首页> 外文期刊>International journal of nonlinear sciences and numerical simulation >Homotopy Perturbation Method for Nonlinear Exponential Boundary Layer Equation using Laplace Transformation, He's Polynomials and Pade Technology He's Polynomials and Pade Technology
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Homotopy Perturbation Method for Nonlinear Exponential Boundary Layer Equation using Laplace Transformation, He's Polynomials and Pade Technology He's Polynomials and Pade Technology

机译:基于Laplace变换,He多项式和Pade技术的非线性指数边界层方程的同伦摄动方法

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摘要

In this article, we proposed a new reliable combination of homotopy perturbation method, Laplace transformation and Pade approximation to obtain the series solution of nonlinear exponential boundary layer equation. The propose method is called homotopy perturbation transform Pade method (HPTPM). The nonlinear term can easily be handled with the help of He's polynomials based on homotopy perturbation method. The proposed method solve exponential boundary layer equation without restrictions on the nonlinear behavior and use Pade approximants to accelerate the convergence of obtained series solution which can be considered as a significant features of the new algorithm over decomposition method.
机译:在本文中,我们提出了一种新的可靠的同伦扰动方法,拉普拉斯变换和帕德逼近相结合的方法,以获得非线性指数边界层方程的级数解。提出的方法称为同伦扰动变换Pade方法(HPTPM)。借助基于同伦摄动法的He多项式,可以轻松地处理非线性项。所提出的方法求解指数边界层方程不受非线性行为的限制,并使用Pade近似值来加快所获得级数解的收敛速度,这可以视为新算法优于分解方法的重要特征。

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