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The polyhedra_supported function returns a set of names of polyhedra supported by the function plots[polyhedraplot].

To perform computations with polyhedra, use the commands from the geom3d package. Information on the types of polyhedra supported in the geom3d package can be found on geom3d/polyhedra .

$\mathrm{with}\left(\mathrm{plots}\right)\:$

$\mathrm{polyhedra\_supported}\left(\right)$

$\left\{\mathrm{DecagonalPrism}\,\mathrm{HexagonalPrism}\,\mathrm{OctagonalPrism}\,\mathrm{PentagonalPrism}\,\mathrm{SnubCube}\,\mathrm{SnubDisphenoid}\,\mathrm{SquareAntiprism}\,\mathrm{SquareCupola}\,\mathrm{SquarePyramid}\,\mathrm{TriangularPrism}\,\mathrm{bilunabirotunda}\,\mathrm{cuboctahedron}\,\mathrm{dodecahedron}\,\mathrm{echidnahedron}\,\mathrm{hexahedron}\,\mathrm{icosahedron}\,\mathrm{octahedron}\,\mathrm{sphenocorona}\,\mathrm{tetrahedron}\,\mathrm{AugmentedDodecahedron}\,\mathrm{AugmentedHexagonalPrism}\,\mathrm{AugmentedSphenocorona}\,\mathrm{AugmentedTruncatedCube}\,\mathrm{DecagonalAntiprism}\,\mathrm{ElongatedSquareCupola}\,\mathrm{ElongatedSquarePyramid}\,\mathrm{GreatDodecahedron}\,\mathrm{GreatIcosahedron}\,\mathrm{HexagonalAntiprism}\,\mathrm{HexakisIcosahedron}\,\mathrm{HexakisOctahedron}\,\mathrm{OctagonalAntiprism}\,\mathrm{PentagonalAntiprism}\,\mathrm{PentagonalCupola}\,\mathrm{PentagonalDipyramid}\,\mathrm{PentagonalGyrobicupola}\,\mathrm{PentagonalOrthobicupola}\,\mathrm{PentagonalPyramid}\,\mathrm{PentagonalRotunda}\,\mathrm{PentakisDodecahedron}\,\mathrm{RhombicDodecahedron}\,\mathrm{RhombicTriacontahedron}\,\mathrm{SnubDodecahedron}\,\mathrm{SnubSquareAntiprism}\,\mathrm{SquareGyrobicupola}\,\mathrm{SquareOrthobicupola}\,\mathrm{TetrakisHexahedron}\,\mathrm{TriakisIcosahedron}\,\mathrm{TriakisOctahedron}\,\mathrm{TriangularCupola}\,\mathrm{TriangularDipyramid}\,\mathrm{TriangularOrthobicupola}\,\mathrm{TruncatedCuboctahedron}\,\mathrm{TruncatedDodecahedron}\,\mathrm{TruncatedHexahedron}\,\mathrm{TruncatedIcosahedron}\,\mathrm{TruncatedOctahedron}\,\mathrm{TruncatedTetrahedron}\,\mathrm{disphenocingulum}\,\mathrm{hebesphenomegacorona}\,\mathrm{icosidodecahedron}\,\mathrm{octahemioctahedron}\,\mathrm{sphenomegacorona}\,\mathrm{tetrahemihexahedron}\,\mathrm{AugmentedPentagonalPrism}\,\mathrm{AugmentedTriangularPrism}\,\mathrm{AugmentedTruncatedDodecahedron}\,\mathrm{AugmentedTruncatedTetrahedron}\,\mathrm{BiaugmentedPentagonalPrism}\,\mathrm{BiaugmentedTriangularPrism}\,\mathrm{BiaugmentedTruncatedCube}\,\mathrm{ElongatedPentagonalCupola}\,\mathrm{ElongatedPentagonalDipyramid}\,\mathrm{ElongatedPentagonalGyrobicupola}\,\mathrm{ElongatedPentagonalPyramid}\,\mathrm{ElongatedPentagonalRotunds}\,\mathrm{ElongatedSquareDipyramid}\,\mathrm{ElongatedSquareGyrobicupola}\,\mathrm{ElongatedTriangularCupola}\,\mathrm{ElongatedTriangularDipyramid}\,\mathrm{ElongatedTriangularGyrobicupola}\,\mathrm{ElongatedTriangularPyramid}\,\mathrm{GreatRhombicuboctahedron}\,\mathrm{GreatRhombiicosidodecahedron}\,\mathrm{GreatStellatedDodecahedron}\,\mathrm{GyrateRhombicosidodecahedron}\,\mathrm{GyroelongatedPentagonalBicupola}\,\mathrm{GyroelongatedPentagonalCupola}\,\mathrm{GyroelongatedPentagonalPyramid}\,\mathrm{GyroelongatedPentagonalRotunda}\,\mathrm{GyroelongatedSquareBicupola}\,\mathrm{GyroelongatedSquareCupola}\,\mathrm{GyroelongatedSquareDipyramid}\,\mathrm{GyroelongatedSquarePyramid}\,\mathrm{GyroelongatedTriangularBicupola}\,\mathrm{GyroelongatedTriangularCupola}\,\mathrm{MetabiaugmentedDodecahedron}\,\mathrm{MetabiaugmentedHexagonalPrism}\,\mathrm{MetabidiminishedIcosahedron}\,\mathrm{ParabiaugmentedDodecahedron}\,\mathrm{ParabiaugmentedHexagonalPrism}\,\mathrm{PentagonalGyrocupolarotunda}\,\mathrm{PentagonalHexecontahedron}\,\mathrm{PentagonalIcositetrahedron}\,\mathrm{PentagonalOrthobirotunda}\,\mathrm{PentagonalOrthocupolarontunda}\,\mathrm{SmallRhombicuboctahedron}\,\mathrm{SmallRhombiicosidodecahedron}\,\mathrm{SmallStellatedDodecahedron}\,\mathrm{TrapezoidalHexecontahedron}\,\mathrm{TrapezoidalIcositetrahedron}\,\mathrm{TriangularHebesphenorotunda}\,\mathrm{TriaugmentedDodecahedron}\,\mathrm{TriaugmentedHexagonalPrism}\,\mathrm{TriaugmentedTriangularPrism}\,\mathrm{TridiminishedIcosahedron}\,\mathrm{TrigyrateRhombicosidodecahedron}\,\mathrm{TruncatedIcosidodecahedron}\,\mathrm{DiminishedRhombicosidodecahedron}\,\mathrm{ElongatedPentagonalGyrobirotunda}\,\mathrm{ElongatedPentagonalOrthobicupola}\,\mathrm{ElongatedPentagonalOrthobirotunda}\,\mathrm{ElongatedPentagonalOrthocupolarotunda}\,\mathrm{ElongatedTriangularOrthobicupola}\,\mathrm{GyroelongatedPentagonalBirotunda}\,\mathrm{GyroelongatedPentagonalCupolarotunda}\,\mathrm{MetabiaugmentedTruncatedDodecahedron}\,\mathrm{MetabidiminishedRhombicosidodecahedron}\,\mathrm{MetabigyrateRhombicosidodecahedron}\,\mathrm{ParabiaugmentedTruncatedDodecahedron}\,\mathrm{ParabidiminishedRhombicosidodecahedron}\,\mathrm{ParabigyrateRhombicosidodecahedron}\,\mathrm{TriaugmentedTruncatedDodecahedron}\,\mathrm{TridiminishedRhombicosidodecahedron}\,\mathrm{BigyrateDiminishedRhombicosidodecahedron}\,\mathrm{GyrateBidiminishedRhombicosidodecahedron}\,\mathrm{MetagyrateDiminishedRhombicosidodecahedron}\,\mathrm{ParagyrateDiminishedRhombicosidodecahedron}\right\}$

$\mathrm{polyhedraplot}\left(\left[0\,0\,0\right]\,\mathrm{polytype}=\mathrm{TriakisIcosahedron}\,\mathrm{scaling}=\mathrm{constrained}\right)$

$\mathrm{polyhedraplot}\left(\left[0\,0\,0\right]\,\mathrm{polytype}=\mathrm{SquareOrthobicupola}\,\mathrm{scaling}=\mathrm{constrained}\right)$

$\mathrm{polyhedraplot}\left(\left[0\,0\,0\right]\,\mathrm{polytype}=\mathrm{GyroelongatedPentagonalPyramid}\,\mathrm{scaling}=\mathrm{constrained}\right)$