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Calculating Cd of disk

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Old   July 10, 2017, 18:07
Default Calculating Cd of disk
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Hello. New here and also to CFD. I created symmetrical 3d geometry with cylindrical fluid domain and with half of disc inside. I'm trying to measure Cd with laminar flow. during calculation I got periodical residuals and also Cd. I tried with increasing boundary layers and thickness on the front side of disc but still it oscillates. What else can I do? I started calculation with Standard pressure equation and first order upwind momentum. Reference values are ok. But how can I improve mesh more?


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Old   July 10, 2017, 18:29
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What about the Re number? depending on the value you can get laminar but oscillating solution.
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Old   July 10, 2017, 18:31
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What about the Re number? depending on the value you can get laminar but oscillating solution.
I have specified RE values to observe CD
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Old   July 10, 2017, 18:35
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Is the solution steady for Re<10?
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Old   July 11, 2017, 04:33
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Is the solution steady for Re<10?
yep solution is converged. But i have experimental data with the lowest value of Re = 100. (i need to compare with experimental data)
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Old   July 11, 2017, 04:38
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I strongly suspect that at Re=100 you do not have a physical steady solution
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Old   July 11, 2017, 05:03
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Quote:
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I have specified RE values to observe CD
What is the Re for the case that is giving you oscillating solution??

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Old   July 11, 2017, 05:06
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Quote:
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Is the solution steady for Re<10?
Prof. Denaro,

Why did you specifically ask if Re below 10? Is Re<10 some how critical??

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Old   July 11, 2017, 05:07
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I can only assume that the flow around a bluff body is steady for Re=O(1)
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Old   July 11, 2017, 05:09
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What is the Re for the case that is giving you oscillating solution??

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I used Re around 400
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Old   July 11, 2017, 05:10
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I can only assume that the flow around a bluff body is steady for Re=O(1)
The critical Re for von Karman vortex street is close to 300. Hence, wouldn't it be safe to assume that the flow around any bluff body is "steady" till that Re value?

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Old   July 11, 2017, 05:13
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Quote:
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I used Re around 400
Critical Re for von Karman vortex street is close to 300 (as seen in An Album of fluid motion). Your Re maybe in the transition domain.

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Old   July 11, 2017, 05:17
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Old   July 11, 2017, 05:39
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Quote:
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The critical Re for von Karman vortex street is close to 300. Hence, wouldn't it be safe to assume that the flow around any bluff body is "steady" till that Re value?

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Cylinder is not a bluff body
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Old   July 11, 2017, 05:40
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I just played around (wasnt aware about critical reynolds at that time) and reduce Reynolds on 100. It's ok. So the problem obviously was that I without knowing random hit critical Re number
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Old   July 12, 2017, 07:34
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At certain Re, the stabilized solution really is periodical (I'm assuming your run is transient, otherwise the calculation residuals do not converge well). What you can do is time average the Cd solution, which will give you something very close to experimental data, itself a time average of the experiment. Also, if the solution is periodic, I'd recommend using a full model. Try making the mesh as structures as possible close to the body, and do some refinement studies to evaluate mesh independence. Do you have any reference to base your results?

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