Aperiodic crystals: from modulated phases to quasicrystals


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The minimum number of basis vectors is the rank of the vector module. If the rank n is larger than the space dimension, the structure is not periodic, but aperiodic. There are four classes of aperiodic structures, but these classes have an overlap:.

Ted Janssen, Gervais Chapuis, and Marc de Boissieu

Online Dictionary of Crystallography. Applications There are four classes of aperiodic structures, but these classes have an overlap: incommensurately modulated crystal phases See incommensurate modulated crystal phases , incommensurate composite structures See incommensurate composites , quasicrystals see quasicrystals , and incommensurate magnetic structures See incommensurate magnetic structures.

Quasicrystals Vs Crystals

Search my Subject Specializations: Select Users without a subscription are not able to see the full content. More Until the s, all materials studied consisted of periodic arrays of unit cells, or were amorphous.

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Quasicrystals and Geometry

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Aperiodic crystals: from modulated phases to quasicrystals Aperiodic crystals: from modulated phases to quasicrystals
Aperiodic crystals: from modulated phases to quasicrystals Aperiodic crystals: from modulated phases to quasicrystals
Aperiodic crystals: from modulated phases to quasicrystals Aperiodic crystals: from modulated phases to quasicrystals
Aperiodic crystals: from modulated phases to quasicrystals Aperiodic crystals: from modulated phases to quasicrystals
Aperiodic crystals: from modulated phases to quasicrystals Aperiodic crystals: from modulated phases to quasicrystals

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