A numerical model for vibro-acoustic problems with sheared mean flows
A numerical model for vibro-acoustic problems with sheared mean flows
A model based on Galbrun's equation is proposed to address the problem of vibro-acoustic interactions in sheared flows. The use of a displacement-pressure mixed formulation of Galbrun's equation greatly simplifies the coupling condition formulations and avoids the problem of non-zero frequency spurious modes encountered with displacement-based acoustic formulations. This model is applied to duct acoustics. Comparisons with analytical models demonstrate the accuracy of the method. The effects of mean flow shear on acoustic wave propagation in elastic ducts are then illustrated.
991-1011
Gabard, G.
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Treyssède, F.
679320c0-d1a3-4451-901f-d789c7a249ee
BenTahar, M.
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2004
Gabard, G.
bfd82aee-20f2-4e2c-ad92-087dc8ff6ce7
Treyssède, F.
679320c0-d1a3-4451-901f-d789c7a249ee
BenTahar, M.
f6668499-c9d7-4cb3-bcca-d754cacdd2ce
Gabard, G., Treyssède, F. and BenTahar, M.
(2004)
A numerical model for vibro-acoustic problems with sheared mean flows.
Journal of Sound and Vibration, 272, .
(doi:10.1016/j.jsv.2003.03.007).
Abstract
A model based on Galbrun's equation is proposed to address the problem of vibro-acoustic interactions in sheared flows. The use of a displacement-pressure mixed formulation of Galbrun's equation greatly simplifies the coupling condition formulations and avoids the problem of non-zero frequency spurious modes encountered with displacement-based acoustic formulations. This model is applied to duct acoustics. Comparisons with analytical models demonstrate the accuracy of the method. The effects of mean flow shear on acoustic wave propagation in elastic ducts are then illustrated.
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Published date: 2004
Organisations:
Acoustics Group
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Local EPrints ID: 28449
URI: http://eprints.soton.ac.uk/id/eprint/28449
ISSN: 0022-460X
PURE UUID: 6210fd08-de7a-4c88-9c65-05ab721c5481
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Date deposited: 02 May 2006
Last modified: 15 Mar 2024 07:25
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Author:
G. Gabard
Author:
F. Treyssède
Author:
M. BenTahar
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