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Old   March 5, 2018, 09:40
Default 2 way or 1 way coupled
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Dimitrios S. P.
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I have a problem that needs solution. I want to simulate a microfluidic pressure driven fluid flow in a square section microchannel in STEADY STATE and watch the tube's deformation. Do I need to make a 1 or 2 way coupling between the cfx and structural?
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Old   March 5, 2018, 14:49
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Gert-Jan
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Strange question in steady state.
If the deformation is large, do it 2 way.
If small you might get away with 1 way. But if it is small, then way do you want to study it anyway?

Last edited by Gert-Jan; March 5, 2018 at 17:48.
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Old   March 5, 2018, 17:44
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Glenn Horrocks
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The choice between 1 way or 2 way depends on how the fluid flow is coupled to the motion. If the motion is small enough that the fluid flow is not going to change significantly then 1 way is OK. If the motion is large enough that the fluid flow will change because of the motion then you need 2 way coupling.
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Old   March 5, 2018, 18:40
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@Glenn, You mention motion. If I assume you really mean the motion of the wall, then the simulation is not steady state, but transient.
If I assume you don't mean motion but the final deformation of the solid, then it is possible to apply a steady state calcultion.

@Pled: If deformation is significant, the final shape of the solid at the end of a (in fact transient) deformation process, can be determined in a 2-way steady state calculation. Then the deformation is calculated in structural and the new shape is transferred back to CFX which will determine the effect of the deformation on the flow and vice versa several times.

In a 1-way calculation the steady state pressure distribution on the wall is calculated in CFX and is tranferred to the structural part to determine the deformation. The deformation is not transferred back to CFX. This is only valid if the deformation is small.

Bottomline, the choice for 2 or 1 way depends on if the deformation is significant or not.
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Old   March 5, 2018, 18:45
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Thanks for the clarification - I should have said deformation, not motion.
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