Solitary Wave in Periodic Nonlinear Lattice
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概要
- 論文の詳細を見る
The behavuour of solitary xvave has been studied numerically in periodic Toda Rat-lice which has alternate Toda potentials with different paranveters. In the numericalcalculation, due to deviations from the ideal Toda lattice, the solitary wave decreasesin propagation, trailing ripple oscillation behind it. Yet, the stability of the wavesdepends on the lattice parameters. A narrow solitary wave compared with the latticeconstant can propagate stably in the periodic lattice under our special condition. Thevalidity of the K-dV approxirnation is examined cc>ncerning tire velocity and width ofa small amplitude solitary wave. The duality of rtonlinear lattice is also discussed.
- 社団法人日本物理学会の論文
- 1990-08-15
著者
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Okada Yasuaki
Graduate School Of Science Osaka University
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Oda Yasukage
Gradnate School Of Science Osaka University
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Watanabe S
Yokohama Yokohama Jpn
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WATANABE Shinsuke
Department of Physics,Faculty of Engineering,Yokohama National University
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Okada Yoshiko
Department of Medical Technology, Nagoya University School of Health Sciences
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Shinsuke Watanabe
Department Of Energy Engineering Faculty Of Engineering Yokohama National University
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Watanabe Shinsuke
Department Of Energy Engineering Faculty Of Engineering Yokohama National University
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Okada Yoshiko
Department Of Energy Engineering Faculty Of Engineering Yokohama National University
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Tanaca H
Institute Of Energy Engineering Faculty Of Engineering Yokohama National University
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TANACA Hiroshi
Department of Energy Engineering,Faculty of Engineering,Yokohama National University
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Tanaca Hiroshi
Department Of Energy Engineering Faculty Of Engineering Yokohama National University
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