platonics 3d models

So I made an expanded version of the Platonic Singularity. This one is a lot more wiry, and potentially even more of a beast to 3d print.I'll be constructing one of these, this year. Not sure if 3d printed or constructed through some other means. It...

A detailed 3D Model of an extruded Platonic Crystal, set against a spiked framework. Designed within Cinema 4D R20, two adaptable file formats were uploaded: Subdivision Surface Ready - Editable model allowing complete customization and Polygon Mesh...

Shaped like a twenty-faced Platonic solid, the icosahedron, this lamp is made of 20 connected and fast to print tiles, one for each face. I am publishing several new tiles in the next months, so you can customize your own lamp according to your...

Inspired by the twenty-faced Platonic solid, the icosahedron, this lamp is made up of 20 interconnected and fast to print tiles, one for each face. I'm excited to release several new tiles in the next months, giving you the freedom to customize your...

The icosahedron, a twenty-faced Platonic solid, inspires this innovative design. Each tile is one of twenty interconnected pieces that print quickly and easily. More tiles are coming soon, giving you endless possibilities to customize your own lamp...

Shaped on the twenty-faced Platonic solid, the icosahedron, this lamp is made of 20 interconnected and fast to print tiles, one for each face.I am publishing several new tiles in the next months, so you will customize your own lamp according to your...

For the d20, I used an ideal numerically balanced numbering system described in this paper: http://www2.oberlin.edu/math/faculty/bosch/nbd.pdf   Base Forms Platonic solids came from Dan Hienzsch via...

Update 19/12/2023I have now added 2 extra rod ends which let rods come together at tighter angles.Update 23/11/2023I have now made all of the platonic solids using the parts,and uploaded pics.Update 25/10/23Overnight, I designed and printed some new...

For the d20, I used an ideal numerically balanced system described in this paper: http://www2.oberlin.edu/math/faculty/bosch/nbd.pdf.\r\n\r\nBase Forms\r\nI based my dice on platonic solids from Dan Hienzsch via...

That's why I've created a unique geometric version of my favorite platonic solid that can be used as both a stylish pencil holder and an eye-catching decorative piece. To assemble the dodecahedron, simply print 30 easy-to-print trapezoidal pieces...

I assigned the following write-up as a project description: In the 300s BCE, Aristotle claimed that three-dimensional space could be filled completely by cubes or regular tetrahedra, but by no other Platonic solid. This is obvious with cubes, but...

An additional advantage is that the cube can be stored/transported flat then assembled later saving space. Students can use the Foldable Cube to explore the construction of a platonic solid. The Foldable Cube can be placed over a light source or an...

For the d20, I used an ideal numerically balanced numbering system described in this paper: www2.oberlin.edu/math/faculty/bosch/nbd.pdf Base Forms Updated from: https://www.thingiverse.com/thing:4062607 Platonic solids came from Dan Hienzsch via...

For the d20, I employed an ideal numerically balanced system described in this paper: www2.oberlin.edu/math/faculty/bosch/nbd.pdf Base Forms: The models were inspired by Platonic solids and came from Dan Hienzsch via...

This is a regular dodecahedron, split into two parts along the "Yellow Brick Road," the unique simple closed path that solves the antisocial jogger problem for any of the Platonic solids. Such a path must (1) begin and end at a single vertex of the...

Conway operators empower creators to build a wide variety of polyhedra by manipulating the Platonic solids. This openSCAD script incorporates all Conway operators, George Hart's propeller, and a few extra functions. The script also features cutout...

This supposed symbolic blueprint, derived from the 5 Platonic Solids, reveals an intrinsic design mirroring universal principles that manifest as cosmic harmonies resonating through space. These subtle, omnipresent resonances emanate from celestial...

Carracci was widely praised for his ability to evolve from the Caravaggisti style that dominated the art world, where painters were urged to depict the Platonic ideal of beauty as exemplified by Caravaggio. His works can now be found worldwide, with...

Inspired by the platonic solid, the dodecahedron, the shadows create the feeling of sunlight streaming through the trees on a summer evening. Usually we create items that don't require support material, however for this design we couldn’t achieve...

The spheres are pierced by pentagonal pyramids, arranged in a dodecahedral (14-sided Platonic solid) pattern, allowing the viewing of all 14 spheres. Included is the gcode file for printing on a Creality Ender 3 Printer and an stl file for slicing to...

... resulted in flawless success. A video demonstration is available here: https://www.youtube.com/watch?v=gjyei0JHdq0&feature=youtu.be. Key features of this design include platonic symmetry, mathematical concepts, and intricate snowflake patterns.

It has many interesting properties, including the fact that it is one of the five Platonic solids. The Steinmetz solid is also closely related to the icosahedron and the dodecahedron. The Steinmetz solid can be used in a variety of ways, from...

Famed for her exceptional beauty and platonic passion that had captivated Michelangelo, Vittoria Colonna was a powerful poet who enthralled the world with her XVI-century letters. This stunning sculpture by Maurive David de Gheest, a Paris-based...

Now we are left with one regular Platonic tetrahedron at the center and four congruent tetrahedrons around it. I added some snapping structures so we can put them together for a cube puzzle. The four corner tetrahedra can be rotated. If so...

Lorenzo was a poet and a collector of ancient texts, and he founded the Platonic Academy, which was a circle of friends who met to discuss philosophy and literature. He was also a patron of artists, including Michelangelo, Giuliano da Sangallo,...

All corner turning platonic and archimedean solids layouts will be available. Currently, I have implemented 1,2,3,4,5,6,7abc, 8ab,12,14,20ab and 30 arm shapes. You can customize the stem length (Length_of_Arm), stem thickness (Diameter_of_arms),...

The lines of all the platonic solids in perspective can be seen within the cube (with a little extra work for the icosohedron and dodecahedron, and a little grace for what counts as proportional). Thus, the meaning of this symbol to a people in a...

Carracci was widely acclaimed for his remarkable ability to evolve from the prevailing Caravaggisti style, which dominated the art scene at the time, where artists were urged to capture the Platonic ideal of beauty in their work, emulating the...

Each piece is a flat polyhedron that can join to any other piece along each edge. Obviously you can print pieces as needed, but I recommend as a starter set: 40 triangles 24 squares 12 pentagons This allows construction of all five Platonic solids...

Whether romantic, familial, or platonic, these connections bring joy, laughter, and meaning to our lives. Throughout history, humans have been driven by an insatiable curiosity about the world around them. ...We have explored, discovered, and innovated...