3-6 duoprism

Uniform 3-6 duoprisms

Schlegel diagrams
TypePrismatic uniform polychoron
Schläfli symbol{3}×{6}
Coxeter–Dynkin diagram
Cells3 hexagonal prisms,
6 triangular prisms
Faces12 squares,
3 hexagons,
6 triangles
Edges36
Vertices18
Vertex figureDigonal disphenoid
Symmetry[3,2,6], order 36
Dual3-6 duopyramid
Propertiesconvex, vertex-uniform

In geometry of 4 dimensions, a 3-6 duoprism, a duoprism and 4-polytope resulting from the Cartesian product of a triangle and a hexagon.

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3-6 duopyramid

dual uniform 3-6 duopyramid
Typeduopyramid
Schläfli symbol{3}+{6}
Coxeter-Dynkin diagram
Cells18 digonal disphenoids
Faces36 isosceles triangles
Edges27 (18+3+6)
Vertices9 (3+6)
Symmetry[3,2,6], order 36
Dual3-6 duoprism
Propertiesconvex, facet-transitive

The dual of a 3-6 duoprism is called a 3-6 duopyramid. It has 18 tetragonal disphenoid cells, 36 isosceles triangular faces, 27 edges, and 9 vertices.


Orthogonal projection

See also

Notes

    References

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