Asymptotic Properties of the Benjamin-Ono Equation

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概要

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• The asymptotic properties of the Benjamin-Ono (BO) equation are investigated inthe limit of the large similarity parameter. The number density funcction F ( a ) of the BOsolitons, which is defined such that the number of solitons with amplitudes in theinterval (a, *-F-da) is given by F(a)da, is derived by employing the infinite number ofthe conservation laws of the BO equation.It is also shown that the amplitudes of solitons are closely related to the solution ofthe single algebraic equation which is derived from the conservation laws.

• 社団法人日本物理学会の論文
• 1982-02-15

著者

• Matsuno Yoshimasa

  Space System Designing Section Mitsubishi Heavy Industries Ltd. Nagoya Aircraft Works

• Matsuno Yoshimasa

  Space System Desihning Section Mitsubishi Heavy Industries Ltd

• MATSUNO Yoshimasa

  Space Stystem Designing Section,Mitsubishi Heavy Industries,Ltd,Nagoya Aircraft Works

関連論文

• On the Benjamin-One Equation-Method for Exact Solution
• Soliton and Algebraic Equation
• Algebra Related to the N-Soliton Solution of the Benjamin-Ono Equation
• Asymptotic Properties of the Benjamin-Ono Equation
• Note on the Backlund Transformation of the Benjamin-Ono Equation

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