Statistical Properties of Electrical Resistance in a Both-Infinite Fibonacci Lattice
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概要
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An ensemble consisting of equal-sized samples which are cut from a both-infiniteFibonacci lattice is studied. Using the ensemble and the Landauer formula, the sam-pie-averaged resistance and the variance are calculated numerically as a function ofsample size at the band center of a tight-binding off-diagonal Fibonacci model. Thecharacteristic power exponents, which are found in the sample-size dependence of thesample-averaged quantities, are derived analytically.[quasi crystal, Fibonacci lattice, resistance, Landauer formula, tight-binding l[ model, band center, six cycle, theory1
- 社団法人日本物理学会の論文
- 1991-08-15
著者
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Goda Masaki
Graduate School Of Science And Technology Niigata University
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Goda Masaki
Graduate School Of Science And Technology Niigata University:faculty Of Engineering Niigata Universi
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KUBO Haruhiko
Graduate School of Science and Technology,Niigata University
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Kubo Haruhiko
Graduate School Of Science And Technology Niigata University
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