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$$\cos x = \sum\limits_{n = 0}^\infty {\frac{{\left( { - 1} \right)^n x^{2n} }}{{\left( {2n} \right)!}}}$$

Polyhedra and surfaces.

Sunday, 29 June 2008 11:04
Silverlight: Building Advanced 3D Animations with Silverlight 2.0
Virtual Reality Polyhedra
PictureSpice - a website that lets users create printouts of folding polyhedra.


Surfaces, Curves - provides a great set of pictures with functions.


NodeBox | Mark Meyer | Parametric surfaces - very cool walk thru for doing some cool surfaces in NodeBox. (MacOSX python visualization tool)


TetGen: A Quality Tetrahedral Mesh Generator
winmeshview - a simple viewer/converter for 3d models and tetrahedral meshes

voxelizer - floodfilling and distance map generation for 3d surfaces.
Antiprism - Polyhedron Modelling Software - Create, transform, analyse, and visualize polyhedra.
Rheotomic Surfaces | Space Symmetry Structure
Space Symmetry Structure | journeys in the Apeiron -awesome website
Reciprocal force diagram - Grasshopper
Grasshopper 3d - Wikipedia, the free encyclopedia
Grasshopper - algorithmic modeling for Rhino
Rhinoceros 3D - Wikipedia, the free encyclopedia Rhinoceros

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Last Updated on Tuesday, 02 September 2014 19:12