Large-eddy simulation of a compressible flow past a deep cavity

By L. Larchevêque, Pierre Sagaut, I. Mary, O. Labbé, P. Comte. 2003

234 citations recorded by the source corpus.

Subfields: Computational Mechanics, Environmental Engineering

View Paper: https://www.semanticscholar.org/paper/2d3feca128d2b9e4e80af2d56b4b3677f16a709e

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Computational Mechanics

1. Tim Colonius
2. G. Brès
3. Sanjiva K. Lele
4. Pierre Sagaut
5. Sébastien Deck
6. L. Jacquin
7. N. Chauvet
8. L. Larchevêque

In Environmental Engineering

1. Tim Colonius
2. G. Brès
3. Sébastien Deck
4. L. Jacquin
5. Sanjiva K. Lele
6. L. Larchevêque
7. T. Lê
8. Pierre Sagaut

Citations in the corpus

• Analysis of the flow and mass transfer processes for the incompressible flow past an open cavity with a laminar and a fully turbulent incoming boundary layer (2006, methodology): “The momentum thickness growth rate is around 0.01 for x/D < 0.7 and close to 0.036 for 1 < x/D < 1.7 which is within the typical range (0.03–0.04) expected for turbulent incoming boundary layers (Gloerfelt et al. 2002; Larcheveque et al. 2003, 2004; Forestier et al. 2003).”
• Computational aeroacoustics: progress on nonlinear problems of sound generation (2004, methodology): “[403] Larchevêque L, Sagaut P, Mary I, Labbe O, Comte P.”
• The mixing layer over a deep cavity at high-subsonic speed (2003, methodology): “This would concern the formation of structure S3 (see Larchevêque et al. 2003).”
• Zonal Detached Eddy Simulation of a Controlled Propulsive Jet (2007, methodology): “This well-tried solver has been notably used to compute a LES of the flow over a cavity at highReynolds number [25], a zonal DES of transonic buffet over a supercritical airfoil [14], a zonal DES of the flow around a high-lift configuration [15], several hybrid RANS/LES of supersonic base flows [26]”
• Large-eddy simulation of a compressible flow in a three-dimensional open cavity at high Reynolds number (2004, methodology): “As a conclusion, it is possible to state that grid convergence for the flow (in an LES sense) is reached.”
• Three-dimensional instabilities in compressible flow over open cavities (2008, result): “These results are of the same order as the spreading rates measured in experiments (Sarohia 1975) and numerical simulations (Rowley et al. 2002; Larchevêque et al. 2003).”