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|Faces||4 skew hexagons|
|Dual||double cover of tetrahedron (degenerate)|
The Petrial cube is a regular skew polyhedron. It consists of 4 skew hexagons, and it is the Petrie dual of the cube. It has a Euler characteristic of 0.
Vertex coordinates[edit | edit source]
The coordinates for the vertices of a Petrial cube with unit side length are the same of that as a cube, being located at
Related polyhedra[edit | edit source]
The rectification of the petrial cube is the octahemioctahedron, which is uniform.
External links[edit | edit source]
- Wikipedia Contributors. "Petrie dual".