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[Natural Convection] "Infinite" velocity field

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Old   September 5, 2015, 18:43
Default [Natural Convection] "Infinite" velocity field
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Vittorio
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Hello everybody. I am a student from Roma, Italy and I am working on my thesis on natural convection. I am almost completely new to CFD and I don't have a strong knowledge in fluid dynamics.

I have difficulties in giving a physical explanation to the velocity field that I obtain in natural convection simulation when I have an object in a large (tall) domain. For large I mean 10+ times the size of the object.

I am try to simulate natural convection in a 2D case. I am using COMSOL software and I am working on different cases, starting from this tutorial: https://www.comsol.it/model/natural-...uum-flask-1448

As you can see in the documentation, I am simulating natural convection using a volume force caused by density variations, the formula is: -g_const*(ht.rho-rho_ref) where ht.rho is the actual value of the density and rho_ref is the density at infinity (boundary).

I can't understand why the velocity field is the one that you can see in the attached image ProblemaCOMSOL. I would expect the velocity to decrease at some point but this doesn't happen.

I am also attaching the plot of the density.

I tried different boundary conditions (normal stress=0, pressure=patm, velocity=0) but I always get similar results. Excluding the area next to the boundary, the velocity doesn't seem to decrease.

I would like to know if anybody has a model of natural convection with a large domain.

I am working with ANSYS Fluent to reproduce similar cases to understand what is happening.

Please let me know what you think. Thanks!
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File Type: jpg ProblemaCOMSOL.jpg (55.4 KB, 22 views)
File Type: jpg Density.jpg (43.1 KB, 20 views)
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Old   April 11, 2016, 14:47
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Kalaa kebira
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Hello,
Have you got any sollution with COMSOL?

I have nearly the same problem in modeling natural convection on COMSOL.
Let me know if you have sollutions.
Best regards.
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Old   April 16, 2016, 08:56
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Dear Vittorio,
The hot air accelerates vertically due to buoyancy. As long as the density difference is present, the flow keeps accelerating or at least maintains the vertical speed.
The flow slows down when the density difference is reduced, but since there is no turbulence this effect is very slow.
Additionally, the flow describes a vertical jet that has no spread. The momentum of the fluid particles moving vertically is not transferred to the surrounding ones. What viscosity are you using?
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