Square biantiprismatic ring (EntityTopic, 19)
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| - | The square biantiprismic ring is a member of the infinite family of [[biantiprismic ring]]s, which are 4D CRF polychora. It consists of a 3-membered ring containing two square antiprisms and a cube, flanked by a circle of 4 [[tetrahedra]] and 4 [[square pyramid]]s. | + | <[#ontology [kind topic] [cats Uniform Prism Tapertope Bicupolic_ring]]> |
| - | + | {{STS Shape | |
| - | + | | image=<[#embed [hash DD3GJQSWCEV0G5C4NJJ0G4XFEW] [width 120]]> | |
| + | | dim=4 | ||
| + | | elements=?, ?, ?, ? | ||
| + | | extra={{STS Polytope | ||
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| + | The '''square biantiprismic ring''' is a member of the infinite family of [[biantiprismic ring]]s, which are 4D CRF polychora. It consists of a 3-membered ring containing two square antiprisms and a cube, flanked by a circle of 4 [[tetrahedra]] and 4 [[square pyramid]]s. | ||
== Cartesian coordinates == | == Cartesian coordinates == | ||
Revision as of 22:37, 11 February 2014
The square biantiprismic ring is a member of the infinite family of biantiprismic rings, which are 4D CRF polychora. It consists of a 3-membered ring containing two square antiprisms and a cube, flanked by a circle of 4 tetrahedra and 4 square pyramids.
Cartesian coordinates
Cube:
(±1, ±1, ±1, 0)
Square:
(±sqrt(2), 0, 0, H) (0, ±sqrt(2), 0, H)
where H = sqrt(2*sqrt(2) - 1).
