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PhotosNot tetrahexahedron
5th Jan 2022 19:59 UTCJohan Kjellman Expert
This is rather a trapezohedron - {311} maybe?
cheers
6th Jan 2022 08:22 UTCLukáš Křesina
Lukáš Křesina
6th Jan 2022 09:02 UTCFrank K. Mazdab 🌟 Manager
6th Jan 2022 10:25 UTCLukáš Křesina
Lukáš Křesina
6th Jan 2022 11:07 UTCJosé Zendrera 🌟 Manager
To me these form are deltoidal icositetrahedrons.
Not most frequent {211} but {311} or {411} as said.
Seems there is a mess here...6th Jan 2022 14:00 UTCJohan Kjellman Expert
I think we all agree that it is a trapezohedron (has trapezohedral faces) it is also an icositetrahedron (has 24 faces as also the tetra[kis]hexahedron).
But is it really (also) a deltoidal icositetrahedron? I may be wrong but doesn't that just refer to the very specific form {211}? At least that is the impression I get from reading the wikipedia-link.
cheers
6th Jan 2022 21:58 UTCJosé Zendrera 🌟 Manager
It is true that Wikipedia is not clear about deltoidal icositetrahedron varieties but I suppose it includes any form with 24 faces, 26 vertex and 48 edges
Anyway description of these amazing pyrite photos should be revised for tetrahexahedron mistake and its wrong assumption to {120} form, which corresponds to pyritohedron. Also size or FOV should be specified.
6th Jan 2022 22:42 UTCJohan Kjellman Expert
As I understand it - trapezohedron is a general name, if we stick to the isometric/cubic system, it incorporates {211}, {311},...{hll}. Even more generally it incorporates any polyhedron enclosed by identical trapezohedral faces.
Regarding the Wikipedia-link to the deltoid icositetrahedron and its synonyms it says that the form in geometry "is a Catalan solid" and that it is the dual of the rhombicubeoctahedron. To me, this suggests that it is a "fixed form", and the fact that there are precise angles etc. describing it confirms that. Furthermore, I am now not even certain that integer Miller indices, i.e. rational numbers, suffice to describe it.
Unfortunately, I am neither crystallographer, geometrician nor mathematician enough to resolve this matter.
cheers
6th Jan 2022 13:54 UTCHarold Moritz 🌟 Expert
6th Jan 2022 14:45 UTCMark Holtkamp
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