sierpinski tetrahedron 3d models

this is a bowtie that you put on a shirt button. there are to models the one that is order 2 (the one i printed) and the order 3 (more triangles) Have fun and try to look cool with your favorite 1.5 Dimensional shape ! ... Category: Accessories

<p>this is a bowtie that you put on a shirt button.</p> <p>there are to models the one that is order 2 (the one i printed) and the order 3 (more triangles)</p> <p>Have fun and try to look cool with your favorite 1.5 Dimensional shape !</p> ...

I designed a pyramid using Tinkercad.com.

<p>this is a bowtie that you put on a shirt button.<br/> there are to models the one that is order 2 (the one i printed) and the order 3 (more triangles)<br/> Have fun and try to look cool with your favorite 1.5 Dimensional shape !</p> Category:...

Loved the look, figured I'd try it printed. ... Printed it with rafts and no support, but alternately would probably work just fine with support from base Infill 10% PLA Post your makes!

This is only to share this strange part.It's a fused version of the body for fun printer testing :)

This is only to share this strange part. ... It's a fused version of the body for fun printer testing :)

Tetrahedron

Solids/Surfaces of Constant Width, Triangular, Pentagonal, Tetrahedral Balls Three solids with constant width (30mm) are simple to design in a 3D design environment and offer many opportunities for mathematical reasoning for students. Of course,...

... initial tetrahedron is pinpointed by vertices V1, V2, V3, and V4. Each subsequent tetrahedron is defined by combining three or four of the previous one's vertices with its incenter. ...After twelve iterations, a striking Sierpinski triangle appears.

The output includes two STL files - sierpinski_tetrahedral_small.stl for a 50mm diameter sphere and sierpinski_tetrahedral_large.stl for a 70mm truncated sphere. Interestingly, the three-fold pattern generated by tetrahedral symmetry from Sierpinski...

The intricate octahedral voids that make up the 3D Sierpinski gasket are cleverly filled with carefully arranged spheres in a recursive pattern. If this recursion were to go on forever, it would create the sharp edges of a perfect tetrahedron. ... Check...

... a tetrahedron that stands 100mm tall. It features 85 hollowed-out spheres within its interior, which accurately mimic a fourth-order three-dimensional Sierpinski gasket. ... For the sake of the challenge, it must be printed at 100% infill density.

Connectors for other solids are available: For cube : https://www.thingiverse.com/thing:3156338 For tetrahedron : https://www.thingiverse.com/thing:3159099 For dodecahedron :https://www.thingiverse.com/thing:3160078 For icosahedron...

simple pcb of sierpinski gasket fractal

The Nine-Dimensional Tetrahedron.

The octahedral voids that the 3D Sierpinski gasket are recursively filled with arrangements of spheres. ...If the recursion were to go infinite, it would create the sharp edges of the tetrahedron. You will need to print this with support because there...

Connectors for other solids are available: for the cube : https://www.thingiverse.com/thing:3156338 for the tetrahedron: https://www.thingiverse.com/thing:3159099 for the octahedron:https://www.thingiverse.com/thing:3159071 for the dodecahedron:...

Other connectors for other solids are also available: For the cube, visit https://www.thingiverse.com/thing:3156338 For the tetrahedron, visit https://www.thingiverse.com/thing:3159099 For the octahedron, visit...

I named this "the ultimate triangular bipyramid" XD Since it not only has all six faces being equilateral triangles (one of Johnson solids), but also each face features a Sierpinski triangle design or a Delaunay triangulation design! XD Used...

... dodecahedron, visit https://www.thingiverse.com/thing:3160078. For the icosahedron, visit https://www.thingiverse.com/thing:3160379. Another connector is available for constructing a Sierpinski fractal at https://www.thingiverse.com/thing:3156581.

A Sierpinski Icosahedron Fractal - twenty-sided marvel of mathematical wonder

This theoretical pedestrian infrastructure features a solitary pathway that embodies characteristics linked to the Sierpinski arrowhead curve and Sierpinski triangle.

A mechanical Tetrahedron of unknown purpose.

A Tetrahedron or Four-Sided Die

Cube and tetrahedron inscribet in dodecahedron

Sponge enthusiast here. ...Every surface of that intricate cube is actually a stunning Sierpinski carpet.

It consists of forming a tetrahedron with these 4 pieces

It consists of forming a tetrahedron with these 4 pieces

Point Group: 23 Forms: Combination of Tetrahedron and Cube