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December 30, 2022 at 1:32 am
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January 3, 2023 at 3:35 pm
Rob
Forum ModeratorIf the flow is symmetric why not model half of the domain and then mirror the result in the post processing?Â
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January 4, 2023 at 1:58 am
Van Toan Nguyen
SubscriberThank you for your reply.
Actually, the domain is not symmetric (the inside domain is more complicated and not shown here), just boundaries are symmetric.
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January 4, 2023 at 9:38 am
Rob
Forum ModeratorOK. So, inlet is known, outlet is unknown, and outlet-velocity is unknown but equal? In the real system, how does an asymmetric device connected to two somethings give an equal flow out of each side? Is the flow single phase and incompressible?Â
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January 4, 2023 at 12:23 pm
Van Toan Nguyen
SubscriberThe outlet (top) is known. The relation between the left- and right- sides is as shown. The flow is two-phase and incompressible.
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January 4, 2023 at 4:14 pm
Rob
Forum ModeratorWhich multiphase model?Â
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January 5, 2023 at 1:07 am
Van Toan Nguyen
SubscriberYes. The bubbles from inlet escape from outlet. Therefore, there are only single phase for two sides.
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January 5, 2023 at 10:05 am
Rob
Forum ModeratorAll gas at the top, or a mix? My concern here is the answer may become too detailed for the forum, or your problem has too many constraints to be computationally sensible.Â
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January 5, 2023 at 10:16 am
Van Toan Nguyen
SubscriberThere is the mixture (gas- and liquid phase) at the top. The problem is that flow pattern at the both sides should be keep as if they are mirrored by each other. When I used the transitional periodic condittion, the flows are in the same direction. Maybe I will try with UDFs.
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January 5, 2023 at 10:29 am
Rob
Forum ModeratorPeriodic has some limiations with multiphase, and will keep the same direction vector to the flow (ie +x) rather than -x and +x depending on which side of the domain. Not sure you can have the same flow in reality as the phases may interact differently, but will leave that for you to consider. UDFs may work, but could also make the model unstable as you may excite any oscillatons in the flowfield.Â
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- The topic ‘Combination of translational periodic and symmetry boundary conditions_Fluent’ is closed to new replies.
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