A two-dimensional quasicrystal pattern with an eight-fold rotational axis has been found by N. Wang et al. (Phys. Rev. Lett., 59(1987), 1010). It is obvious that one-dimensional quasilattice with eight-fold rotational...A two-dimensional quasicrystal pattern with an eight-fold rotational axis has been found by N. Wang et al. (Phys. Rev. Lett., 59(1987), 1010). It is obvious that one-dimensional quasilattice with eight-fold rotational symmetry cannot be determined by Fibonacci sequence. The authors have derived a new kind展开更多
文摘A two-dimensional quasicrystal pattern with an eight-fold rotational axis has been found by N. Wang et al. (Phys. Rev. Lett., 59(1987), 1010). It is obvious that one-dimensional quasilattice with eight-fold rotational symmetry cannot be determined by Fibonacci sequence. The authors have derived a new kind
