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Periodic solutions to ZK-MEW equation in the form Lame equation

机译:形式跛足方程中ZK-MEW方程的定期解

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The periodic solutions to ZK-MEW equation is investigated based on an auxiliary Lame equation and the perturbation method. The periodic solutions to ZK-MEW equation is given in the form of Jacobi functions and expressed by the hyperbolic functions, the trigonometric functions with different modulus m. The results are simply discussed. This method is more powerful to seek the exact solutions of the nonlinear partial differential equations in mathematical physics.
机译:基于辅助跛足方程和扰动方法研究了周期性的ZK-MEW方程。 ZK-MEW方程的周期性解决方案以Jacobi函数的形式给出,并由双曲函数表示,具有不同模数M的三角函数。结果简单地讨论过。该方法更强大地寻求数学物理学中非线性偏微分方程的确切解。

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