platonic solids kepler 3d models

For a sleek, geometric appearance of the Christmas tree: a collection of platonic solids, customized to be hung effortlessly. A small hole is drilled into one corner, large enough to accommodate a piece of string or preferably fishing line for a...

This is my exclusive repository featuring the meticulously crafted Platonic solids. It showcases the iconic Tetrahedron, Cube, Octahedron, Icosahedron, and Dodecahedron in all their glory. ...Individual designs are also available for direct download,...

A unique chess set featuring Platonic solids as its pieces. Due to there being only five types of these geometric shapes and six chess figures, pawns are represented by spheres. ...The board design incorporates split-face lines, which may result in...

A Platonic solid collection includes shapes such as cube (six squares), tetrahedron (four equilateral triangles), octahedron (eight equilateral triangles), dodecahedron (twelve regular pentagons), and icosahedron (twenty equilateral triangles). We...

A 3d model of the famous ray-traced image, by James Arvo and David Kirk in 1987, showing the "The Six Platonic Solids", the classic five solids plus "the newly discovered Teapotahedron". The teapot is, of course, the famous Utah Teapot created in...

I utilized Wolfram Mathematica to craft these models of the Platonic solids as part of my initial experimentation with a new 3D printer. The tray was designed using Tinkercad, and all the models share a uniform height of 40 mm, ensuring they sit...

I was inspired by the Companion Dodecahedron to create an entire set of Companion Platonic solids- the "Portalic Solids", if you will. I managed to find the tetrahedron and icosahedron to go along with my cube, but there was no octahedron available,...

Made of equal volume and with edges slightly rounded for ease, these five Platonic solids are not just visually stunning but also great learning tools. ...My grandson loves them, and I'm happy to see him learn their names and appreciate their beauty.

The platonic solids, split into q identical fragments, where q equals the number of faces converging at each vertex. * Tetrahedron - 3 pieces * Cube - 3 pieces * Octahedron - 4 pieces * Dodecahedron - 3 pieces * Icosahedron - 5 pieces Inspirations...

I created these models of the Platonic solids using Wolfram Mathematica. They were some early experiments with my new 3D printer, where I pushed its capabilities to the limit. I designed the tray in Tinkercad, making sure it was perfectly compatible...

In this project, you construct fascinating three-dimensional objects known as Platonic Solids using easily printable pieces (polygons) that print flat in your 3D printer out of PLA, ABS, and other materials (ABS is preferred for strength and...

This is a beefed-up version of my other single-print nested Platonic solids trinket. I tried to make it into a fun rotating fidget-type toy. It turned out ok, but I think it could end up being pretty cool if printed with more care ... I made it at...

The Platonic solids, cut into q identical pieces, where q is the number of faces meeting at each vertex, offer a fascinating mathematical challenge. Tetrahedron - 3 Pieces Cutting a tetrahedron into three equal parts creates an intriguing puzzle...

There are several eversible platonic solids available, and I plan to make them accessible as a toy in this project. Generally, they consist of a header and a belt. Once you remove the header, the belt becomes eversible. To create these solids:...

A kinetic sculpture-type thing that's based on geometry, with five Platonic Solids being nested inside of one another in a single print. For each shape, the radius of its circumscribed sphere (a sphere that contains the polyhedron and touches each of...

Beveled center-lines were added for a little bit of decoration. Printed with wood filament, going sand a bit and stain them. Print instructionsCategory: Decor Summary For a simple, geometric look of the Christmas tree : a set of platonic solids,...

Here are some doodles I've done over the years starting with various Platonics- some are mathematical some are not, just having fun.They also make neat Xmas tree ornaments

Here are some doodles I've done over the years starting with various Platonics- some are mathematical some are not, just having fun.They also make neat Xmas tree ornaments

Art3d-clb-solides-kepler-poinsot-grand-dodecaedre-etoile-200percent.stl This file contains a scaled-up version of the large starred dodecahedron in STL format. 4. Art3d-clb-solides-kepler-poinsot-grand-icosaedre.stl This file contains the STL format...

I got a challenge from two children (3rd and 4th graders) who made two congruent solids using some snap triangles. They thought it should be half a regular icosahedron but couldn't put them together to make one. No, they're not even close in terms...

It itself can enclose even smaller geometries, one being a tetrahedron - often described as a solid composed of four triangular faces meeting at vertices. ...Yet further still, another geometric figure resides inside it, known to mathematicians and...

... V5 on www.projetistaindustrial.com (in Portuguese). Additionally, step files include Platonic and Kepler's solids with square roots of 2 and Fibonacci; as well as right and left-versioned snub solids. Enjoy and thanks, Mateus R. C. ...de Paula!

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...

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...

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...

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...

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...

Humans comprise twenty percent of this system's infrastructure, while supporting a wide range of capabilities and functionalities.