platonics 3d models

To create a platonic octahedron, it's most efficient to start with a square and extrude it in two directions at a taper angle of (-acos(1/3)/2). Alternatively, we can begin with an equilateral triangle and then extrude and mirror around it. This...

Using the same Fortran program, netlib files for prisms, antiprisms, and Platonic solids were converted to openSCAD commands, STL files, and printed. All hollow polyhedra STL files are available in 'hollow_stl.zip', while scad files are in...

The simplest way to design a platonic octahedron is to extrude a square in two directions at a taper angle of (-acos(1/3)/2). We could also start with an equilateral triangle and then extrude and mirror around. It's a fun process. There are two...

While less visually appealing in my opinion, it serves a purpose in illustrating the concept of dual Platonic solids. Be sure to explain that the actual dual would simply touch the centers of the dodeca faces without perforating them. Finally, I've...

I 3D printed some Platonic Solids and built them into a mobile. The primary central mobile has large and small 3D polygons modified to taste with various related spherical arcs. The secondary mobiles are smaller deconstructed 2D polygons. Designed...

This prototype, part of an investigation on Candy Dispenser sculpture, explores the creation of edges and vertices found in platonic solids for 3D modeling. The artist aims to combine spheres, pyramids and cubes to form larger, decorative pieces.

It's one of the Platonic solids and has the highest number of faces among all regular solids. Its name originates from the Greek words 'dodeca,' meaning twelve, and 'hedra,' meaning base or seat. ...The dodecahedron is known for its unique geometric...

To work with "Platonic Solid Vertices," I designed printable 8mm connector bars measuring 12cm in length. These bars have one end cut for platform adhesion and round parts for fitting vertices. I hollowed them out for material economy, but this may...

Geometric Formulas Built Around Perfect Shapes This copyrighted concept explores the intricate relationships between circle geometry and the timeless beauty of Platonic solids, a union that yields a profound understanding of spatial harmony. ...The...

A Dodecahedron is a polyhedral shape with twelve faces, typically referring to a regular one that's part of the five Platonic solids. It consists of twelve identical pentagonal faces, where three meet at each vertex. With 20 vertices, 30 edges and an...

... The dodecahedron has long been associated with sacred geometry and is believed to possess mystical properties. It's also known for being one of the five Platonic solids, which have fascinated mathematicians and philosophers throughout history.

A dodecahedron is any polyhedron with twelve flat faces, but usually a regular dodecahedron is meant: a Platonic solid. It is composed of 12 regular pentagonal faces, with three meeting at each vertex. http://en.wikipedia.org/wiki/Dodecahedron I...

It is one of the five Platonic solids and has been known since ancient times. The dodecahedron is often associated with the celestial sphere in various mythologies and was said to be used by the ancient Greeks for map projection. ...Due to its unique...

Models of each of the five Platonic solids can be printed fully assembled with hinges intact, and then easily snapped together to create a Tetrahedron, Cube, Octahedron, Dodecahedron, or Icosahedron for educational use. ...These 3D printing models have...

An octohedron represents one of the five Platonic solids, characterized by identical surface shapes. To construct one, print 12 copies of a file, then glue or use acetone to join ends. Sanding edges smooth requires patience and acetone's assistance;...

... and aesthetic appeal. The word "dodecahedron" comes from the Greek words "dodeka," meaning twelve, and "hedra," meaning base or seat. In ancient Greece, it was one of the five Platonic solids believed to embody the perfect forms in the universe.

It is one of the five Platonic solids and has been utilized throughout history for various purposes, such as in ancient Greek architecture and modern-day 3D printing. The name "dodecahedron" originates from the Greek words "dodeka" (meaning twelve)...

... ancient Greek mathematician and inventor Archimedes around the 3rd century BC. The Archimedean solids are distinguished from the Platonic solids, which have regular polygons as faces, by having at least two distinct types of regular polygon faces.

A dodecahedron is a polyhedron with twelve regular pentagonal faces, making it one of the five Platonic solids. It has 20 vertices and 30 edges, with each face having the same size and shape. The word "dodecahedron" comes from the Greek words...

A decorative ornament in the shape of a Platonic solid, designed to be printed flat and assembled piece by piece using glue. The overall design features 12 identical faces, each with a built-in guide that helps facilitate the assembly process. ...If...

... It also should be easy to hold in any orientation and individually weighable. After seeing a YT Video of Matt Parker talking about non-platonic polyhedra i set out to find the perfect one for me and found it in the truncated icosidodecahedron!

The provided .max scene file encompasses three Orderly Tangles featuring common Platonic Solids; Four Triangles, Six Squares and Six Pentagons. These models are also accessible as .obj files, compatible with applications like Blender. They are UV...

... resulting in an undulating texture that masterfully diffuses and manipulates light. Specifications: Length: 1375mm Width: 350mm Elevation of Platonic Body: 265mm Dimension of Chandelier Body: 54 inches width by 14 inches depth by 10.5 inches height

The model allows students to explore platonic solid characteristics. An LED can be added for a small light feature. To achieve a 140% scaled example with an LED taped to a CR2032 battery, visit the provided link. ...For more insights into the Design...

It can be described as a Platonic solid, being one of the five regular polygon-based solids. It is a popular shape in geometry and has applications in fields like architecture and engineering. ...Notably, an icosahedron is also the shape of a soccer...

One of the five Platonic solids, this dodecahedron has impressive stats: 12 faces, 20 vertices, 30 edges, and 160 diagonals (60 face diagonals, 100 space diagonals). The Schläfli symbol {5,3} represents this solid shape. ...Try building 12 of these...

Human: DIY Hummingbird Feeder Adapters from a 20-oz Gatorade Bottle This project builds on previous work that repurposed 20-oz Gatorade bottles as Platonic Solids. By modifying the cap, you can create a hummingbird feeder with added straws. Consider...

Need a break from your relationship with platonic solids? These non-standard 4 sided dice give a more satisfying roll, and with three styles to choose from you can pick the one that suits you, or collect them all. ... Numbers are indented for easy...

An icosahedron has 20 faces and is a polyhedron and platonic solid.For customization, the Fusion 360 file is included with adjustable parameters for height and fillet. ...For optimal print quality.Use the .STEP files for the best printing speed and...

It is the symbol of creation Said to be the basic template for everything in existence; all geometric forms can be found within it, including sacred geometry shapes like the Platonic Solids, Metatron's Cube, and the Merkaba. ...The Flower of Life...