Numerical Evidence of the Existence of Approximate Kink-Antikink States and Breather-Like Modes in Sine-Form Discrete Double Sine-Gordon Equation
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概要
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A numerical study of kink-antikink head-on collision is made for sin(u_<n+1> - u_n) - sin(u_n - u_<n-1>) - u_n=0.1[sin u_n - ηsin(2u_n)] to show that (？) the kinks preserve their identity after collision with scanty ripples for η=-0.1 and (？) breather-1ike modes appear for η=0.1.
- 理論物理学刊行会の論文
- 1985-09-25
著者
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小山 照夫
学術情報センター
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Takeno Shozo
Department Of Information Systems Faculty Of Information Science Osaka Institute Of Technology
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Homma Shigeo
Department Of Applied Physics Faculty Of Engineering Nagoya University
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Takeno Shozo
Department Of General Education Osaka Institute Of Technology
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Takeno Shozo
Department of Physics, Faculty of Engineering and Design Kyoto Institute of Technology
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HOMMA Shigeo
Department of Applied Physics, Nagoya University
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