LES AND URANS UNSTEADY BOUNDARY LAYER STRATEGIES FOR PULSATING AND OSCILLATING TURBULENT CHANNEL FLOW APPLICATIONS.
Daniele Panara, Mauro Porta, Thilo Schoenfeld, Avenue Gaspard Coriolis
Abstract
Daniele Panara, Mauro Porta, Thilo Schoenfeld, Avenue Gaspard Coriolis
Abstract
Abstract. The use of wall functions has been investigated for LES and URANS numeri-cal simulation in pulsating and oscillating channel flow applications. The results show that the wall function approach is accurate in the so called quasi-steady regime but there are discrepancy with the experimental results in the intermediate frequency range. A special attention is given to the wall-shear stress prediction, and in particular on the wall-shear stress phase shift with respect to the free stream velocity. In order to capture such un-steady flow effect, the boundary layer needs to be resolved. Different approach such as Low Reynolds Number near wall turbulence modeling (URANS) or the proposed Wall-Normal Resolved strategy (LES) seem to be suited for this purpose. The backdraw is unfortunately the increasing of computational points in the boundary layer and consequently the higher computational cost. 1
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Abstract. The use of wall functions has been investigated for LES and URANS numeri-cal simulation in pulsating and oscillating channel flow applications. The results show that the wall function approach is accurate in the so called quasi-steady regime but there are discrepancy with the experimental results in the intermediate frequency range. A special attention is given to the wall-shear stress prediction, and in particular on the wall-shear stress phase shift with respect to the free stream velocity. In order to capture such un-steady flow effect, the boundary layer needs to be resolved. Different approach such as Low Reynolds Number near wall turbulence modeling (URANS) or the proposed Wall-Normal Resolved strategy (LES) seem to be suited for this purpose. The backdraw is unfortunately the increasing of computational points in the boundary layer and consequently the higher computational cost. 1
Key concepts: Turbulence, Boundary layer, Mechanics, Shear stress, Open-channel flow, Physics, Reynolds number, Flow (mathematics)