Calculation of modes in azimuthally non-uniform lined ducts with uniform flow
Calculation of modes in azimuthally non-uniform lined ducts with uniform flow
In a recent article, a method was proposed to calculate the mode scattering by an azimuthally non-uniform impedance liner section inserted in an infinite duct. The method allowed the problem to be formulated as a two-dimensional Helmholtz eigenvalue problem, which could be solved with general purpose software rather than custom written codes, but appeared to be limited to ducts without flow. In this short communication, the relevant system of equations is reformulated so that problems with flow can also be treated. The resulting eigenvalue calculation shows good agreement with a well-tested one-dimensional solver when applied to a circular duct section with constant impedance.
403-407
Wright, M.C.M.
b7209187-993d-4f18-8003-9f41aaf88abf
McAlpine, A.
aaf9e771-153d-4100-9e84-de4b14466ed7
2007
Wright, M.C.M.
b7209187-993d-4f18-8003-9f41aaf88abf
McAlpine, A.
aaf9e771-153d-4100-9e84-de4b14466ed7
Wright, M.C.M. and McAlpine, A.
(2007)
Calculation of modes in azimuthally non-uniform lined ducts with uniform flow.
Journal of Sound and Vibration, 302 (1-2), .
(doi:10.1016/j.jsv.2006.11.019).
Abstract
In a recent article, a method was proposed to calculate the mode scattering by an azimuthally non-uniform impedance liner section inserted in an infinite duct. The method allowed the problem to be formulated as a two-dimensional Helmholtz eigenvalue problem, which could be solved with general purpose software rather than custom written codes, but appeared to be limited to ducts without flow. In this short communication, the relevant system of equations is reformulated so that problems with flow can also be treated. The resulting eigenvalue calculation shows good agreement with a well-tested one-dimensional solver when applied to a circular duct section with constant impedance.
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Published date: 2007
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Local EPrints ID: 46275
URI: http://eprints.soton.ac.uk/id/eprint/46275
ISSN: 0022-460X
PURE UUID: ffcc16ed-f1fe-4a78-9b27-b141abaa5062
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Date deposited: 12 Jun 2007
Last modified: 16 Mar 2024 03:02
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