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Wall treatment problem when y+ < 1 for k-e model |
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January 11, 2017, 11:15 |
Wall treatment problem when y+ < 1 for k-e model
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#1 |
Member
Join Date: Jan 2015
Location: United Kingdom
Posts: 53
Rep Power: 11 |
Hi all,
I am quite puzzled. I had various y+ for k-e realizable which is used with DPM and eulerian wall film. Let begin with 1)y+ approx = 4 2)and y+ approx = 1.6 = 2.3 (Adaptive mesh refinement AMR) 3)Refinement using pre-processor ICEM to obtain y+ = 0.6 So apparently, the wall shear stresses changes with the same model being used. For y+ 4, Enhanced wall treatment. The film thickness is in the same order as that of experimental (paper validation), the same goes to use AMR where the order of film thickness is the same. However, when further refined to be Y+ <1 to be in the valid range of Enhanced wall treatment which is y+ 1. The film thickness is 4 times higher as the shear stresses changes. I am wondering is the y+ <1 is invalid for enhanced wall treatment k-e realizable model? I thought they are insensitive even up to less than 1. I am looking forward to Menter Lechner and k-w models. Could someone shed the light. Thanks JL |
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January 11, 2017, 13:21 |
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#2 |
Senior Member
Lucky
Join Date: Apr 2011
Location: Orlando, FL USA
Posts: 5,751
Rep Power: 66 |
I think you should investigate what's happening with respect to the DPM and eulerian wall film models rather than the EWT and turbulence model. I would focus on the wall film.
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April 26, 2017, 13:46 |
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#3 |
New Member
Martin
Join Date: Apr 2017
Location: Germany
Posts: 26
Rep Power: 9 |
Hi Jeelong,
did you get any further with your question? I am working on a similar topic and would like to know if you found an answer. Thanks in advance Martin |
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April 27, 2017, 13:23 |
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#4 |
Member
Join Date: Jan 2015
Location: United Kingdom
Posts: 53
Rep Power: 11 |
Hi Martin,
It has something to do with my mistake of not switching on the Gravity. As some physics requires gravity which affects the results tremendously. I think for most cases where wall shear stresses need to be accurate. resolving down to y+ = 1 or less than that is necessary (eg K-w models) Kind regards, Jee |
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