Galle, M. (1995) Solution of the Euler- and Navier-Stokes Equations on Hybrid Grids. In: 77th AGARD FDP Meeting and Symposium: Progress and Challenges in CFD Methods and Algorithms, Seville, October 1995..
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A three dimensional finite volume scheme is presented. The scheme is based on the employment of hybrid grids, containing tetrahedral as well as prismatic cells. The application of hybrid grids offers the possibility to combine the flexibility of tetrahedral meshes with the accuracy of regular grids. An algorithm to compute an auxiliary grid of control volumes for the entire computational domain was formulated. The dual mesh technique guarantees conservation in the entire flow field even at interfaces between prismatic and tetrahedral domains and enables the employment of an accurate upwind flow solver. Convergence to the steady state can be accelerated by a multigrid algorithm based on the agglomeration of control volumes. the formulation of such an algorithm is presented. The code is tested on several viscous and inviscid cases for transonic and subsonic flows.
|Document Type:||Conference or Workshop Item (Paper)|
|Additional Information:||institution=AGARD FDP-Panel, LIDO-Berichtsjahr=1996,|
|Title:||Solution of the Euler- and Navier-Stokes Equations on Hybrid Grids|
|Journal or Publication Title:||77th AGARD FDP Meeting and Symposium: Progress and Challenges in CFD Methods and Algorithms, Seville, October 1995.|
|Keywords:||hybrid scheme, prismatic and tetrahedral cells, dual grid, agglomeration of control volumes, multigrid|
|HGF - Research field:||UNSPECIFIED|
|HGF - Program:||Aeronautics|
|HGF - Program Themes:||other|
|DLR - Research area:||UNSPECIFIED|
|DLR - Program:||L SI - Versuchs- und Simulationstechniken|
|DLR - Research theme (Project):||L - Concepts & Integration|
|Location:||Köln-Porz , Braunschweig , Göttingen|
|Institutes and Institutions:||Institute of Aerodynamics and Flow Technology > Institut für Entwurfsaerodynamik|
|Deposited By:||elib DLR-Beauftragter|
|Deposited On:||03 Apr 2006|
|Last Modified:||27 Apr 2009 10:06|
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