See tetrakis hexahedron on Wiktionary
Download JSON data for tetrakis hexahedron meaning in All languages combined (4.4kB)
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"ref": "1904, Max Bauer, translated by L. J. Spencer, Precious Stones, volume 1, published 1968, page 154",
"text": "Of the fourteen crystals examined, five were from the Karnul district (four tetrakis-hexahedra and one octahedron with tetrakis-hexahedron), one from Sambalpur (tetrakis-hexahedron with octahedron, four from Panna (much distorted tetrakis-hexahedra), the remaining four said to have come from Simla.",
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"ref": "1909, Marshman Edward Wadsworth, Crystallography: An Elementary Manual for the Laboratory, page 189",
"text": "In the Isometric Tribe can be found the families of the Tetrakis Hexahedrons and Octahedrons, with their various descendants.",
"type": "quotation"
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{
"ref": "1922, Alfred Edwin Howard Tutton, Crystallography and Practical Crystal Measurement, volume 1, page 153",
"text": "The goniometrical angle over the longer edges, that is, the angle between the normals to each pair of faces intersecting in a longer edge, in the cases of the two tetrakis hexahedra most frequently met with, has the following values:",
"type": "quotation"
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{
"ref": "1946, Mineralogical Society of America, Mineralogical Abstracts, volume 9, page 109",
"text": "Not one exhibits plane faces or straight edges, being mostly distorted triakis-octahedra or tetrakis-hexahedra with finely striated curved faces.",
"type": "quotation"
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{
"ref": "2010, Sumudu P. Leelananda, Yaping Feng, Pawel Gniewek, Andrzej Kloczkowski, Robert L. Jernigan, “6: Statistical Contact Potentials in Protein Coarse-Grained Modeling: From Pair to Multi-body Potentials”, in Andrzej Kolinski, editor, Multiscale Approaches to Protein Modeling, page 150",
"text": "Because of this another polyhedron – the tetrakis hexahedron – that has 14 vertices and 24 faces might be also a good model. The tetrakis hexahedron is slightly less regular than an icosahedron.",
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"A Catalan solid that has 24 congruent triangular faces and 36 edges and can be imagined as a cube with a square pyramid on each face."
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"(geometry) A Catalan solid that has 24 congruent triangular faces and 36 edges and can be imagined as a cube with a square pyramid on each face."
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"sense": "cube with a square pyramid on each face",
"word": "dysdakis hexahedron"
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{
"sense": "cube with a square pyramid on each face",
"word": "hextetrahedron"
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{
"sense": "cube with a square pyramid on each face",
"word": "hexatetrahedron"
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{
"sense": "cube with a square pyramid on each face",
"word": "kiscube"
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"sense": "cube with a square pyramid on each face",
"word": "tetrahexahedron"
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"word": "tetrakishexahedron"
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"sense": "polyhedron with 24 triangular faces and 36 edges",
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"word": "tetracisesaedro"
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"word": "tetrakis hexahedron"
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"ref": "1904, Max Bauer, translated by L. J. Spencer, Precious Stones, volume 1, published 1968, page 154",
"text": "Of the fourteen crystals examined, five were from the Karnul district (four tetrakis-hexahedra and one octahedron with tetrakis-hexahedron), one from Sambalpur (tetrakis-hexahedron with octahedron, four from Panna (much distorted tetrakis-hexahedra), the remaining four said to have come from Simla.",
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"ref": "1922, Alfred Edwin Howard Tutton, Crystallography and Practical Crystal Measurement, volume 1, page 153",
"text": "The goniometrical angle over the longer edges, that is, the angle between the normals to each pair of faces intersecting in a longer edge, in the cases of the two tetrakis hexahedra most frequently met with, has the following values:",
"type": "quotation"
},
{
"ref": "1946, Mineralogical Society of America, Mineralogical Abstracts, volume 9, page 109",
"text": "Not one exhibits plane faces or straight edges, being mostly distorted triakis-octahedra or tetrakis-hexahedra with finely striated curved faces.",
"type": "quotation"
},
{
"ref": "2010, Sumudu P. Leelananda, Yaping Feng, Pawel Gniewek, Andrzej Kloczkowski, Robert L. Jernigan, “6: Statistical Contact Potentials in Protein Coarse-Grained Modeling: From Pair to Multi-body Potentials”, in Andrzej Kolinski, editor, Multiscale Approaches to Protein Modeling, page 150",
"text": "Because of this another polyhedron – the tetrakis hexahedron – that has 14 vertices and 24 faces might be also a good model. The tetrakis hexahedron is slightly less regular than an icosahedron.",
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"(geometry) A Catalan solid that has 24 congruent triangular faces and 36 edges and can be imagined as a cube with a square pyramid on each face."
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"sense": "cube with a square pyramid on each face",
"word": "dysdakis hexahedron"
},
{
"sense": "cube with a square pyramid on each face",
"word": "hextetrahedron"
},
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"word": "hexatetrahedron"
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"sense": "cube with a square pyramid on each face",
"word": "kiscube"
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"sense": "cube with a square pyramid on each face",
"word": "tetrahexahedron"
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"word": "tetrakishexahedron"
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"translations": [
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"code": "it",
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"sense": "polyhedron with 24 triangular faces and 36 edges",
"tags": [
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"word": "tetracisesaedro"
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