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 QR-Fac


Other data

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
URI http://research.asu.edu.eg/handle/12345678/3140


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