Exact Explode-Decay Soliton Solutions of a Cylindrical Higher-Order Water-Wave Equation

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概要

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• We rresent a neneralization of the cvlindrical KdV ectuation. The new equationhas been shown to be comr>Ietelv intesrable soliton ecnuation. We have found theexact exrlode-deca>' soliton solutions to the ectuation. The soliton is written barthe Bessel function. This asrees with the r>revious conjecture that the 24 1 an-mensional explode-decay solitons are always written by the special function suchas Bessel function.

• 社団法人日本物理学会の論文
• 1985-06-15

著者

• Nakamura Akira

  Physics Laboratory Faculty Of Industrial Arts Kyoto Technical University

関連論文

• Exact Explode-Decay Soliton Solutions of a Cylindrical Higher-Order Water-Wave Equation
• Backlund Transformation of the Cylindrical KdV Equation
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• A Direct Method of Calculating Periodic Wave Solutions to Nonlinear Evolution Equations. I. : Exact Two-Periodic Wave Solution

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