Soliton Stability to the Davey-Stewartson : I. Equation by the Hirota Method : General Physics

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概要

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• The stability of soliton of the Davey-Stewartson I equation is discussed by the Hirota method. A close relation exists between the periodic soliton resonance and the soliton instability to the transverse disturbances. It is shown that the solutions of periodic soliton resonance describe the nonlinear stage of the instability.

• 社団法人日本物理学会の論文
• 2001-06-15

著者

• Tajiri M

  Osaka Prefecture Univ. Sakai

• Arai T

  Osaka Prefecture Univ. Sakai

• Tajiri Masayoshi

  Department of Mathematical Sciences,College of Engineering,Osaka Prefecture University

• Takeda K

  Kyushu Univ. Fukuoka

• Tajiri Masayoshi

  Department Of Mathematical Sciences Graduate School Of Engineering Osaka Prefecture University

• Koga Tsuyoshi

  Department Of Physics Kyushu University

• ARAI Takahito

  Department of Mathematical Science,College of Engineering,Osaka Prefecture University

• TAKEUCHI Kiyohiro

  Department of Mathematical Sciences, Graduate School of Engineering, Osaka Prefecture University

• Arai Takahito

  Department Of Mathematical Science College Of Engineering Osaka Prefecture University

• Aomine T

  Dept. Of Physics Kyushu Univ.

• Tajiri Masayoshi

  Department Of Applied Physics Faculty Of Engineering University Of Osaka Prefecture

• Koga T

  Department Of Energy Conversion Graduate School Of Engineering Sciences Kyushu Univetsily

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