D48 Disdyakis Dodecahedron Hexakis Octahedron 3d models

Note that for the cube and regular dodecahedron, the magnet pattern will not work as designed, so 'legal' placements of tiles may be repelled (we want face transitivity, but not edge transitivity for the magnet patterns to work). To see examples...

The model is based on a small ornament-sized dodecahedron made from many parts. It can be scaled up to 65/50 if desired for compatibility with system 5121. Currently, it's "compatible enough" because the snaps function and you can build an...

This project promises an exciting showcase of 3D printing capabilities, offering a stunning object to print that features an intricate assembly of 11 spheres shaped like dodecahedrons stacked inside one another. Each smaller sphere is expertly...

**Printer Settings** **Brand:** MakerBot **Model:** MakerBot Replicator (5th Generation) **Raft Options:** Doesn't Matter **Resolution:** 0.3 mm The accompanying OpenSCAD program delves into the construction of G3 polyhedra, starting with a...

I've included the files for the rhombic dodecahedron I used (including a parametric version if one wants to explore using forms with beveled points) in case anyone wants to play around with it further or attempt to make parts by welding individual...

https://en.wikipedia.org/wiki/Steinmetz_solid Stephen Chin invented this puzzle in 2014 as a rhombic dodecahedron. He made the wood copies in the photos. It turns out a tricylinder is equivalent to a rhombic dodecahedron with curved faces and...

I have never designed a foldable type model before so I had alot of fun (and frusteration) trying to figure out how to print the dodecahedron shape. Im sure there are more effective ways of modeling this part but I like to learn-as-I-go (my...

The 3-ray rosettes are centered at dodecahedron mapped vertices while the 5-ray ones are at icosahedron mapped vertices. Both cases result in patterns with icosahedral symmetry. The code produces stl files for icosahedrons and dodecahedrons mapped to...

I'm struggling to figure out how to solve for dihedral angles, especially when dealing with regular polyhedrons like the dodecahedron, but also when combining any number of angles that close a vertex of three or more planes to form a closed mesh. How...

Were Plato with us today, these would most certainly be on both his ideal and real Christmas trees!This ornament consists of a dodecahedron whose faces are held in place by a wireframe spherical icosahedron. ...The dodecahedron faces come in two...

Short tube faces are congruent with octahedron faces, while longer tube faces are congruent with tetrahedron faces. A "Double Whole" file is provided for reference only and should not be printed. The "Octa" and "Tetra" sides of the shape are...

3) Print the six corners of the octahedron. 4) Print the sleeves (three or six per tray), sliding onto the rods. 5) Push the 12 rods into the six corners to build the table frame. First, thread the sleeves onto the rods to support the trays. 6)...

The shorter tubes' faces align with the octahedron faces, while the longer tubes' faces match the adjacent tetrahedrons' faces. The "Quad Tube Whole" file is provided for reference only and should not be printed out. Print two "Quad Tube half"...

Check out this Wolfram Demonstration: https://www.demonstrations.wolfram.com/DissectionOfTwoTruncatedOctahedraIntoACube/ In this dissection, a truncated octahedron is divided into four identical pieces, "quarter_to.stl", and a second truncated...

The base has 3 versions -Smooth -Stone surface -Decorated surface with triangles on 4 sides Metatron: "It was determined that the base angle received and refined chi energy in relation to that of the higher dimensions, when it was cut to measure...

Remove '//' in the 'Main' section for some variations. Print instructionsUnassociated tags: Structure Synth Category: Math Art Summary This was inspired by octahedron fractal IFS thing v1 and 2. This was made with Structure Synth. Remove '//' in the...

To solve it, you'll need to crack Plato's egg into its constituent parts, disassemble the trisected dodecahedron at the center, and then reassemble it again. Each stage requires a specific type of coordinate motion, making it a complex and engaging...

This Panel Creates A Rhombic Dodecahedron When 12 Are Combined Together, Also Combining With Other Polygons To Create Various Geometries! The Rhombic Dodecahedron Functions As A Node For IVM (Isotropic Vector Matrix). IVM Is A Fully Triangulated...

For the Buckyball, the largest object (and not strictly speaking a Platonic Solid), you need 12 of the dodecahedron_face.stl (possibly already created, see above) and 20 of the hexagon_face.stl. This is a very large, impressive object when finished...

All of these pentagons are identical and have equal side lengths.When we subdivide each pentagon in 5 sections and extend their position from the center point of the dodecahedron to a sphere, then three sections from adjacent pentagons can be merged...

Solve it, and you will be rewarded with a fine desk ornament.PrintingThe dodecahedron.stl file contains all 12 pieces in their solved positions. To print, you will need to “Split to objects” and then arrange them with the flat faces down. This is...

Also known as a Steinmetz solid, it has its own Wikipedia page: https://en.wikipedia.org/wiki/Steinmetz_solid Stephen Chin designed this puzzle in 2014, shaping it into a rhombic dodecahedron. The wood copies shown are his work. It turns out that a...

... time. The SolidWorks assembly decides to barf frequently during creation, but with a little patience I was able to create 2 hemispheres, assemble them together, save as a part, and then knit the surfaces to get my final enclosed dodecahedron ball.

... deeper than the other tone letters. Use this to print with a FDM printer, and place the C against the build plate. This was done because bridging on the build plate face looked too different compared to the other faces. Dice, 12 faces, dodecahedron

The caged balls actually have 12 flats (semi-dodecahedron) so that they stick to the platform better and print nicer. They're all sized so that the vertices lie within a one-inch diameter sphere, and they seem to print a little nicer at 2x scale....

During my last visit to the Futurium in Berlin, I discovered an exciting art object, a kind of bowl, made up of an abundance of dodecahedrons, which seemed to kind of roll down within the object like stones roll down a hill. Apparently it was a 3D...

I figured out how to make this one by combining the frameworks of a dodecahedron and an icosahedron. It took a minute for me to figure out how to inscribe them both in the same sphere (thanks, Hippasus) But once I got them together, I realized that...

This is a standard dodecahedron (D12), except that the 12 faces bear the first 12 unique numbers of the Fibonacci sequence: 0, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, and 144. The actual sequence goes 0, 1, 1, 2, 3... and so on, but I thought that adding...

the base is a pentagonal dodecahedron but the outer surfaces narrow to a point. One tip of the star consists of five surfaces that are stuck together. You will need 11 tips (means 55 surfaces to print) and one flat pentagon surface with a hole to...

Tree supports looked really cool on a previous model, so I grabbed a platonic solid (dodecahedron) from another project I am working on, raised it off the build plate and generated some tree supports.It was a fun exercise that I encourage others to...