Quasicrystal
Quasicrystals are physical lattices with translational disorder that retain local, rotational symmetry.
Unlike quasicrystals, 'perfect' crystals have both translational and rotational symmetry, and are always close-packed:
Quasicrystal Examples
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Note in the EDP at left the broad diffraction spots and the diffuse halos surrounding each of the the diffraction spots. Notable also is the presence of mixed symmetries in the diffraction pattern, reflecting the presence of mixed local symmetries in the quasicrystal itself. The diffuse halos are the consequence of the low phase coherence for the atoms that `are not in precise register' in the quasicrystal.
Technological Uses
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See also
[edit | edit source]- w:Aperiodic tiling
- w:Archimedean solid
- w:Fibonacci quasicrystal
- w:Girih tiles
- w:Golden ratio
- w:Icosahedrite
- w:Phason
- w:Tessellation
w:6-cube w:Rhombic_triacontahedron w:orthographic_projection w:Hexeract w:basis_vectors w:Perspective_(visual) w:Rhombic_triacontahedron w:Golden ratio w:Icosahedron structure
Bibliography
[edit | edit source]- "The Nobel Prize in Chemistry 2011: Dan Shechtman". Nobelprize.org. Retrieved 2012-06-12.
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- Andrea Gerlin (5 October 2011). "Tecnion’s Shechtman Wins Nobel in Chemistry for Quasicrystals Discovery". Bloomberg.
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- Wang, N.; Chen, H.; Kuo, K. (1987). "Two-dimensional quasicrystal with eightfold rotational symmetry". Physical Review Letters 59 (9): 1010–1013. Bibcode 1987PhRvL..59.1010W. DOI:10.1103/PhysRevLett.59.1010. PMID 10035936.
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