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August 20, 2009, 16:24 |
Temporal discretisation in interFoam
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#1 |
Member
Sebastian Lang
Join Date: Aug 2009
Posts: 47
Rep Power: 17 |
Hi everyone,
I am writing my Bachelor-Thesis at the moment and need an information about the way time is integrated by the interFoam solver for the basics-chapter of my thesis. I already spent a lot of time for searching the User- and Programmer-Guides, but all I found are the several possibilities to perform the time integration. What I want to know is: Which of the possibilities is really used by the interFoam solver? The three possibilities are listed in the Programmer-Guide: -Euler implicit -Euler explicit and -Crank-Nicholson The only thing I found is the possibility to choose the time derivative in the fvSchemes dictionary, but I could not find a place to choose the way time integration is performed. I think the answer is located within the PISO loop that is called by interFoam, but I searched every source I could think of and did not find the answer to my question. Greetings Sebastian |
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August 21, 2009, 05:43 |
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#2 |
Senior Member
Niels Gjoel Jacobsen
Join Date: Mar 2009
Location: Copenhagen, Denmark
Posts: 1,903
Rep Power: 37 |
Hi Sebastian
For interFoam, the momentum equation is discretized in time using the schemes chosen in fvSchemes by either default .... or ddt(rho,U) .... With respect to the gamma-equation it is solved using explicit Euler if you use the standard interFoam. It can be recompiled to use input from fvSchemes, i.e. implicit time integration; threads can be found on the forum on this topic. Best regards, Niels |
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August 21, 2009, 08:39 |
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#3 |
Member
Sebastian Lang
Join Date: Aug 2009
Posts: 47
Rep Power: 17 |
Thanks ngj!
This was exactly what I wanted to know! Greets Sebastian |
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