Breaking Traveling Wave Solutions of KadomtsevPetrishvili Equation with Nonlinear Dispersive Terms
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Breaking Traveling Wave Solutions of KadomtsevPetrishvili Equation with Nonlinear Dispersive Terms
Acta Scientiarum Naturalium Universitatis SunYatseniVol. 50, Issue 1, Pages: 34-38(2011)
作者机构:
衡阳师范学院数学与计算科学系,湖南,衡阳,421008
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Published:2011,
Published Online:25 January 2011,
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Breaking Traveling Wave Solutions of KadomtsevPetrishvili Equation with Nonlinear Dispersive Terms. [J]. Acta Scientiarum Naturalium Universitatis SunYatseni 50(1):34-38(2011)
DOI:
Breaking Traveling Wave Solutions of KadomtsevPetrishvili Equation with Nonlinear Dispersive Terms. [J]. Acta Scientiarum Naturalium Universitatis SunYatseni 50(1):34-38(2011)DOI:
Breaking Traveling Wave Solutions of KadomtsevPetrishvili Equation with Nonlinear Dispersive Terms
Bifurcation phase portraits of traveling wave solution for KadomtsevPetrishvili equation with nonlinear dispersive terms are given by using bifurcation theory of dynamical systems. Parametric representations of breaking traveling wave solutions of KadomtsevPetrishvili equation with nonlinear dispersive terms are obtained.