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Normal finite difference method and finite element method are always associate with numerical diffusion or numerical dispersion . Thus a random walk model may be a good choice for this type of problem ( Jeng , 1987 ) .
Normal finite difference method and finite element method are always associate with numerical diffusion or numerical dispersion . Thus a random walk model may be a good choice for this type of problem ( Jeng , 1987 ) .
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1 SYa = exp √2π [ - t 2 · ( 7 ) 22 FINITE DIFFERENCE METHOD WITH MOVING GRID SYSTEM ( THE EXPECTED METHOD ) The finite difference method with a moving grid system is designed in such a way that the solution of this method is the ...
1 SYa = exp √2π [ - t 2 · ( 7 ) 22 FINITE DIFFERENCE METHOD WITH MOVING GRID SYSTEM ( THE EXPECTED METHOD ) The finite difference method with a moving grid system is designed in such a way that the solution of this method is the ...
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m1 ‚ ‚ · √2m · 2k · DF exp [ ] 2 ( 13 ) ( 14 ) where the subscript " e " denotes that the concentration is obtained by the expected method and the diffusion number ( DF ) is defined as E⚫ At / Ax2 . If distinction among different ...
m1 ‚ ‚ · √2m · 2k · DF exp [ ] 2 ( 13 ) ( 14 ) where the subscript " e " denotes that the concentration is obtained by the expected method and the diffusion number ( DF ) is defined as E⚫ At / Ax2 . If distinction among different ...
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