D48 Disdyakis Dodecahedron Hexakis Octahedron 3d models

A hexahedron (plain old cube) and its dual, the octahedron (eight triangles) make right angles at the centers of their edges. ...In this model the edges are all the same thickness.

Gears that have a truncated octahedron meshing shape. Easy to 3D-print with no vertical slip (as with herringbone gears), but also no handedness. ...This makes it easier to design around and swap in different gear sizes.

Gears that have a truncated octahedron meshing shape. Easy to 3D-print with no vertical slip (as with herringbone gears), but also no handedness. This makes it easier to design around and swap in different gear sizes. ... Category: Math Art

The dignified moniker "dodecahedron" applies to a resplendent twelve-sided three-dimensional figure, replete with grandeur and majesty.

Wikipedia page: http://en.wikipedia.org/wiki/Great_dodecahedron Parametric, driven only with the side dimension. ...Made with surfaces

The pentakis dodecahedron you see in the image is a scaled-up version, printed at a whopping 150%.

A mysterious pendant featuring an intricately enclosed Dodecahedron, cleverly crafted to showcase the cumulative capabilities of modern 3D printing technology.

A bit simpler version of my Octahedron puzzle, this puzzle comes with markings on the outside so that you can check if you placed your pieces correctly and if you get stuck on the 3d Puzzle you can look at the 2d puzzle on the outside surface. ... The...

This is a precision-cut version of the ancient Roman Dodecahedrons, available at https://en.wikipedia.org/wiki/Roman_dodecahedron. I employed M3 bolts and nylon locknuts to firmly secure it in position. ... Further details about this intricate project...

... mathematics and art. To explore its intricacies further, check out this 3D print model showcasing a 'bro-dodecahedron structure' at http://www.cgtrader.com/3d-print-models/art/mathematical-art/bro-dodecahedron-structure-xx3 [Original link provided].

This is a complex polyhedral structure featuring dodecahedrons strategically placed along each edge of a rhombic tricontahedron's dual, with 8 dodecahedrons situated on every face and each edge simultaneously shared by 3 dodecahedrons. ...Every single...

It could be made into a lamp, just make it thin walled and fancy infillLIKE, SHARE, COMMENT, TIPTwo piece dodecahedron bowl/vase/moldhttps://www.printables.com/model/237832-dodecahedron-half-bowl-vase-moldMolecule dodecahedron...

... measurements from my Dodecahedron Challenge file and scaled it to fit a scrap 4x4. I'll update with photos if the turner's dodecahedron attempt turns out well, but for now, it's not perfect but features an interesting nested dodecahedron design.

... connect all the components correctly. Refer to the "spacefilldemo" model to get a clear view of how one single truncated octahedron is built, and check out the honeycomb model, designated as [thing 214169], for what it looks like on a larger scale.

To create this shape, I first created 8 copies of the octahedron and positioned them around the central point so that they formed a perfectly circular pattern. Next, I used boolean operations to intersect two diametrically opposed octahedrons in each...

Create a truncated octahedron space filling structure using only one connector shape and equal length sticks. Two example models are provided: one with 2mm rounded holes, and one with 1mm diamond-shaped holes. These can be scaled as needed, or...

It is a a truncated octahedron with 4 holes on 4 of the hexagonal faces meeting in the center. In geometry, this is a Stewart Toroid, which means it is a Toroidal Polyhedron consisting of only regular polygon faces. Toroidal Polyhedra have a...

If we take a regular octahedron and slice off all the 6 corners at one-third of its edge length, six square pyramids emerge, resulting in a beautifully formed, space-filling solid: a truncated octahedron. It is an excellent exercise for mastering...

The present design takes a gyroid approximation and allows it to intersect with a dodecahedron for various views. The gyroid structure can be readily seen within the dodecahedron. By default, the dodecahedron has an edge length of 58.78mm or a...

#### Gyroid Dodecahedron What does a gyroid look like in a dodecahedron? Of course, one can just print a dodecahedron using the gyroid (3D) infill while leaving the top and/or bottom open (layer=0). However, the gyroid is either too dense or not...

The symmetry of the dodecahedron is quite impressive, as it can be rotated in space without changing its overall appearance. ...When compared to other shapes like spheres or cubes, the dodecahedron stands out due to its unique combination of flat...

I had to print with supports, but used my slicer's "support blocking" feature to only put supports where needed (which was the outside of the object, not the inside where the dowel rods need to slide in.) More Info:...

Similar to gyrocubes, this concept features a dodecahedron shape. ...However, it's recommended to adjust the inner sphere size for a more robust structure when printing the design.

The wireframe model depicts a standard dodecahedron, composed of twelve pentagonal faces that meet at their edges to form a symmetrical shape.

Connectors to build a dodecahedron using 1/4" wooden dowel rods. Print instructionsI wanted to build some dodecahedron but the connectors I found online did not work so I ended up making my own. ...I had to print with supports, but used my slicer's...

Imagine spherical fragments that resemble gyrocubes, but now each one is comprised of 12 interconnected faces, forming a three-dimensional dodecahedron shape.

Unique Planter Design Allows Multiple Plants to Thrive. ...Six Separate Compartments Divide a Dodecahedron-Shaped Container, Perfect for Growing Different Crops Together in Harmony.

This unique dodecahedron features a design suitable for various purposes, such as serving as a ring mount, a necklace centerpiece, or even standing alone.

Print 12 of each for a dodecahedron. ... You'll also need 60 5mm diameter magnetic balls and 12 4-6mm M3 countersunk screws.

The Reuleaux dodecahedron, a solid of constant width, is formed by intersecting twenty identical radius balls located at the vertices of an ordinary dodecahedron. The spherical surfaces of these balls pass through all other vertices, which also...