Noise generation by a supersonic leading edge. Part 2: Examples of two-dimensional sound fields
Noise generation by a supersonic leading edge. Part 2: Examples of two-dimensional sound fields
Formulae for the calculation of the sound fields generated by the interaction between a flat-plate semi-infinite aerofoil and a convected vortical gust in a supersonic mean flow have been developed in part 1. Now the special case of two-dimensional sound fields is considered, and specific examples are given. The examples include a periodic gust, transient gusts, and the problem of a line vortex sweeping past the aerofoil. Study of the resulting fields gives insight into the general behaviour which may be expected. The two-dimensional results are important in the study of complicated three-dimensional fields, as the near-fields often contain a region in which the field is two dimensional.
853-868
Powles, C.J.
7566be27-f1fe-4ea0-aca3-3aef19cb72de
2004
Powles, C.J.
7566be27-f1fe-4ea0-aca3-3aef19cb72de
Powles, C.J.
(2004)
Noise generation by a supersonic leading edge. Part 2: Examples of two-dimensional sound fields.
Journal of Sound and Vibration, 276 (3-5), .
(doi:10.1016/j.jsv.2003.11.041).
Abstract
Formulae for the calculation of the sound fields generated by the interaction between a flat-plate semi-infinite aerofoil and a convected vortical gust in a supersonic mean flow have been developed in part 1. Now the special case of two-dimensional sound fields is considered, and specific examples are given. The examples include a periodic gust, transient gusts, and the problem of a line vortex sweeping past the aerofoil. Study of the resulting fields gives insight into the general behaviour which may be expected. The two-dimensional results are important in the study of complicated three-dimensional fields, as the near-fields often contain a region in which the field is two dimensional.
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Published date: 2004
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Local EPrints ID: 28460
URI: http://eprints.soton.ac.uk/id/eprint/28460
ISSN: 0022-460X
PURE UUID: d717d346-e483-48fa-913f-989428661d93
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Date deposited: 02 May 2006
Last modified: 15 Mar 2024 07:25
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C.J. Powles
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