Bifurcations of traveling wave solutions in the N-coupled nonlinear Klein-Gordon equations

机译：N耦合非线性Klein-Gordon方程中行波解的分支

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Using the qualitative theory of planar dynamical systems, the N-coupled nonlinear Klein-Gordon equations were studied. It was proved that the system possesses the solutions of the solitary wave, kink wave, anti kink wave and periodic wave, and then the conditions of the corresponding parameter and explicit solutions were given.

机译：利用平面动力学系统的定性理论，研究了N耦合非线性Klein-Gordon方程。证明了该系统具有孤立波，扭结波，反扭结波和周期波的解，然后给出了相应参数的条件和显式解。

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《第五届国际非线性力学会议论文集》|2007年|1403-1409|共7页
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Si-sheng Yao; Yu-guang Xu;
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Bifurcations of traveling wave solutions in the N-coupled nonlinear Klein-Gordon equations

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