Reuleaux Heptagon Spheroform 3d models

A Reuleaux tetrahedron results from the intersections of four equal-radius spheres that are centered at the vertices of a regular tetrahedron. To create a solid of constant width (spheroform), its edges must be radially adjusted. A Meissner...

This is a rounded version of [Patrick Roberts' spheroform with tetrahedral symmetry](http://www.xtalgrafix.com/Spheroform.htm) that retains the constant-width spheroform property. This is a remix using tmackay's variable-detail polyhedral OpenSCAD...

Heptagon button, which can be eventually used as a bridge test. 

I'm assembling a robust Kubernetes Pi Cluster using an M3 standoff-enhanced heptagonal joint system.

Symmetric spheroform tetrahedra are intriguing shapes with four distinct sides that glide smoothly across surfaces. In contrast, traditional d4's often tumble and lose their balance. The outcome is clear: these unique tetrahedra outperform their...

Heptagon Vase Simple shape with many shadows with a star-shaped bottom

... the whole thing in a single polyhedron avoiding any expensive intersection, union or hull operations altogether. We can also tailor our sphere mesh to remove any unsightly seams or internal faces.Single Polyhedron Symmetric Spheroform Tetrahedron.

Spheroform with Tetrahedral Symmetry Inspired by Angus one Friday night [Ultimate Solids of Constant Width](https://www.youtube.com/watch?v=fOojOfpcPZM), I thought it would be a great idea to combine the concepts of tetrahedral symmetry and a low...

It is built from a Reuleaux Tetrahedron with the edges replaced by a carefully constructed sphere sweep." - myxibrium I have replaced the sphere sweep code with a directly calculated envelope polyhedron to speed things up a bit. ... More information...

It's built from a Reuleaux Tetrahedron with the edges replaced by a meticulously crafted sphere sweep. I've swapped out the sphere sweep code for a directly calculated envelope polyhedron to give it a bit of a speed boost. ... More details about this...

It is built from a Reuleaux Tetrahedron with the edges replaced by a carefully constructed sphere sweep. I recommend turning off "Automatic Reload and Compile" in OpenSCAD. It may take a long time to compile. Blend and STL files have 3 copies. I...

Let's give the heptagon some love! 7 sides all ready to snap onto some other Polypanels.   --------- What are Polypanels? "Welcome to the world of Polypanels, a system of snap together parts that let you build whatever you want! ...It’s like an...

In a groundbreaking initiative, a flat heptagon is being designed specifically for printing by members of the public as part of a crowd-printing project aimed at benefiting the South African National Council for the Blind. ...This innovative endeavor...

To build a Reuleaux polygon, draw a regular polygon with an odd number of sides - think triangle, pentagon, heptagon, and so on. ...Next, replace each side with an arc whose center is the vertex directly opposite the side being swapped out (note that...

[Reuleaux tetrahedron](https://en.wikipedia.org/wiki/Reuleaux_tetrahedron)

Just a normal Reuleaux triangle/

Not sure how I feel about that... More information and Proof Increasing Levels of Detail segs 1 through 24 Mathematical Details Roberts 2012 After examining the proof by Roberts, we can redefine the required sphere envelope as the set of all points...

Spheroform with Tetrahedral Symmetry Inspired by Angus one Friday night Ultimate Solids of Constant Width. I thought I would combine the ideas of tetrahedral symmetry and a low poly/fast OpenSCAD implementation. Third attempt following OpenSCAD...

Supercharger Setup based on a Reuleaux Tetrahedral Profile. ...Basically, it is a reuleaux version of a trilobed/bilobed displacement pump commonly known in industry as a Roots Blower

A Reuleaux Triangle Rolls Smoothly Like a Circle. ...Check It Out!

The reuleaux triangle is a shape of constant width. ...You can even roll things on top of it, or spin it around in a square frame! More about it here: https://en.wikipedia.org/wiki/Reuleaux_triangle.

Here is the text rewritten in American English with an Flesch-Kincaid score of 100%: Tetrahedral Spheroform with Symmetry I was inspired by Angus's video on Ultimate Solids of Constant Width one Friday night. I wanted to combine tetrahedral symmetry...

A casual exploration of OpenSCAD involves creating a whimsical desktop accessory that is intricately shaped like a Reuleaux triangle.

This is a Reuleaux Triangle that rolls smoothly along its edge just like a perfect Circle, check it out!

Four concentric spheres intersect to form a Reuleaux tetrahedron, their centers anchored at each vertex of a tetrahedral shape.

A Tinkercad creation featuring a Reuleaux sphere/polygon object can be found at this link: https://tinkercad.com/things/6zLrtG3NoLN

Reuleaux polygons are create by intersecting circles, and have constant width. ...You can print them and roll two rulers, they will roll smoothly  https://en.wikipedia.org/wiki/Reuleaux_polygon Built with OpenSCAD (code attached)

A design inspired by the shamrock knot, the Reuleaux triangle and a spirograph pattern with a slight twist printed in gradients only possible with Polyjet printers.