ing 发表于 2021-11-29 09:46:11

Burns et al. Model

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请教一下,在Multiphase (Eulerian)|Phase Interactions|Turbulent Dispersion|Burns et al. Model中 σpq(默认为0.9)可以改动吗,应该怎么改动呢?


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查看完整版本: Burns et al. Model