- Derivation of higher order difference quotients for all differential operators found in the Navier-Stokes equations (k3)
- Semi-discretization of partial differential equation systems - Method of Lines (k3)
- Tuning of time integration algorithms to the spectral structure of the semi-discretization (k6)
- Optimization of computation time by domain decomposition and parallel computation (k6)
- 3D compuational fluid dynamics with OpenFOAM (k3)
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Recapitulation of basics from fluid mechanics with a focus on weakly compressible liquids in high pressure applications.
Condensation of simpler models from the general three-dimensional formulation:
- Lubrication gap theory with Reynolds equation and elasto hydro-dynamics of journal bearings as examples for a spatially two-dimensional theory.
- Wave propagation in transmission lines as a spatially one-dimensional problem with
expansion to frequency dependent friction (1.5D theory, Zielke-Suzuki method).
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