文件名称:MATLABEXAMPLE
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one can see that the pattern corresponding to the
finite difference discretization tends to be a banded and highly sparse matrix.
The same pattern of matrix resulting from discretization arises when we deal
with the three-dimensional problem. Figure (2.3) shows the pattern of the matrix
arising when solving the three dimensional Poisson equation using similar finite
difference approximation.
finite difference discretization tends to be a banded and highly sparse matrix.
The same pattern of matrix resulting from discretization arises when we deal
with the three-dimensional problem. Figure (2.3) shows the pattern of the matrix
arising when solving the three dimensional Poisson equation using similar finite
difference approximation.
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下载文件列表
文件名 | 大小 | 更新时间 |
---|---|---|
divcn.m | 474 | 2015-09-03 |
get_coeff_mat.m | 1160 | 2016-01-19 |
get_rhs.m | 252 | 2015-09-03 |
navierStokes.m | 3656 | 2016-01-19 |
plot_results.m | 982 | 2016-01-19 |
pres_poisson.m | 623 | 2016-01-19 |
projectionStep.m | 910 | 2016-01-19 |
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