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Computational Method

The applied numerical method is based on a two-dimensional incompressible Finite-Volume scheme to solve the Reynolds-averaged Navier-Stokes equations. The method is fully implicit and of second order in space and time. Based on the SIMPLE pressure correction algorithm, a co-located storage arrangement for all quantities is applied. Convective fluxes are approximated by a TVD-MUSCL-scheme.


The wind tunnel walls are considered as slip walls for the simulation. The computational domain starts 4 chords upstream and ends 8 chords downstream of the configuration.

The computational c-type mesh provides 202 chordwise cells around the main airfoil and 196 around the flap resulting in 37,000 cells in total. The non-dimensional wall-distance of the first cell center remains below $Y^{+}=1$ on the complete surface for an attached steady case. Additional simulations use a 64,000 cells mesh to evaluate the measure of mesh dependency.



Subsections

Markus Schatz 2004-01-20