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Two-dimensional Haar wavelet Collocation Method for the solution of Stationary Neutron Transport Equation in a homogeneous isotropic medium

机译:二维各向同性介质中稳态中子输运方程解的二维Haar小波配置方法

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摘要

This paper emphasizes on finding the solution for a stationary transport equation using the technique of Haar wavelet Collocation Method (HWCM). Haar wavelet Collocation Method is efficient and powerful in solving wide class of linear and nonlinear differential equations. Recently Haar wavelet transform has gained the reputation of being a very effective tool for many practical applications. This paper intends to provide the great utility of Haar wavelets to nuclear science problem. In the present paper, two-dimensional Haar wavelets are applied for solution of the stationary Neutron Transport Equation in homogeneous isotropic medium. The proposed method is mathematically very simple, easy and fast. To demonstrate about the efficiency of the method, one test problem is discussed. It can be observed from the computational simulation that the numerical approximate solution is much closer to the exact solution.
机译:本文着重于利用Haar小波配置法(HWCM)来寻找平稳输运方程的解。 Haar小波配点法在求解一类线性和非线性微分方程时有效而强大。最近,Haar小波变换已成为在许多实际应用中非常有效的工具而闻名。本文旨在提供Haar小波在核科学问题中的巨大应用。本文将二维Haar小波应用于均质各向同性介质中的稳态中子输运方程的求解。所提出的方法在数学上非常简单,容易和快速。为了证明该方法的有效性,讨论了一个测试问题。从计算仿真可以看出,数值近似解更接近于精确解。

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