1983
DOI: 10.2514/3.8057
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Sound source radiation in two-dimensional shear flow

Abstract: A fundamental problem encountered in the analysis of aerodynamic noise is that of acoustic source radiation in nonhomogeneous flow. Exact numerical solutions have been obtained recently for source radiation near a plane interface and a shear discontinuity by directly synthesizing the wavefield from its spatial Fourier transform. This method is applied here to stratified flow configurations and the structure of the radiated field is obtained for several shear layer velocity profiles of practical interest. Nomen… Show more

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Cited by 9 publications
(2 citation statements)
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“…3(a)), in an area defined by x < 0 and jyj 6 1:5b j , the acoustic field presents an axisymmetric interference pattern. As pointed out by Candel [31], the existence of such stationary waves is due to the interaction between the waves directly emitted by the source and those reflected upstream by the flow. This phenomenon is reduced when the latter is heated, as can be observed on the snapshot in Fig.…”
Section: Jet Flowmentioning
confidence: 94%
“…3(a)), in an area defined by x < 0 and jyj 6 1:5b j , the acoustic field presents an axisymmetric interference pattern. As pointed out by Candel [31], the existence of such stationary waves is due to the interaction between the waves directly emitted by the source and those reflected upstream by the flow. This phenomenon is reduced when the latter is heated, as can be observed on the snapshot in Fig.…”
Section: Jet Flowmentioning
confidence: 94%
“…For the case η 0 ̸ = 0 the mean shear layer slope is simply added to b 0 and b 1 . Modeling the shear layer geometry in this manner differs from, e.g., the approach of Candel 84 , who assumed the interfaces parallel to the flow direction. The numerical model is compared to the solution from Amiet who used a vortex sheet to model the velocity field.…”
Section: Self-similar Görtler Solutionmentioning
confidence: 99%