Posts with the keyword snub

Coding the Snub Dodecahedron

An Archimedean solid is a convex isogonal (vertex-transitive) and nonprismatic solid that is composed of two or more regular polygonal faces. There are thirteen such solids in geometry. Coding the snub dodecahedron study aims to generate one of these solids, composed of 12 regular pentagons, and 80 regular triangles. You can generate the snub dodecahedron by expanding and twisting the faces of a dodecahedron outward. This also creates rhombicosidodecahedron, which […]

Grasshopper | Polyhedra || archimedean solid | dodecahedron | snub
March 25, 2024

Snub Square Surface

For the last 10 days, I’ve been searching for a proper algorithm for representing surfaces using planar shapes. It is obvious that triangulation is an answer but there is an interesting research topic of planar remeshing using shapes other than quads, hexagons, or any other regular polygons. Especially in computer graphics, such things refer to the optimization of models to decrease the load of GPUs. In the Grasshopper community, this […]

Grasshopper | Surface Constructions || planar | plane | snub | square | tessellation
February 20, 2013

 

 

 

 

 

 

 

 

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