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TOPIC: OPTION FOR THE DIFFUSION OF TRACERS

OPTION FOR THE DIFFUSION OF TRACERS 9 years 1 week ago #18908

  • zqzuoan
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Yes, I can understand it. But option 1: dT/dt+u.grad(T)-div(vt*grad(T))=0
I cannot understand this. Where is the h?
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OPTION FOR THE DIFFUSION OF TRACERS 9 years 1 week ago #18909

  • jmhervouet
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Hello,

In the term 1/h * div(h*vt*grad(T)) the h outside the divergence term is simplified with the h inside the divergence term. It is wrong mathematically but this is the approximation...

JMH
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OPTION FOR THE DIFFUSION OF TRACERS 9 years 1 week ago #18910

  • zqzuoan
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You mean if option=1, 1/h * div(h*vt*grad(T))=div(vt*grad(T)) in approximation?
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OPTION FOR THE DIFFUSION OF TRACERS 9 years 1 week ago #18911

  • jmhervouet
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Yes, simplifying across the divergence, which neglects a term which is proportional to div(h).
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OPTION FOR THE DIFFUSION OF TRACERS 9 years 1 week ago #18912

  • zqzuoan
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Oh, I see. I cannot understand before when I am reading the mannual. Thank you very much.
So if the source term SM in tracer transport equation is u*T/h, the TEXP in difsou.f is TEXP=u*T/h, the h is indispensable, it is right?
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OPTION FOR THE DIFFUSION OF TRACERS 9 years 1 week ago #18914

  • jmhervouet
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Yes, it is dT/dt+..... = TEXP

JMH
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OPTION FOR THE DIFFUSION OF TRACERS 9 years 1 week ago #18915

  • zqzuoan
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Thank you very much!
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