xyt 发表于 2022-12-27 19:00:03

pbm的生长速率udf中solute_mass_frac = C_YI

我按照教程编写了生长速率udf,导入fluent里面后可以成功加载,但是初始化后一计算就有问题,试了一下应该是solute_mass_frac = C_YI(cell, tp, 0)的问题,因为我让solute_mass_frac =0,就可以计算了,感觉应该是C_YI(cell, tp, 0)上午问题,请教一下大家应该怎么改呢
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查看完整版本: pbm的生长速率udf中solute_mass_frac = C_YI