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July 29, 2021, 18:17 |
Rotation on linear cascade turbine
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#1 |
New Member
Gennaro Desiderio
Join Date: Jul 2021
Posts: 4
Rep Power: 5 |
Dear people,
I am a Master student and I am using CFX for my Master Thesis. Actually I have some problems and I hope someone could help me. My profile is a turbine blade from a cascade and I have to simulate the effects of an eventual rotation. I am applying a linear velocity (computed as omega*r) in -Y but it doesn't work on the lateral sides (they are an interface with translational periodicity + nonoverlap condition for imposing the velocity). From the post processing I can see the velocity vectors, and I have no problems with airfoil, upper wall and lower wall, but with interfaces. How can apply a linear velocity on a stationary profile? Moreover, for replacing the centrifugal force, I was thinking to apply bouyancy along +Z. (Ansys CFX 18.0) What to you think? Have you got any suggestions for me? What about the Coriolis force? Thank you in advance to everyone |
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July 29, 2021, 18:52 |
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#2 |
Senior Member
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You must locate the passage away from an axis, and use Rotational Periodicity.
Since the Rmax/Rmin ~ 1, the solution is effectively the linear cascade solution
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July 29, 2021, 19:35 |
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#3 |
New Member
Gennaro Desiderio
Join Date: Jul 2021
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Thank you Opaque,
I tried to apply a rotation with rotational periodicity but the simuation collapses, and I think is for the linear design of the model |
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July 30, 2021, 10:03 |
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#4 |
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Have seen the approach used ten of times. The problem is elsewhere.
Start small, 1 - Set it up with angular velocity = 0 2 - Increase the value and see if your setup makes sense 3 - Approach the intended velocity
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July 30, 2021, 12:20 |
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#5 |
New Member
Gennaro Desiderio
Join Date: Jul 2021
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Thank you.
But what if I would maintain the linear approch? How could I simulate the rotation effect, applying a linear velocity, as tangential one, computed as omega*r? And at this point, how could I simulate coriolis and Crentrifugal acceleration? |
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July 30, 2021, 14:11 |
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#6 |
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If you want to go with the linear approach, you must write your mathematical model for a non-inertial frame, then identify the missing terms in the equations compared to the default model.
Those missing terms can be added as sources using sub-domains. If you have a single cascade, there should be no issue with sliding interfaces and you should be good.
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