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August 28, 2019 at 6:05 pm
soloviev
SubscriberHello,
We are currently working on running an MHD model which incorporates the ocean, atmosphere, and seafloor. We found that when running models with the atmosphere, the magnetic signal between the air and sea does not make sense. We are guessing it may be due to the following (found in the Fluent Theory Guide):
For multiphase flows, assuming that the electric surface current at the interface between phases can be ignored, the electric conductivity for the mixture is given by:
(2–28)
where
and
are respectively the electric conductivity and volume fraction of phase
.
is used in solving the induction equations.
Is there a way to incorporate a UDF to implement these ignored terms?
Thanks,
Alex
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October 2, 2019 at 8:31 pm
soloviev
SubscriberHello,
Is there any update to this issue?
Thanks,
Alex -
October 8, 2019 at 3:25 pm
Rob
Ansys EmployeeI think you can do this using a UDF to location the free surface and then do "something" to the electric field, the "how" will be somewhat more difficult, and is beyond what I can do here.
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October 8, 2019 at 4:01 pm
soloviev
SubscriberWe do have a UDF which we implemented, but we didn't see much of a change in the results. Do you know why that might be?
Thanks,
Alex
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October 11, 2019 at 12:02 pm
Rob
Ansys EmployeeCould be it's a function of the shared velocity field in VOF? If you post process the field does the code put enough "stuff" in the right place?
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October 14, 2019 at 8:29 pm
soloviev
SubscriberI actually did not write this, but another member of our team did who has since left. The UDF was written for each component (U, W) of the velocity. Is this what you meant by it being a function of the shared velocity field? Because the way It is written it appears as though its not a function of the shared but rather of the components individually.
Thanks,
Alex
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October 16, 2019 at 3:33 pm
Rob
Ansys EmployeeNo, I was wondering how it interacted with the two phases at the boundary. Unfortunately it's going to be beyond what we can cover on here.
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October 18, 2019 at 3:42 pm
soloviev
SubscriberThank you. I will look into the interaction at the two phases at the boundary.
Thanks,
Alex
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