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BIFURCATIONS OF TRAVELLING WAVE SOLUTIONS IN VARIANT BOUSSINESQ EQUATIONS

BIFURCATIONS OF TRAVELLING WAVE SOLUTIONS IN VARIANT BOUSSINESQ EQUATIONS
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摘要 The bifurcations of solitary waves and kink waves for variant Boussinesq equations are studied by using the bifurcation theory of planar dynamical systems. The bifurcation sets and the numbers of solitary waves and kink waves for the variant Boussinesq equations are presented. Several types explicit formulas of solitary waves solutions and kink waves solutions are obtained. In the end, several formulas of periodic wave solutions are presented. The bifurcations of solitary waves and kink waves for variant Boussinesq equations are studied by using the bifurcation theory of planar dynamical systems. The bifurcation sets and the numbers of solitary waves and kink waves for the variant Boussinesq equations are presented. Several types explicit formulas of solitary waves solutions and kink waves solutions are obtained. In the end, several formulas of periodic wave solutions are presented.
出处 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 2006年第6期811-822,共12页 应用数学和力学(英文版)
基金 Project supported by the Applied Basic Research Foundations of Sichuan Province of China (No.05JY029-068-2)
关键词 Hamiltonian system Boussinesq equations BIFURCATION solitary waves solutions kink waves solutions Hamiltonian system Boussinesq equations bifurcation solitary waves solutions kink waves solutions
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