fluent_c 发表于 2021-12-1 20:41:30

Fluent在Z方向限制了厚度=1m吗?DPM计算时只能根据1m来计算吗?这个值改变入射颗粒...

二维时,FluentDPM模型在设置颗粒质量流量时,只能根据Depth=1m进行计算设置吗?我将Depth设置为0.15mm,并且计算时按照Depth=0.15mm进行计算。这两者在喷入时体积分数相等吗?
data:image/png;base64,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
data:image/png;base64,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
页: [1]
查看完整版本: Fluent在Z方向限制了厚度=1m吗?DPM计算时只能根据1m来计算吗?这个值改变入射颗粒...