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Old   August 11, 2011, 12:00
Default Rarefied gas
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Hi!

I'm modelling a reentry vehicle in CFX and I'm working with low density gas. I'm facing a problem with overflow in all my simulations: there are few peaks of pressure near the geometry (a blunted body) and 3 steps later, the simulation crashs. I read somewhere that Navier-Stokes does not work anymore for these conditions. Does someone have experience with this kind of simulation?

Thanks in advance
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Old   August 11, 2011, 19:16
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CFX should work fine until the gas can no longer be considered a continuum or until the gas disassociates. But for rarefied gasses you will probably need to use a different EOS.

But to start off I would just use an ideal gas at the temperature and pressure you are using, and once that is working reliably I would swap to a more accurate EOS.
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Old   August 11, 2011, 21:54
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Thank you for you answer Glenn.
Do you have any idea when the continuum equation fails? I'm working with density of 10^-5 kg/m3 and I was suposing that this value could be the reason that causes overflow.
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Old   August 11, 2011, 22:00
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http://en.wikipedia.org/wiki/Knudsen_number
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Old   August 12, 2011, 17:20
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Thank you Glenn. I'm gonna check this.
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Old   August 15, 2011, 09:28
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Hi again!
My Knudsen number is about 0.004 (M=10 and Re=4000). My conditions are calculated based on air ideal gas. So the solver should work fine but in the fifth step, the solver always returns this error:

Parallel run: Received message from slave
-----------------------------------------
Slave partition : 3
Slave routine : ErrAction
Master location : RCVBUF,MSGTAG=1012
Message label : 001100279
Message follows below - :

+--------------------------------------------------------------------+
| ERROR #001100279 has occurred in subroutine ErrAction. |
| Message: |
| Floating point exception: Overflow

Any idea?
Thank you!
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Old   August 15, 2011, 18:57
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Your Knudsen number looks OK, so CFX should be good to model this.

You are diverging numerically. Need to improve stability - smaller timesteps, double precision numerics, better mesh quality, better initial condition.
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