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Investigation of supersonic wakes using conventional and hybrid turbulence models

Investigation of supersonic wakes using conventional and hybrid turbulence models
Investigation of supersonic wakes using conventional and hybrid turbulence models
Transitional and turbulent supersonic wakes behind axisymmetric bodies with a blunt base are investigated numerically using state-of-the-art RANS models and the Flow Simulation Methodology (FSM). The centerpiece of the FSM is a strategy to provide the proper amount of modelling of the subgrid scales. This is accomplished by a contribution function which locally and instantaneously compares the smallest relevant scales to the local grid size. The underlying compressible Navier-Stokes code in cylindrical coordinates developed for this research employs high-order accurate finite differences and a high-order accurate axis treatment.The turbulence closures chosen are a state-of-the-art wall-distance free explicit Algebraic Stress Model (EASMalpha), or a standard K-epsilon model (STKE) for comparison. Axisymmetric RANS and fully three-dimensional FSM calculations are performed on various computational grids for wakes at M=2.46 for several Reynolds numbers. The data obtained from all simulation strategies are compared to available DNS results for the transitional cases and to experimental results at the highest Reynolds number investigated. Of particular interest is the performance of commonly used compressibility corrections and modifications to closure-coefficients specifically derived for high-Reynolds number flows. The ability of FSM to reproduce flow structures found in DNS is scrutinized and a reason for the failure of RANS calculations to correctly predict the base pressure distribution is given.
0001-1452
2071-2083
Sandberg, Richard D.
41d03f60-5d12-4f2d-a40a-8ff89ef01cfa
Fasel, Hermann F.
94214693-3643-468b-ba2d-5bf062371d50
Sandberg, Richard D.
41d03f60-5d12-4f2d-a40a-8ff89ef01cfa
Fasel, Hermann F.
94214693-3643-468b-ba2d-5bf062371d50

Sandberg, Richard D. and Fasel, Hermann F. (2006) Investigation of supersonic wakes using conventional and hybrid turbulence models. AIAA Journal, 44 (9), 2071-2083. (doi:10.2514/1.20379).

Record type: Article

Abstract

Transitional and turbulent supersonic wakes behind axisymmetric bodies with a blunt base are investigated numerically using state-of-the-art RANS models and the Flow Simulation Methodology (FSM). The centerpiece of the FSM is a strategy to provide the proper amount of modelling of the subgrid scales. This is accomplished by a contribution function which locally and instantaneously compares the smallest relevant scales to the local grid size. The underlying compressible Navier-Stokes code in cylindrical coordinates developed for this research employs high-order accurate finite differences and a high-order accurate axis treatment.The turbulence closures chosen are a state-of-the-art wall-distance free explicit Algebraic Stress Model (EASMalpha), or a standard K-epsilon model (STKE) for comparison. Axisymmetric RANS and fully three-dimensional FSM calculations are performed on various computational grids for wakes at M=2.46 for several Reynolds numbers. The data obtained from all simulation strategies are compared to available DNS results for the transitional cases and to experimental results at the highest Reynolds number investigated. Of particular interest is the performance of commonly used compressibility corrections and modifications to closure-coefficients specifically derived for high-Reynolds number flows. The ability of FSM to reproduce flow structures found in DNS is scrutinized and a reason for the failure of RANS calculations to correctly predict the base pressure distribution is given.

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Published date: September 2006

Identifiers

Local EPrints ID: 35490
URI: http://eprints.soton.ac.uk/id/eprint/35490
ISSN: 0001-1452
PURE UUID: 4d645215-ceec-43d2-b867-d43a5b611acb
ORCID for Richard D. Sandberg: ORCID iD orcid.org/0000-0001-5199-3944

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Date deposited: 16 May 2006
Last modified: 15 Mar 2024 07:52

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Contributors

Author: Richard D. Sandberg ORCID iD
Author: Hermann F. Fasel

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