Comparison of high-order numerical methodologies for the simulation of the supersonic Taylor–Green vortex flow
Comparison of high-order numerical methodologies for the simulation of the supersonic Taylor–Green vortex flow
This work presents a comparison of several high-order numerical methodologies for simulating shock/turbulence interactions based on the supersonic Taylor–Green vortex flow, considering a Reynolds number of 1600 and a Mach number of 1.25. The numerical schemes considered include high-order Finite Difference, Targeted Essentially Non-Oscillatory, Discontinuous Galerkin, and Spectral Difference schemes.The shock capturing methods include high-order filtering, localized artificial diffusivity, non-oscillatory numerical fluxes, and local low-order switching. The ability of the various high-order numerical methodologies to both capture shocks and represent accurately the development of turbulent vortices is assessed.
Chapelier, Jean-Baptiste
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Lusher, David J.
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Van Noordt, William
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Wenzel, Christoph
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Gibis, Tobias
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Mossier, Pascal
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Beck, Andrea
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Lodato, Guido
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Brehm, Christoph
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Ruggeri, Matteo
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Scalo, Carlo
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Sandham, Neil
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17 May 2024
Chapelier, Jean-Baptiste
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Lusher, David J.
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Van Noordt, William
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Wenzel, Christoph
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Gibis, Tobias
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Mossier, Pascal
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Beck, Andrea
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Lodato, Guido
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Brehm, Christoph
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Ruggeri, Matteo
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Scalo, Carlo
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Sandham, Neil
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Chapelier, Jean-Baptiste, Lusher, David J., Van Noordt, William, Wenzel, Christoph, Gibis, Tobias, Mossier, Pascal, Beck, Andrea, Lodato, Guido, Brehm, Christoph, Ruggeri, Matteo, Scalo, Carlo and Sandham, Neil
(2024)
Comparison of high-order numerical methodologies for the simulation of the supersonic Taylor–Green vortex flow.
Physics of Fluids, 36 (5), [055146].
(doi:10.1063/5.0206359).
Abstract
This work presents a comparison of several high-order numerical methodologies for simulating shock/turbulence interactions based on the supersonic Taylor–Green vortex flow, considering a Reynolds number of 1600 and a Mach number of 1.25. The numerical schemes considered include high-order Finite Difference, Targeted Essentially Non-Oscillatory, Discontinuous Galerkin, and Spectral Difference schemes.The shock capturing methods include high-order filtering, localized artificial diffusivity, non-oscillatory numerical fluxes, and local low-order switching. The ability of the various high-order numerical methodologies to both capture shocks and represent accurately the development of turbulent vortices is assessed.
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055146_1_5.0206359
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Accepted/In Press date: 29 April 2024
Published date: 17 May 2024
Identifiers
Local EPrints ID: 496816
URI: http://eprints.soton.ac.uk/id/eprint/496816
ISSN: 1070-6631
PURE UUID: f13e010a-503c-4061-8610-fab33ca911a2
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Date deposited: 08 Jan 2025 07:11
Last modified: 10 Jan 2025 03:07
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Contributors
Author:
Jean-Baptiste Chapelier
Author:
David J. Lusher
Author:
William Van Noordt
Author:
Christoph Wenzel
Author:
Tobias Gibis
Author:
Pascal Mossier
Author:
Andrea Beck
Author:
Guido Lodato
Author:
Christoph Brehm
Author:
Matteo Ruggeri
Author:
Carlo Scalo
Author:
Neil Sandham
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