platonics 3d models

Platonic relationships are strictly platonic. The vertices work seamlessly with any laser-cut tile featuring a 15mm hole near the edge. ...M3 screws can easily self-tap into the plastic, as I've personally experienced with standard PLA without...

Johannes Kepler mapped out the solar system on paper, illustrating it with precision-cut spheres and elegant Platonic solids. ...Below is a stunning 3D visualization of his seminal work.

Make Your Own Platonic Tetrahedron Vertex connectors and edges that can be snapped together to form a perfect Platonic Tetrahedron. As a design project, the tetrahedron stands out from other Platonic solids with its unique characteristics. To create...

I was first been made aware of this fractal fit of the platonic solids in a presentation by the great teacher Dan Winter. ...Watch this and try and design a similar 'Star Mother' construction kit: https://www.youtube.com/watch?v=bSd1vo1k6Xc <iframe...

Now there are two of the possible tessalations of all 5 shapes plus some combinations of two and three solids in interesting constellations. I was first been made aware of this fractal fit of the platonic solids in a presentation by the great teacher...

Platonic solids, found at http://en.wikipedia.org/wiki/Platonic_solid, are admired for their symmetry and simplicity. Utilizing wood and 3D printed connectors makes it feasible to create these polyhedrons yourself! I fabricated the whole set of five...

A casual glance at my possessions will reveal that I have a bit of an obsession with the Platonic solids...I've also been quite enthusiastic about "coordinate motion" puzzles: puzzles in which all the pieces must move simultaneously to assemble or...

Here is a regular 20-sided figure known as a Platonic Icosahedron: It's hollow and cage-like so you can see the ball securely placed inside.\n\nInstructions\nA skilled user employed Wolfram Alpha Pro to create an Icosahedron STL file, importing it...

Johannes Kepler had a highly regarded model of planetary orbits that centered around the Platonic solids, as well as their corresponding inscribed and circumscribed spheres. The astronomer even sketched out a detailed illustration of this intricate...

These OpenSCAD 2.0 designs, inspired by WilliamAAdams' platonic solids, are tailored to accommodate a Bontrager Glo bike light. Printing one of these aesthetically pleasing and functional attachments is simple: download the .stl file, load it into...

Each individual puzzle consists of multiple copies of just one piece, which exhibit both the symmetry of each Platonic solid and the relationship between the symmetries of each. Everything is relatively easy to print. I would use fine detail (like...

Mathematicians have meticulously recreated these Platonic solids in Leonardo da Vinci's distinctive style, capturing their geometric essence just as they appeared in Luca Pacioli's comprehensive work on divine proportions. All five Platonic solids...

The fourth (4th) of five Platonic Solids.&nbsp;No brims nor supports used. Any material.</p><p>Great for student “hands on” learning. They can measure the sides and angles to verify they are equal.</p><p>Can use the “Shell” option in Fusion 360 to...

After experimenting with the angles of the Platonic dodecahedron, I created a vertex connector and an edge that can be easily snapped together for a dodecahedron. The edge bars have bumps at the ends to prevent them from falling out. To assemble the...

After experimenting with the angles of the Platonic dodecahedron, I designed a vertex connector and an edge that can be easily snapped together for a dodecahedron. The edge bars have bumps at the ends to prevent them from falling out. One needs 20...

All platonic solids serve as a set of non-transitive dice, each featuring all one and two-digit primes. On average, when rolling: D8 will consistently beat D6 or D12 by 10/16; D4 or D20 will consistently beat D8 by 9/16; D6 or D12 will consistently...

Commonly referred to as Platonic solids due to their symmetry and geometric precision, this shape consists entirely of four faces that are equilateral triangles. It has four vertices and six edges that form the framework of its structure, with three...

A Platonic Solid Tetrahedron Geocache utilizing soda bottle caps

a Platonic Solid Octahedron Geocache utilizing soda caps for the tops

A Platonic Solid Dodecahedron Geocache using soda caps for the top

A Platonic Solid Icosahedron Geocache using soda caps for the tops

A Platonic Solid Cube Geocache using soda caps for the tops

... number of faces meeting at every vertex in the shape. If you want to learn more about the platonic solids, check out this link: https://en.wikipedia.org/wiki/Platonic_solid. ... You can support my work by sending a small donation through PayPal.

Presented below are the five Platonic solids displayed as both classic and skeletal renderings.

Vorsicht: Spielende Zahlen! ... Polyeder: Platon (5) Archimedes (13) Johnson (92) Follow advice to create stl Math-Collection

Platonic solids are regular, convex polyhedra in Euclidean geometry with congruent, polygonal faces meeting at the same number of vertices. There are five Platonic solids - tetrahedron, cube, octahedron, dodecahedron, and icosahedron - each named by...

The library now contains 'platonic.scad' file with functions representing the five Platonic solids: tetrahedron, octahedron, hexahedron, dodecahedron, and icosahedron. These solids can be rendered using display_polyhedron() by setting their radius...

Name: Platone_Pendant Version: 2013 Units: Millimeters Dimension: 708.34 x 666.2 x 483.71 Polys: 17 039...turbosmoth 1 iteration _ 136 056 Model Parts: 1 Render: V-Ray Formats: 3Ds Max 2013, OBJ

The cube is so much a part of our designing tools, it is easy to forget it is one of the 5 platonic solids.Challenge: Print it as a hollow to save time and material.&nbsp;No brim nor support needed. ...Printed in PLA, but any material will do</p>

This is dices in platonic shapes. There are two variants of cube and tetrahedron: with numbers and with points. Other shapes have numbers only. A normal map is baked into low-poly pieces. ...The triangle count ranges from 2210 to 20298 for low-poly...