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September 17, 2008, 13:07 |
Dear Foamers,
I would like
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#1 |
New Member
Max
Join Date: Mar 2009
Posts: 24
Rep Power: 17 |
Dear Foamers,
I would like to implement a steady version of dieselFoam (as library), and to couple it to a steady solver (like simpleFoam). Main assumptions I am going to take are: - each particle path has to be integrated until it goes out of the domain or evaporates completely. This means that the integration time has to be determined from the library itself and not inherited from the flow solver (as it is currently done in dieselFoam, I suppose) - droplet-droplet interaction and wall treatment are discarded (at least in this phase). My questions are: - can the dieselFoam library be coupled directly to a steady solver or does it need a physical timestep to work? I have seen several calls to runTime(), therefore I suppose that such a (mis)use has not been foreseen... - if not, should I start from the lagrangian library or can I re-use most of dieselFoam routines? I am trying to figure out where to start, but a hint would be appreciated... Thanks, Max |
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September 17, 2008, 13:23 |
Hi Max,
i am pretty confuse
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#2 |
Senior Member
Stephan Gerber
Join Date: Mar 2009
Location: Germany
Posts: 118
Rep Power: 17 |
Hi Max,
i am pretty confused: the whole process is pretty unsteady. when you speak about "integrated until it goes out of the domain" - dont you speak about intergration over are finite timestep? regards stephan p.s. dieselFoam library does need a true timestep. |
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September 17, 2008, 13:40 |
Dear Stephan,
yes, you are
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#3 |
New Member
Max
Join Date: Mar 2009
Posts: 24
Rep Power: 17 |
Dear Stephan,
yes, you are right, you have to perform the integration over physical times steps, but you can do it regardless to the actual time in your flow solver. What I have in mind can be described as follows: for(1, numberCouplingSteps)endfor doSprayIntegration(U, p, T, Y); spraySources=getSpraySources(); spraySources.relax();</blockquote> endfor</blockquote> where - doSprayIntegration() should perform particle integration as I have explained above (until particles disappear) - numberCouplingSteps is the number of spray-flow iterations, in my experience few (from 3 to 10, according to the testcase) should be sufficient - spraySources implement the coupling between phases and they enter in the solution of U, p, T and species equations. A relaxation could be necessary, in case of strong evaporation and/or combustion. I know all limitation of such an algorithm, but I have not seen any example of steady spray with OpenFOAM. Regards, Max |
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September 17, 2008, 15:24 |
Hi Max,
i am still confused
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#4 |
Senior Member
Stephan Gerber
Join Date: Mar 2009
Location: Germany
Posts: 118
Rep Power: 17 |
Hi Max,
i am still confused but anyway: the calls of runtime in the dieselspray library are as far i remember only to get the actual timestep. if you set something appropriate for your simulation it should work the way you want. regards stephan btw: what about injection and the corresponding timeperiod? |
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September 18, 2008, 04:07 |
btw: what about injection and
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#5 | |
New Member
Max
Join Date: Mar 2009
Posts: 24
Rep Power: 17 |
Quote:
Actually I am realising that I have to rewrite the whole stuff, but I may re-use many things from the dieselFoam library... Regards, Max |
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June 24, 2009, 11:27 |
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#6 |
Member
Rachel Vogl
Join Date: Jun 2009
Posts: 48
Rep Power: 17 |
Dear all,
I am also interested in a steady state dieselFoam solver. In my case there is a constant mass flow rate & hence the idea of steady dieselFoam. Can anybody please guide me, how to proceed with the task of stead dieselFoam? Max, did you have success with steady state implementation? |
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August 14, 2010, 17:37 |
Steady Spray Follow-up
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#7 |
New Member
Adam Comer
Join Date: Jun 2010
Posts: 6
Rep Power: 16 |
I realize this is an old thread, but I wanted to see if anyone has made any progress on developing a steady-state spray solver with combustion. I know that Fluent has this capability in its Discrete Phase Model, so I assume it is not too crazy of an idea.
Any information would be much appreciated. Thanks. Adam |
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