Difference between revisions of "Collection by topic"
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=[https://wiki.openfoam.com/Multiphase_modeling Multiphase modeling]= | =[https://wiki.openfoam.com/Multiphase_modeling Multiphase modeling]= | ||
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| + | '''Volume of Fluid''' | ||
| + | * [https://wiki.openfoam.com/Multiphase_modeling_(VOF)_by_Bahram_Haddadi Haddadi et al.] provide a walkthrough of the dam break tutorial. | ||
| + | * [https://wiki.openfoam.com/Multiphase_modeling_(VOF)_by_Joel_Guerrero Guerrero] details on setup, control and monitor of VoF simulations. | ||
=[https://wiki.openfoam.com/Numerics Numerics]= | =[https://wiki.openfoam.com/Numerics Numerics]= | ||
Revision as of 07:59, 9 March 2017
This is a list of the contributions ordered alphabetically by topic. Also we will constantly add theses as well as publications in a given topic as further reading.
Go back to Tutorials.
Contents
Basics
Complex materials
Compressible flows
Heat transfer
Meshing
Multiphase modeling
Volume of Fluid
- Haddadi et al. provide a walkthrough of the dam break tutorial.
- Guerrero details on setup, control and monitor of VoF simulations.
Numerics
Postprocessing
- Data inspection using various tools (incl. ParaView).
- Ferras et al. provide 5 cases and guide through the postrpocessing with gnuplot and ParaView.
- Santos provides material on how to use swak4Foam and pyFoam to postprocess data.
Programming
Complete Programming Courses
- Hoste and Jasak video series on programming.
- Nilsson's collection of programming tutorials.
Intro: Compilation and Testing
- Lee's compact introduction to compilation using existing code.
- The tutorials by Stefan Radl provide details on compilation and basic testing of new code.
- Ferras et al. describe solver, compilation, and testing.
Implementation of Initial and Boundary Conditions
- Guerrero describes how to implement and test BCs using codeStream.
- Guerrero describes field initialization using codeStream.
Customizing solvers
- Rusche's introduction to programming details on version control with git, the build system and customizing solvers.
- Vakhrushev's slides illustrate how to modify a solver.
