What does hexakisoctahedron mean?
Hexakisoctahedron means A three-dimensional solid with 48 faces arranged around 9 planes of reflection and 13 rotary axes..
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Pronunciation varies by accent · noun
A three-dimensional solid with 48 faces arranged around 9 planes of reflection and 13 rotary axes..
The second is a hemihedral combination of which no corresponding homohedral variety has been discovered, and no hemihexakisoctahedrons have been found to correspond with the rest of the known hexakisoctahedrons, § 408.
The plagihedral hemihedral forms of the cubis system are, with the exception of those derivable from hexakisoctahedra, undistinguishable from the holohedral forms.
The plane (1 2 3), which is an example of the most general crystal plane in the cubic system because its hkl indices are all different, lies between (1 1 2) and (0 1 1) planes; the 48 planes of the {1 2 3} form make up a hexakisoctahedron.
A crystalline spectrum maps the æsthetic value of all stylistic paragons – from isometric order in classicism to triclinic disorder in modernism: the hexakisoctahedron being most symmetric of all the crystal habits, its thirteen rotary axes & nine reflexive planes, for its four dozen facets, rigidest rhyme scheme – an ideal form driving insane every scientific monk who inhabits its polyhedral cathedrals, almost every organism a bilateral construction divided against itself, almost every organism a bilateral construction divided against itself, almost every particle a planet spinning two times for every sunset.
Use hexakisoctahedron when its meaning, tone and grammar fit the full sentence. A synonym is not always a direct replacement.
Hexakisoctahedron means A three-dimensional solid with 48 faces arranged around 9 planes of reflection and 13 rotary axes..
Common synonyms include hexoctahedron, tetracontaoctahedron.
The opposite depends on the specific sense.
The second is a hemihedral combination of which no corresponding homohedral variety has been discovered, and no hemihexakisoctahedrons have been found to correspond with the rest of the known hexakisoctahedrons, § 408.
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