Rhodomesohedron (EntityTopic, 11)
From Hi.gher. Space
(Difference between revisions)
(add) |
m (-space) |
||
| Line 16: | Line 16: | ||
| bowers=Id | | bowers=Id | ||
}}}} | }}}} | ||
| - | |||
The '''rhodomesohedron''' is the [[mesotruncate]] of the [[dodecahedron]] and [[icosahedron]]. It is also called the '''icosidodecahedron''', which is an interesting name as it represents both the number of faces in the polyhedron ('''icosidodeca''' = 32) and also the combination of the two [[regular polytope]]s that can be [[rectified]] to form it ('''icosa'''hedron + '''dodeca'''hedron). | The '''rhodomesohedron''' is the [[mesotruncate]] of the [[dodecahedron]] and [[icosahedron]]. It is also called the '''icosidodecahedron''', which is an interesting name as it represents both the number of faces in the polyhedron ('''icosidodeca''' = 32) and also the combination of the two [[regular polytope]]s that can be [[rectified]] to form it ('''icosa'''hedron + '''dodeca'''hedron). | ||
{{Trishapes}} | {{Trishapes}} | ||
Revision as of 23:22, 11 February 2014
The rhodomesohedron is the mesotruncate of the dodecahedron and icosahedron. It is also called the icosidodecahedron, which is an interesting name as it represents both the number of faces in the polyhedron (icosidodeca = 32) and also the combination of the two regular polytopes that can be rectified to form it (icosahedron + dodecahedron).
| Notable Trishapes | |
| Regular: | tetrahedron • cube • octahedron • dodecahedron • icosahedron |
| Direct truncates: | tetrahedral truncate • cubic truncate • octahedral truncate • dodecahedral truncate • icosahedral truncate |
| Mesotruncates: | stauromesohedron • stauroperihedron • stauropantohedron • rhodomesohedron • rhodoperihedron • rhodopantohedron |
| Snubs: | snub staurohedron • snub rhodohedron |
| Curved: | sphere • torus • cylinder • cone • frustum • crind |
