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Application of homotopy perturbation and Adomian decomposition methods for solving an inverse heat problem

机译:同质摄动和Adomian分解方法在求解逆热问题中的应用

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摘要

In this paper, the homotopy perturbation method is proposed to solve an inverse problem of finding an unknown function in parabolic equation with overspecified data. Comparison is made between Adomian decomposition method and the proposed method. It is shown; Adomian decomposition method is equivalent to the homotopy perturbation method in the model problem. To show the efficiency of these methods, several test problems are presented for one-, two- and three-dimensional cases. Comparison of the applied methods with exact solutions reveals that both methods are tremendously effective.
机译:本文提出了一种同伦摄动方法,以解决在抛物线方程中发现超规定数据的未知函数的反问题。比较了Adomian分解方法和提出的方法。如图所示;在模型问题中,Adomian分解方法等效于同伦摄动方法。为了显示这些方法的有效性,针对一维,二维和三维情况提出了几个测试问题。将所应用的方法与精确的解决方案进行比较表明,这两种方法都非常有效。

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