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时域有限差分法 FDTD
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对于courant condition 选取时间步和空间步疑问
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对于courant condition 选取时间步和空间步疑问
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rechirson
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发表于: 2010-04-09 15:29:25
由courant condition 知道cdt<=dx , 既然dx=cdt 是magic number 所得的解几乎近似解析解 那为什么通常大家流通的程式码和一般书籍都选用dx=2cdt 甚至其他的系数不用magic numb ..
wYea\^co
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katomo
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发表于: 2010-04-10 14:48:43
看看吧(ZT).
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lE;!TQj:X
(refer to FDTD grid dispersion relation)
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A large Courant number is thus desirable for two reasons. First, the larger the Courant number, the greater the temporal step and hence the more quickly a simulation advances (i.e., each update represents a greater advance in time). Second, the larger the Courant number, the smaller the dispersion error. In one dimension a Courant number of unity is the greatest possible and, since there is no dispersion error with this Courant number, the corresponding time step is known as the magic time-step. Unfortunately a magic time-step does not exist in higher dimensions.
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