An algorithm for generating quasiperiodic patterns and their approximants | Zendy

Eric A. Lord | Zendy; K Ramakrishnan | Zendy; S. Ranganathan | Zendy

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An algorithm for generating quasiperiodic patterns and their approximants

Author(s) -

Eric A. Lord,

K Ramakrishnan,

S. Ranganathan

Publication year - 2000

Publication title -

bulletin of materials science

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.35

H-Index - 72

eISSN - 0973-7669

pISSN - 0250-4707

DOI - 10.1007/bf02706552

Subject(s) - quasiperiodic function , quasicrystal , subspace topology , orthorhombic crystal system , algorithm , hypercube , materials science , blattodea , penrose tiling , mathematics , combinatorics , physics , condensed matter physics , mathematical analysis , optics , diffraction , ecology , cockroach , biology

An algorithm for projecting the interior of a hypercube inN-dimensions on to anm-dimensional subspace has been developed and incorporated into a computer program for generating quasiperiodic and periodic patterns in ann-dimensional subspace. Some aspects of the resulting orthorhombic approximants to Penrose tiling patterns are discussed and illustrated.

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