Square tiling prism
Jump to navigation Jump to search
|Square tiling prism|
|Cells||MN cubes, 2 square tilings|
|Vertex figure||Square pyramid|
|Dual||Square tiling tegum|
The square tiling prism or cubic slab honeycomb is a prismatic uniform honeycomb of the Euclidean plane. It consists of 2 square tilings and ∞ cubes. Each vertex joins 1 square tiling and 4 cubes. It is a prism based on the square tiling.
It appears as a segment of the cubic honeycomb.
Vertex coordinates[edit | edit source]
A square tiling prism of edge length 1 has vertex coordinates given by, where range over the integers:
Semi-uniform variant[edit | edit source]
The apeirogonal prism has a semi-uniform variant of the form x y4o4o that maintains its full symmetry. This variant uses square prisms as its sides.
External links[edit | edit source]
- Wikipedia Contributors. "Convex uniform honeycomb#Frieze forms".