Difference between revisions of "Numerics archive"
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'''Application''' | '''Application''' | ||
* [https://wiki.openfoam.com/Session_B_by_Stefan_Radl '''Session B: Using OpenFOAM'''] - Here you will find information about fvSchemes and fvSolution. | * [https://wiki.openfoam.com/Session_B_by_Stefan_Radl '''Session B: Using OpenFOAM'''] - Here you will find information about fvSchemes and fvSolution. | ||
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* [https://wiki.openfoam.com/index.php?title=Grid_convergence_by_Jozsef_Nagy '''Grid dependence'''] - Here you will learn the importance of grid resolution and its effect onto your results. | * [https://wiki.openfoam.com/index.php?title=Grid_convergence_by_Jozsef_Nagy '''Grid dependence'''] - Here you will learn the importance of grid resolution and its effect onto your results. | ||
* [https://wiki.openfoam.com/Numerical_schemes_by_Tobias_Holzmann '''Numerical scheme analyzing'''] - In this tutorial you will learn about numerical schemes. | * [https://wiki.openfoam.com/Numerical_schemes_by_Tobias_Holzmann '''Numerical scheme analyzing'''] - In this tutorial you will learn about numerical schemes. | ||
Latest revision as of 12:07, 30 May 2023
In order to correctly run a simulation, it is of utmost importance to understand the numerics being solved in the simulations. These tutorials will give you detailed insight into the theory behind CFD and especially OpenFOAM.
Go back to Archive section.
Numerics
Theory
- A detailed look at fvSchemes and fvSolution - This tutorial from the 13th OpenFOAM Workshop in Shanghai gives a detailed insight into the possibilities of numerics in OpenFOAM.
- Finite Volume Method and numerics - In these slides you will find a brief introduction to the FVM and the numerics implemented in OpenFOAM.
Application
- Session B: Using OpenFOAM - Here you will find information about fvSchemes and fvSolution.
- Grid dependence - Here you will learn the importance of grid resolution and its effect onto your results.
- Numerical scheme analyzing - In this tutorial you will learn about numerical schemes.
