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An Application for Nonlinear Partial Differential Equations Involving Mixed Partial Derivatives by Laplace Substitution Method

机译:拉普拉斯替代方法涉及混合局部衍生物的非线性局部微分方程的应用

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In this article, we develop a method to obtain approximate solutions of nonlinear coupled partial di erential equations involving mixed partial derivatives with the help of Laplace Substitution Method (LSM). The technique is based on the application of Laplace transform to nonlinear coupled partial di erential equations. The nonlinear term can easily be handled with the help of Adomian polynomials. We illustrate this technique with the help of three examples and results of the present technique have closed agreement with exact solutions. Key words: Laplace transform, Laplace substitution method, Mixed partial derivatives;
机译:在本文中,我们开发了一种方法,以获得涉及混合部分衍生物的非线性耦合局部二极界方程的近似解,从拉普拉斯替代方法(LSM)。该技术基于Laplace变换在非线性耦合部分Di界等方程的应用。在Adomian多项式的帮助下,可以容易地处理非线性术语。我们在三个例子的帮助下说明了该技术,并且本技术的结果与确切的解决方案结合了。关键词:拉普拉斯变换,拉普拉斯替代方法,混合局部衍生物;

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