SUBTRIHEDRAL Meaning and
Definition
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Subtrihedral is an adjective that refers to a geometric shape or structure that exhibits certain properties characteristic of a regular polyhedron, but with some triangular faces replaced by other polygonal faces. The term is derived from the combination of "sub-" meaning "below" or "less than" and "trihedral" which denotes a solid object with three plane faces intersecting at a single edge.
In specific terms, subtrihedral objects possess a polyhedral shape with some triangular faces substituted by quadrilateral or polygonal faces of different shapes. This modification alters the regularity of the polyhedron, as the angles and symmetry become more complex due to the replacement of the original equilateral triangles. The remaining faces, however, still retain their original properties, such as being convex or concave.
Subtrihedral structures can be found in various fields such as crystallography, where minerals and crystals may possess faces that deviate from the typical triangular shape seen in regular polyhedra. This deviation can be caused by growth patterns, impurities, or external factors affecting the crystal formation. In architecture and design, the concept of subtrihedral shapes can be utilized to create visually interesting and unique structures that deviate from the typical regular forms.
Overall, the term subtrihedral describes an object or structure that exhibits properties of a regular polyhedron, but with some triangular faces replaced by other polygonal faces, resulting in a modified and less symmetrical form.
Common Misspellings for SUBTRIHEDRAL
- aubtrihedral
- zubtrihedral
- xubtrihedral
- dubtrihedral
- eubtrihedral
- wubtrihedral
- sybtrihedral
- shbtrihedral
- sjbtrihedral
- sibtrihedral
- s8btrihedral
- s7btrihedral
- suvtrihedral
- suntrihedral
- suhtrihedral
- sugtrihedral
- subrrihedral
- subfrihedral
- subgrihedral
- subyrihedral
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