IMPORTANT !! Please read the question before solving. I am NOT
asking for LU decomposition NOR Gauss siedel method. I am asking
for SECOND ORDER FINITE DIFFERENCE
APPROXIMATION
The goal is to solve the following equation 220 220 + = S ax2 მყe = with the source term S = 10.sin(1 x) sin(ny) on a 1x1 square domain with Dirichlet boundary condition 0 = 0 on all sides. = P2.1. Use second order finite difference approximation to discretize the equation on a uniform grid and find the matrix of coefficients and constants.
The goal is to solve the following equation 220 220 + = S ax2 მყe = with the source term S = 10.sin(1 x) sin(ny) on a 1x
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answerhappygod
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The goal is to solve the following equation 220 220 + = S ax2 მყe = with the source term S = 10.sin(1 x) sin(ny) on a 1x
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