- In geometry, the
elongated square gyrobicupola is a
polyhedron constructed by two
square cupolas attaching onto the
bases of
octagonal prism, with one...
-
result is an orthobicupola; if
squares are
attached to
triangles it is a
gyrobicupola.
Cupolae and
bicupolae categorically exist as
infinite sets of polyhedra...
- In geometry, the
square gyrobicupola is one of the
Johnson solids (J29). Like the
square orthobicupola (J28), it can be
obtained by
joining two square...
- In geometry, the
pentagonal gyrobicupola is one of the
Johnson solids (J31). Like the
pentagonal orthobicupola (J30), it can be
obtained by
joining two...
- In geometry, the
elongated triangular gyrobicupola is a
polyhedron constructed by
attaching two
regular triangular cupolas to the base of a
regular hexagonal...
- rhombitetratetrahedron. With D3d symmetry,
order 12, it is a
triangular gyrobicupola. The
cuboctahedron has four
special orthogonal projections, centered...
- Johnson's list was complete. Of the
Johnson solids, the
elongated square gyrobicupola (J37), also
called the pseudorhombicuboctahedron, is
unique in being...
-
pentagonal gyrobicupola is one of the
Johnson solids (J39). As the name suggests, it can be
constructed by
elongating a
pentagonal gyrobicupola (J31) by...
- Grünbaum (2009)
observed that a 14th polyhedron, the
elongated square gyrobicupola (or pseudo-rhombicuboctahedron),
meets a
weaker definition of an Archimedean...
-
pentagonal orthobicupola Elongated gyrobicupola J36 J37 J39
Elongated triangular gyrobicupola Elongated square gyrobicupola (pseudorhombicuboctahedron) Elongated...
