...

A customizable version of http://www.thingiverse.com/thing:37634 -- want more twists, different sizes, etc? ... Play with the sliders and make your own art.

Made entirely from a three-dimensional geometric mesh superimposed upon the curved surface of a doughnut-shaped structure. Print Settings Rafts: Activated to ensure stable base attachment during the printing process. ...

Customized version of http://www.thingiverse.com/thing:403346 Created with Customizer! ...http://www.thingiverse.com/apps/customizer/run?thing_id=403346 Instructions Using the following options: height...

Crafted to be perfectly suited for 3D printing applications.

Customized version of https://www.thingiverse.com/thing:403346 Created with Customizer! ...https://www.thingiverse.com/apps/customizer/run?thing_id=403346 Instructions Using the following options: height...

Instructions: Build Your Unique Version Here! ...http://www.thingiverse.com/apps/customizer/run?thing_id=403346 Design Specifications: Size - Optimized for Perfection, Set at 4 Radius - Expertly Curated to 30 Twists - Expert Design Choice, 3 is...

This surfaced in my thesis back in 1994. I was researching variations of monohedral idemvalent toroids, a concept initially explored by Alaoglu and Giese back in 1946. The fascinating property of this polyhedron is that every triangle is perfectly...

Bottle Cap inserts create a tactile memory game that both sighted people and individuals with sight issues can play. Tactile Memory Game by Joshburker is located here: http://monograph.io/joshburker/tactile-memory-game. The object was designed using...

Design Inspired by Thingiverse's Popular Model. Created with Thingiverse's Customizer Tool. Instructions to Bring Your Creation to Life: Customize the Twists: Select from a variety of twists to give your design a unique flair. Currently, three...

I'm using this example from my thesis written in '94 as proof that every triangle matches up with another one perfectly, with six identical triangles meeting at every corner. ...It's also flat enough to fold into a plane and shares symmetry...

I'm highlighting this illustration again from my thesis, dated '94. Each triangular section bears congruence with all others, and there are six triangles nestled around every single corner. When viewed as a flat sheet, this model can indeed be folded...

I'm presenting another illustration from my dissertation back in '94. Each triangle forms a unique mirror image with every other and there's six at each juncture. This surface can be easily folded out from a plane sheet. Its structure boasts the same...

This solid figure features multiple identical, flat, three-sided areas called triangles, with exactly six triangles meeting at each point where edges intersect. ...It has the remarkable ability to unfold from a single layer of connected, two-dimensional...

This Triangular Solid sports identical triangular surfaces across the board. Six sharp-angled corners hold center court, showcasing uniform triangles galore. ...Easily transformed from flat sheet paper into three-dimensional form, this geometric wonder...

This Tetrahedron boasts twelve equivalent quadrilateral faces. There are three squares meeting at every corner. It may be folded from a flat sheet. ...Its symmetry group shares similarities with an octahedron.

This polyhedron boasts an impressive collection of identical triangular faces, totaling six equilateral triangles per vertex. Moreover, its remarkable properties make it feasible to transform it from a flat two-dimensional shape, thereby exhibiting...

This Geometric Shape boasts an astonishing feature - every single face is made up of identical triangular surfaces. Each vertex is adorned with six symmetrical triangles. Its construction begins with a two-dimensional shape, cleverly unfolded to take...

This shape boasts all equilateral triangular sides that mirror perfectly one another, totaling six points where each meeting forms an exact angle at every junction point. Folding it from flat ground was definitely possible due to its identical side...

Fold a polyhedron from a plane covered with triangles. Each triangle matches its counterparts perfectly, and there are six identical triangles that converge at every corner. ...This shape's mirror image exhibits no equivalence to its counterpart due to...