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首页> 外文期刊>Scientific Research and Essays >Exact solutions for the nonlinear KPP equation by using the Riccati equation method combined with the G/G - expansion method
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Exact solutions for the nonlinear KPP equation by using the Riccati equation method combined with the G/G - expansion method

机译:Riccati方程法与G / G展开法结合用于非线性KPP方程的精确解。

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The improved Riccati equation method combined with the improved  - expansion method is an interesting approach to find more general exact solutions of the nonlinear evolution equations in mathematical physics. The objective of this article is to employ this method to construct exact solutions involving parameters of a nonlinear Kolmogorov-Petrovskii-Piskunov (KPP) equation. When these parameters are taken to be special values, the solitary wave solutions, the periodic wave solutions and the rational function solutions are derived from the exact solutions. The proposed method appears to be effective for solving other nonlinear evolution equations in the mathematical physics.  
机译:改进的Riccati方程方法与改进的 -扩展方法相结合是一种有趣的方法,可以找到数学物理学中非线性发展方程的更一般的精确解。本文的目的是采用这种方法来构造涉及非线性Kolmogorov-Petrovskii-Piskunov(KPP)方程参数的精确解。当这些参数取特殊值时,从精确解中导出孤立波解,周期波解和有理函数解。所提出的方法对于解决数学物理学中的其他非线性发展方程似乎是有效的。  

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