Electronic Structure of Generalized Fibonacci Lattices.I.Invariant,Quasi-Invariant and Cyclic Orbits

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概要

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• Dynamical trace-map of the tight-binding model is investigated by generalizing thestacking rule of the Fibonacci lattice. The recurrence relation is defined by D(n -F- 1)D (n)'D(n - 1 )' for positive integers p and q, where D (o) is the atomic sequence ofthe n-Lh generation. The structure of the dynamical trace-map is analyzed in terms ofthe invariant and the quasi-invariant of the map. Characteristic features of the wavefunction, local density of states and the average density of states are analyzed.

• 社団法人日本物理学会の論文
• 1991-10-15

著者

• Inoue Masahiro

  Institute for Materials Research, Tohoku University

• Inoue M

  Riken Brain Sci. Inst. Saitama

• Miyazaki H

  Tohoku Univ. Sendai

• Miyazaki Hiroshi

  Department Of Cardiology Kyoto First Red Cross Hospital

• Takemori T

  Institute Of Applied Physics University Of Tsukuba

• Takemori Tadashi

  Institute Of Applied Physics University Of Tsukuba

• Inoueu Masato

  Laboratory For Mathematical Neuroscience Riken Brain Science Institute : Department Of Otolaryngolog

• Miyazaki H

  Department Of Hematology Kumamoto University School Of Medicine

• Miyazaki Hiroshi

  Department Applied Physics Tohoku University

• INOUE Masasi

  Department of Material Science, Faculty of Science, Hiroshima University

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