Differential Geometry and Geometric Structures
Main Page | Staff | Hans Havlicek | Visualisation | Möbius Tetraehedra

Students' Work: Möbius Tetraehedra

Illustration

Each member of a pair of Möbius tetrahedra has all its vertices lying in the planes that are spanned by the faces of the other. In other words, the two tetrahedra are mutually inscribed and circumscibed.
The picture illustrates a particular case: Both tetrahedra are regular and of the same size.

Created by Dominique Schmoldas (2014) using POV-Ray - The Persistance of Vision Raytracer.

Change Image


first previous 103/249 next last

Archimedean Solids
Cockles
Confocal Quadrics
Dupin Cyclides
Elliptic Linear Congruence
Geodesics on a Cone
Helices on a Helicoid
Hyperosculating Spheres
Impossible Objects
Klein Bottle
Knots
Menger Sponge
Möbius Tetrahedra
Pascal's Pyramid
Pipe Surfaces
Planar Sections of a Torus
Platonic Solids
Prince Rupert's Cube
Saddle Surfaces
Schwarz Lanterns
Snails
Spherical Loxodromes
Stationary Points
Striction Curves

Quick Links


Sitemap

External Links


POV-Ray

Copyright © 1996-2016 by Differential Geometry and Geometric Structures. All rights reserved.
Last modified on February 18th, 2016.