Alex
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AlexParticipant
Dear Prof. Mathias,
Many thanks for your hint. I do not use OpenLB, so i will take a look at the book you mentioned.
kind regards,
AlexAlexParticipantDear Julius,
Many thanks for the link!
kind regards,
AlexAlexParticipantDear Prof. Mathias,
Thank you for the link!
kind regards,
AlexAlexParticipantUnfortunately, i could not find the thesis of Dr. Gaedtke. But I found the paper of his with the TRT model for gallium and parafin melting. However, the low Pr treatment is not discussed in this work. If someone encounteres the same problem, you can refer to the work of Bawazeer et. al. [https://doi.org/10.1016/j.ijheatmasstransfer.2019.118562]. The authors added a correction term to the force term in order to make the model stable with low Prandtl numbers.
AlexParticipantMany thanks. I have found that the problem of low and high Pr flow simulation via LBM is partially discussed in [https://doi.org/10.3390/fluids6040148]. As Prof. Mathias noted, relaxation time needs to be non-uniformly treated for the grid points.
AlexParticipantDear Prof. Mathias,
Many thanks for your hints. Grid size variation has no effect on stability. I thought about to capture the moment when crucial error occurs. But what I should do next I don’t know since, for example, in BGK model relaxation time is constant all over the domain. An interesting note that when I apply magnetic field with high Hartmann number, code becomes stable.
kind regards,
AlexAlexParticipantDear Dr. Gaedtke,
Thank you for your response. I strongly agree that turbulence is a 3D process. However, in the case of the differentially heated cavity 2D model is also fine as the first approximation which gives similar patterns to 3D.
I am trying to perform a pseudo-direct numerical simulation to make the model free from empirical constants. What concerns LES, Smagorinsky model works fine in 3D. But Cs significantly affects both the results and numerical stability. BTW, when I did the literature review I read the paper you mentionedkind regards,
AlexAlexParticipantHello Stephan,
Thank you! I will try it
kind regards,
Alex -
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