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Saddle Polyhedra
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Saddle polyhedra have contoured saddle-shaped faces that allow for interesting 3D tilings. This collection contains a sample of saddle polyhedra that are interesting and well suited for 3D printing. It is not a complete set, and I would be happy to post links to others that are posted.
There doesn’t seem to be a lot of agreement on naming saddle polyhedra. The names used here are not necessarily the “official” ones, but you can dig a bit deeper with the links provided.
Adamantane: This four-sided shape is derived from the diamond net. It can also be formed by starting with a rhombic dodecahedron, selecting four triads of faces that share a vertex, and forming a saddle from the skew hexagon that bounds the triads. (http://rcsr.net/polyhedra/ada)
Double Adamantane: Two adamantane units stuck together. You can also make a saddle polyhedron by cutting an adamantane in half.
Rhombic Dodecahedron Cluster: Related to the adamantane polyhedral. Formed by starting with a cluster of
There doesn’t seem to be a lot of agreement on naming saddle polyhedra. The names used here are not necessarily the “official” ones, but you can dig a bit deeper with the links provided.
Adamantane: This four-sided shape is derived from the diamond net. It can also be formed by starting with a rhombic dodecahedron, selecting four triads of faces that share a vertex, and forming a saddle from the skew hexagon that bounds the triads. (http://rcsr.net/polyhedra/ada)
Double Adamantane: Two adamantane units stuck together. You can also make a saddle polyhedron by cutting an adamantane in half.
Rhombic Dodecahedron Cluster: Related to the adamantane polyhedral. Formed by starting with a cluster of
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