Direct numerical simulation of compressible turbulence in a counter-flow channel configuration
Direct numerical simulation of compressible turbulence in a counter-flow channel configuration
Counter-flow configurations, whereby two streams of fluid are brought together from opposite directions, are highly efficient mixers due to the high turbulence intensities that can be maintained. In this paper, a simplified version of the problem is introduced that is amenable to direct numerical simulation. The resulting turbulent flow problem is confined between two walls, with one nonzero mean velocity component varying in the space direction normal to the wall, corresponding to a simple shear flow. Compared to conventional channel flows, the mean flow is inflectional and the maximum turbulence intensity relative to the maximum mean velocity is nearly an order of magnitude higher. The numerical requirements and turbulence properties of this configuration are first determined. The Reynolds shear stress is required to vary linearly by the imposed forcing, with a peak at the channel centerline. A similar behavior is observed for the streamwise Reynolds stress, the budget of which shows an approximately uniform distribution of dissipation, with large contributions from production, pressure-strain, and turbulent diffusion. A viscous sublayer is obtained near the walls and with increasing Reynolds number small-scale streaks in the streamwise momentum are observed, superimposed on the large-scale structures that buffet this region. When the peak local mean Mach number reaches 0.55, turbulent Mach numbers of 0.6 are obtained, indicating that this flow configuration can be useful to study compressibility effects on turbulence.
Hamzehloo, Arash
456b886d-3edb-4dd3-9512-0cb0fb5cf146
Lusher, David J.
44ff9096-3c84-440a-9f64-946636aff985
Laizet, Sylvain
b5c2e5cf-1d8d-4615-9d18-f086b008ae51
Sandham, Neil D.
0024d8cd-c788-4811-a470-57934fbdcf97
9 September 2021
Hamzehloo, Arash
456b886d-3edb-4dd3-9512-0cb0fb5cf146
Lusher, David J.
44ff9096-3c84-440a-9f64-946636aff985
Laizet, Sylvain
b5c2e5cf-1d8d-4615-9d18-f086b008ae51
Sandham, Neil D.
0024d8cd-c788-4811-a470-57934fbdcf97
Hamzehloo, Arash, Lusher, David J., Laizet, Sylvain and Sandham, Neil D.
(2021)
Direct numerical simulation of compressible turbulence in a counter-flow channel configuration.
Physical Review Fluids, 6 (9), [094603].
(doi:10.1103/PhysRevFluids.6.094603).
Abstract
Counter-flow configurations, whereby two streams of fluid are brought together from opposite directions, are highly efficient mixers due to the high turbulence intensities that can be maintained. In this paper, a simplified version of the problem is introduced that is amenable to direct numerical simulation. The resulting turbulent flow problem is confined between two walls, with one nonzero mean velocity component varying in the space direction normal to the wall, corresponding to a simple shear flow. Compared to conventional channel flows, the mean flow is inflectional and the maximum turbulence intensity relative to the maximum mean velocity is nearly an order of magnitude higher. The numerical requirements and turbulence properties of this configuration are first determined. The Reynolds shear stress is required to vary linearly by the imposed forcing, with a peak at the channel centerline. A similar behavior is observed for the streamwise Reynolds stress, the budget of which shows an approximately uniform distribution of dissipation, with large contributions from production, pressure-strain, and turbulent diffusion. A viscous sublayer is obtained near the walls and with increasing Reynolds number small-scale streaks in the streamwise momentum are observed, superimposed on the large-scale structures that buffet this region. When the peak local mean Mach number reaches 0.55, turbulent Mach numbers of 0.6 are obtained, indicating that this flow configuration can be useful to study compressibility effects on turbulence.
Text
PRF_Counter_Flow_New_Revised_Accepted_Clean
- Accepted Manuscript
More information
Accepted/In Press date: 9 August 2021
Published date: 9 September 2021
Identifiers
Local EPrints ID: 455969
URI: http://eprints.soton.ac.uk/id/eprint/455969
ISSN: 2469-990X
PURE UUID: 16894bfd-1ba7-49c4-a15c-ea61db8db4bd
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Date deposited: 11 Apr 2022 16:52
Last modified: 17 Mar 2024 02:48
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Author:
Arash Hamzehloo
Author:
David J. Lusher
Author:
Sylvain Laizet
Author:
Neil D. Sandham
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