首页|Strip method to construct a two-dimensional quasilattice with eight-fold symmetry
Strip method to construct a two-dimensional quasilattice with eight-fold symmetry
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Based on the substitution rule and symmetry,we propose a method to generate an octagonal quasilattice consisting of square and rhombus tiles.Local configurations and Ammann lines are used to guide the growth of the tiles in a quasiperiodic order.The structure obtained is a perfect eight-fold symmetric quasilattice,which is confirmed by the radial distribution function and the diffraction pattern.
NETL
NSTL
万方数据
