gt68 发表于 2023-9-16 21:48:35

喷管内水蒸汽凝结UDF

请问一下大家,本人在做喷管内水蒸汽凝结问题,需要涉及到液滴的成核和生长率,查找资料时很多文献说需要对模型进行UDF和UDS编译,

气液相质量控制方程如下:
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
成核率:
data:image/png;base64,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
生长率:
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
其中公式中有个r指的是液滴的半径,但是液滴半径是不知道的,在udf中似乎没有找到特定的量,我该如何实现液滴半径的编写。
此外,在fluent中自带一个湿蒸汽模型,里面似乎包含上述公式,但在用湿蒸汽模型模拟时,有一些数据不符合我的预期




jmob 发表于 2023-12-21 19:21:38

课题相关,欢迎交流,你是做冷凝的吗

gt68 发表于 2024-1-16 22:07:38

jmob 发表于 2023-12-21 19:21
课题相关,欢迎交流,你是做冷凝的吗

是的,主要做喷管内水蒸汽蒸发冷凝问题,你有相关经验吗,可以加QQ2778354429聊聊吗
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