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Existence and breaking property of real loop-solutions of two nonlinear wave equations
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作者 李继彬 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 2009年第5期537-547,共11页
Dynamical analysis has revealed that, for some nonlinear wave equations, loop- and inverted loop-soliton solutions are actually visual artifacts. The so-called loopsoliton solution consists of three solutions, and is ... Dynamical analysis has revealed that, for some nonlinear wave equations, loop- and inverted loop-soliton solutions are actually visual artifacts. The so-called loopsoliton solution consists of three solutions, and is not a real solution. This paper answers the question as to whether or not nonlinear wave equations exist for which a "real" loopsolution exists, and if so, what are the precise parametric representations of these loop traveling wave solutions. 展开更多
关键词 planar dynamical system breaking wave solution loop-solution nonlinear wave equation
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