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2010•Advances in Differential Equations and Control ProcessesRequires access

Fourth Order Accurate Scheme with Multigrid Method for Solving Anisotropic Elliptic Partial Differential Equations

شذا جميل منقل, بثينة سليمان أحمد

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Abstract

In this paper we develop a fourth order finite difference discretization strategy to solve anisotropic elliptic differential equation. We use multigrid V-cycle procedure to built multiscale multigrid method which is similar to the full multigrid method. Numerical result are given to illustrate the efficiently of this method

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What this paper is about

In this paper we develop a fourth order finite difference discretization strategy to solve anisotropic elliptic differential equation. We use multigrid V-cycle procedure to built multiscale multigrid method which is similar to the full multigrid method. Numerical result are given to illustrate the efficiently of this method

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Available abstract

In this paper we develop a fourth order finite difference discretization strategy to solve anisotropic elliptic differential equation. We use multigrid V-cycle procedure to built multiscale multigrid method which is similar to the full multigrid method. Numerical result are given to illustrate the efficiently of this method

Key concepts: Multigrid method, Discretization, Partial differential equation, Elliptic partial differential equation, Mathematics, Applied mathematics, Numerical partial differential equations, Mathematical analysis

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