1972
DOI: 10.1121/1.1913103
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Simple Pressure Source Model of Jet Noise

Abstract: The simple pressure source model of the sound radiated by a sonic jet is investigated analytically and experimentally. From the simple source model, the ratio of the frequency spectra of the radiated sound power and the jet pressure is derived for an assumed form of the jet-pressure cross correlation. The spatial variation of the overall jet pressures, the frequency spectra of the jet pressures, the axial and radial cross correlations of the jet pressures, and the cross correlation between jet pressure and far… Show more

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Cited by 53 publications
(6 citation statements)
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“…The aeroacoustic far-field data are computed from the LES data by a Ffowcs Williams-Hawkings solver for the Ma = 0.9 jet as described in Gröschel et al (2008). The physical validity of the OID assumption (2.12) is verified by known results: the fast pressure term (sometimes referred to as 'shear noise') has been shown to dominate in free jets in terms of the hydrodynamic, turbulent pressures, and to correlate better with the far-field pressure than the quadratic slow pressure ('self-noise') (see Lee & Ribner 1972;Scharton & White 1972;Seiner 1974;Seiner & Reetoff 1974;Schaffar 1979;Juvé et al 1980;Schaffar & Hancy 1982;Panda et al 2005). It has furthermore been demonstrated in Cavalieri et al (2011a,b,c) that coherent flow structures generate noise by means of a wavepacket mechanism, while Rodriguez Alvarez et al (2011) show how these wavepackets can be modelled in the framework of linear stability theory.…”
Section: Acoustically Optimized Oid Of Jet Flowmentioning
confidence: 66%
“…The aeroacoustic far-field data are computed from the LES data by a Ffowcs Williams-Hawkings solver for the Ma = 0.9 jet as described in Gröschel et al (2008). The physical validity of the OID assumption (2.12) is verified by known results: the fast pressure term (sometimes referred to as 'shear noise') has been shown to dominate in free jets in terms of the hydrodynamic, turbulent pressures, and to correlate better with the far-field pressure than the quadratic slow pressure ('self-noise') (see Lee & Ribner 1972;Scharton & White 1972;Seiner 1974;Seiner & Reetoff 1974;Schaffar 1979;Juvé et al 1980;Schaffar & Hancy 1982;Panda et al 2005). It has furthermore been demonstrated in Cavalieri et al (2011a,b,c) that coherent flow structures generate noise by means of a wavepacket mechanism, while Rodriguez Alvarez et al (2011) show how these wavepackets can be modelled in the framework of linear stability theory.…”
Section: Acoustically Optimized Oid Of Jet Flowmentioning
confidence: 66%
“…In the second approach we study retarded-time causality correlations between a single farfield pressure signal and the source field. This is similar to experimental approaches used in the past, 2,3,4,5,6,7,8,9,10 except that correlations can here be effected between the observer and the entire source field; and, we can use the full Lighthill source term, rather than the approximations which are necessary in experiments.…”
Section: Introductionmentioning
confidence: 75%
“…We wish to understand the causal relationship which translates the physical mechanisms by which the flow dynamics ( a p i (t) p i (x)). In a first stage we assume a linear relationship between the fluctuating turbulent velocity and the acoustic far-field pressure: there is a considerable body of evidence to suggest that such an approximation is reasonable: the fast-pressure term (sometimes referred to as 'shear-noise') has been shown to dominate in free-jets in terms of the hydrodynamic, turbulent pressures, 26 and to correlate better with the far-field pressure than the quadratic slow-pressure ('selfnoise'); 18,21,24,22,23,19,1,20,29 Coiffet et al 6 have furthermore demonstrated that the coherent flow structures generate sound via a linear mechanism in the region upstream of the end of the potential core, and Guitton et al 30 have shown that such a mechanism exists as far downstream as 10D, and for Mach number ranging from 0.15 to 0.6: we therefore perform a linear mapping between the POD mode coefficients of the velocity field and those of the pressure field :…”
Section: Mumentioning
confidence: 99%