geodesic polyhedron 3d models

Simple remix of one of the planters made by Lay3rWorks to add a flat bottom with drainage holes as well as a drainage saucer.

Included are several variations of the geometric planter/container from thing: http://www.thingiverse.com/thing:788448. The variations are between a isosahedron and a dodecahedron using different parameters. I also created different openings...

A geodesic dome is a hemispherical thin-shell structure based on a geodesic polyhedron. ...Bangabandhu Sheikh Mujibur Rahman Novo Theatre is the perfect example of these kind of model.

This is Geodesic Polyhedron drawn from ideal geometry. Final part depends only on a single dimension. Just enter diameter in equation manager and hit rebuild button. ...Enjoy!

All 5 regular polyhedron plus the blunted polyhedron´s.

A simple irregular polyhedron, good for a mths display.

A polyhedron,you can print it with ABS/PLA or resin material.

I made a polyhedron using bars and balls.Using these two, it seems that various forms can be represented depending on the ingenuity.

A geodesic dome is a hemispherical thin-shell structure (lattice-shell) based on a geodesic polyhedron. ...The triangular elements of the dome are structurally rigid and distribute the structural stress throughout the structure, making geodesic domes...

This part is derived from my Dodecahedron model and is intended for 3d printing.I have not been able to do so myself but i would welcome any feedback on how it turns out.

Print all pieces you want, you can build all polyhedron you want. Triangle, square, pentagon and hexagon included. Print as many pieces as you want, you can build as many polyhedra as you want. ... Triangle, square, pentagon and hexagon included.

Earing based on polyhedron and sphere volume

Earing based on polyhedron and sphere volume

A nonconvex polyhedron, topologically a toroid, with 14 triangular faces, the Csaszar polyhedron is the dual of the Szilassi polyhedron: http://www.thingiverse.com/thing:12200 The Csaszar polyhedron has no diagonals; every pair of vertices is...

Each face of this polyhedron shares an edge with each other face. ... Faces 7 hexagons Edges 21 Vertices 14

... with its associated circle packing and dual-necklace. ...The packing is comprised of those circles that are capped off by the polyhedron. The dual-neckalce circles are those which are the intersection of the faces of the polyhedron with the sphere.

The Szilassi polyhedron is a nonconvex polyhedron, topologically a torus, with seven hexagonal faces and is a wonderful object to 3dprint. There's a small version and a BIG cheesy one. Enjoy, print, share and learn!

... an edge with every other side. Also, topologically, a torus. The SolidWorks file has clearly labeled steps which will allow you to easily edit the angles and dimensions of the polyhedron. ...It's fun to play with the proportions of the features :)

A soccer polyhedron, truncated icosahedron, is one of the most familiar spherical polyhedron. Why this? This could be a base for further designs. ...For examples, You may use it to create things such as...

Attached is the grading polyhedron file with each face labeled by the inequality constraint generating it and a stand to hold it correctly in space.Full Details at: https://www.ams.jhu.edu/~grimmer/Grading.pdf

The Schonhardt Polyhedron is the simplest example of a non-tetrahedralizable polyhedron. You can make it in OpenSCAD with just two simple lines of code. ... For more information about this and other meshy/mathy things, check out the Mesh Wisdom...

Like the tetrahedron, this polyhedron has no diagonals. Every line through two vertices is already an edge. It is genus 1, meaning there's a hole through the center. It has 7 vertices and 14 triangular faces. This is a rather challenging model to...

... Future revisions will cover the entire gamut of Platonic solids and their transformations, such as cumulation and geodesics, and will support PVC pipe for larger projects. ... Updated 22 November: increased hole size, added hub size reduction

The Schönhardt Polyhedron is the simplest example of a non-tetrahedralizable polyhedron. You can make it in OpenSCAD with just two simple lines of code. For more information about this polyhedron and why it is cool, check out the blog post at...

I have provided a version of the polyhedron that is split in two, in the hope that it will print more accurately and can be glued together. The existence of these polyhedra was first proven by Conway and Guy. This particular one was taken from...

The Schonhardt Polyhedron is the simplest example of a non-tetrahedralizable polyhedron. You can make it in OpenSCAD with just two simple lines of code. For more information about this and other meshy/mathy things, check out the Mesh Wisdom...

This is my copy of the famous Szilassi polyhedron, resized for RepRap printers, including the Huxley. This unusual mathematical shape has the topology of a doughnut but using only 7 faces and 14 edges. ...Each of the 7 faces shares an edge with every...

This is my copy of the famous Szilassi polyhedron, resized for RepRap printers, including the Huxley. This unusual mathematical shape has the topology of a doughnut but using only 7 faces and 14 edges. ...Each of the 7 faces shares an edge with every...

This unassuming shape, the Schoenhardt polyhedron, is actually quite special; it is the simplest non-convex polyhedron that untetrahedralizable (in other words, it cannot be built out of any number of tetrahedra). It has no internal diagonals; every...

Used Fusion360 to determine the angles needed to modify Bob_East's SCAD file to produce connectors for other polyhedrons. I've included: Tetrahedron (4 faces), Hexahedron (Cube - 6 faces), Tetratetrahedron (regular octahedron - 8 faces),...