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The dual of a right prism is a bipyramid.
The shape of the molecule is a distorted trigonal bipyramid.
A zircon crystal is an example of an elongated square bipyramid.
Starting from a trigonal bipyramid, a face is capped.
This is the rotation group of a regular prism, or regular bipyramid.
The term dodecadeltahedron is sometimes used to distinguish the bipyramid from the Platonic solid.
An icosahedron can also be called a gyroelongated pentagonal bipyramid.
A perfect pentagonal bipyramid belongs to the molecular point group D .
Using the standard nomenclature for Johnson solids, an octahedron would be called a square bipyramid.
The dual of the elongated square bipyramid is a pentagonal bifrustum.
Each star bipyramid is the dual of a star polygon based uniform prism.
The vertex figure of each is an irregular bipyramid whose faces are isosceles triangles.
It can also be seen as a dual of a bicone as an infinite-sided bipyramid.
It is topologically identical to the pentagonal bipyramid.
The edge-first orthogonal projection of a 24-cell is an elongated hexagonal bipyramid.
In geometry, the gyroelongated square bipyramid is one of the Johnson solids (J).
The dual of the elongated square bipyramid has 10 faces: 8 trapezoidal and 2 square.
The molecule is a pentagonal bipyramid.
For example, when there are 5 electron pairs surrounding the central atom, the optimal arrangement is a trigonal bipyramid.
If an octagonal bipyramid is to be face-transitive, all faces must be isosceles triangles.
Thus even though the geometry is rarely seen as the ground state, it is accessed by a low energy distortion from a trigonal bipyramid.
For human coagulation factor IX it has been shown that the calcium-ligands form a pentagonal bipyramid.
A bicone can be seen as a polyhedral limiting case of an n-gonal bipyramid where n approaches infinity.
An elongated square bipyramid, similar to Johnson solid J15, allows a self-tessellation of Euclidean space.
A hexagonal bipyramid is a polyhedron formed from two hexagonal pyramids joined at their bases.