fluent 插入udf之后，无法初始化，求助各位大佬！！！
这是udf代码data:image/png;base64,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
无法初始化
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
本帖最后由 dy1999 于 2022-8-28 11:07 编辑
为啥不显示代码
#include"udf.h"
#include"math.h"
DEFINE_PROFILE(inlet_velocity, thread, i)
{
real x;
real z;
face_t f;
begin_f_loop(f, thread)
{
F_CENTROID(x, f, thread);
z = x;
F_PROFILE(f, thread, i) = 17.910*pow(z / 0.02, 0.1732);
}
end_f_loop(f,thread)
}
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