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animation vieweing from different reference frame
Posted Feb 6, 2012, 7:43 a.m. EST Fluid & Heat, Computational Fluid Dynamics (CFD) Version 4.2a 14 Replies
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I have used 2d spf cfd flow simulation. I have solved and found velocity of a moving wall BC. Is it possible to change this body-fitted movies/animations to view through other frame?
I mean I solved simulations from boat and I want to see the solution from water. Is that possible?
Thanks in advance
Siva
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I want to create some animation and view it from the fluid point of view. Is it possible? I have seen this kind of transofmrations in many other cfd software. Is it possible in comsol?
Please some one enlighten me...
with regards
Siva
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plz give some input for my problem.
thanks.
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do not mix up all frames, read carefully the doc and do some simple examples.
CFD fluid motion is not directly related to the mesh motion, the ALE is used only for the fluid structure interactions, when the structure deforms and changes the overall shape of the fluid, then the meshing (mathematical sampling of the space for the CFD calulations) also deforms to follow, but the fluid flows over the mesh
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Good luck
Ivar
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I am using stationary frame (2d spf) only - from boat. But thought whether we can visualize results/animations as if we are in a fluid? Because I have read somewhere that it is possible to view the results from other frame (for example results of velocity values given to fluid) and one can see moving bodies. Is that possible?
A such example of simulation where solution is obtained in body-fitted frame and visualised in a moving frame is available here: www.math.gatech.edu/~alben/Fig1Movie.mov
with regards,
Siva
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but none of the COMSOL frames corresponds to the fluid motion frame (the boat in the stream), you are either on the shore, or on the flexible solid part in the stream, and you can show the "particles moving" but you canot look at he environment from a particle (except if you implement it via equations yourself, always possible)
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Good luck
Ivar
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yes, actually that is my aim. having solved from boat, is it possoble to visualise from shore? that is we can post process as if solved from shore?
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from my understanding you do (with COMSOL) solve from the "shore" with particle tracking giving the closest to "boat" view, or am I wrong ?
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Good luck
Ivar
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Is int it otherwise?
For example if I do the simulation with 2d spf of flow past sphere, where the fluid around sphere moves with respect to sphere due to to moving wall BC. Is not it in boat's view?
I actually want to see how sphere will move in fluid due to the velocity induced. This is view from shore, right. Please correct me if I am wrong.
Is this approach of visualisation is possible in Comsol?
With regards
Siva
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indeed references is always a point of view, the main difference between the moving and the fixed frame is the second derivative item of the frame itself, there are a few interesting books talking about this, among other the one(s) of Axisa, check the FORUM, the references are given a few times, and there are a few older treads on that subject
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Good luck
Ivar
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would you please tell me which book I can refer to understand this reference frames concepts in CFD?
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what about trying a search on the Forum, with the word "Axisa" ;)
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Good luck
Ivar
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I got that :
Modelling of Mechanical Systems: Fluid-Structure Interaction, F. Axisa ....
Thanks for your feedbacks.
With regards
Siva
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Thank you very much. I think now I found answer.
I solve 2D spf in body-fitted frae (boat) and use another ALE mesh give the calculated velocity or displacement to the moving body. It looks 'like' the solution is solved from 'shore'.
Actually upon digging the forum further, I understood that there is spf cum ALE built in but given in twophase flow-moving mesh module, which has built in modules to serve my purpose.
Simulation runs smoothly and I am able to get the results.
Salute you sir,
Siva
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that is good to hear, COMSOL is a marvellous tool to get to really learn physics, and even if I though I knew Physics, I'm astonished how many times I had misseed essential subtilities ;)
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Good luck
Ivar
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