A numerical method for simulating turbulent shear flows with low Reynolds k-e models
-
Autores: Bruno Koobus
, Eric Schall, Mohamed Amara, Alain Dervieux, Yacine Bentaleb
- Localización: Ninth international conference Zaragoza-Pau on applied mathematics and statistics: Jaca (Spain). September 19-21, 2005 / coord. por Monique Madaune-Tort , 2006, ISBN 84-7733-871-X, págs. 349-356
- Idioma: inglés
- Enlaces
-
Resumen
We present a new numerical model for the simulation of turbulent flows. New numerics rely on a 3D upwind compressible solver which applies to (possibly unstructured) tetrahedrizations. Accuracy in boundary layers is increased by a new type of tetrahedrization.
The Reynolds-Averaged Navier-Stokes (RANS) equations are solved using a mixed element-volume method for the spatial discretization and an implicit scheme is applied to advance the equations in time. Two low Reynolds number k-e RANS models are implemented with this numerical technique. A linear model, the low Reynolds number k-e turbulence model of Goldberg et al., and a nonlinear one using a cubic relation between the strain and vorticity tensors and the stress tensor, as originally proposed by Craft et al. These models are applied to the study of a turbulent flow past a backward-facing step. The results obtained are compared to experimental data
