Analysis of the System of Linear Algebraic Equations Arising from the Solution of Some Plane Boundary-Value Problems in a Rectangular Region when using the Boundary Fourier Expansion Method

Wael Mahmoud Mohamed Mohamed Ali;

Abstract


We have investigated four different systems of linear algebraic equations arising from plane singular boundary-value problems for Laplace’s equation in rectangular regions, with the aim of comparing the efficiency of three methods of solution: the
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Title Analysis of the System of Linear Algebraic Equations Arising from the Solution of Some Plane Boundary-Value Problems in a Rectangular Region when using the Boundary Fourier Expansion Method
Authors Wael Mahmoud Mohamed Mohamed Ali
Keywords Analysis of the System of Linear Algebraic Equations Arising from the Solution of Some Plane Boundary-Value Problems in a Rectangular Region when using the Boundary Fourier Expansion Method
Issue Date 2010
Description 
We have investigated four different systems of linear algebraic equations arising from plane singular boundary-value problems for Laplace’s equation in rectangular regions, with the aim of comparing the efficiency of three methods of solution: the
QR-Fac

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Analysis of the System of Linear Algebraic Equations Arising from the Solution of Some Plane Boundary-Value Problems in a Rectangular Region when using the Boundary Fourier Expansion Method


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