2000
DOI: 10.1006/jsvi.1999.2800
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Similarity Variables for Sound Radiation in a Uniform Flow

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Cited by 43 publications
(35 citation statements)
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“…This model is commonly used to describe radiation of sound from the inlet of a jet engine (the duct outlet on the turbofan side), during the steady flight of a plane and is called "the inlet problem" in the literature. In this case the solution can be obtained by applying the Prandtl-Glauert (Lidoine et al, 2001) transformation and the so-called similarity variables (Chapman, 2000), which transform the convected wave equation into its ordinary form. Recently, radiation out of the duct inlet was considered in the paper by Sinayoko et al (2010) for the uniform distribution of monopole, dipole and also the so-called "equal energy per mode" sound sources, under the assumption that the sources were incoherent, so the phase relations and interference effects could be neglected and the analysis of the far field was carried out for the root mean square pressure, • the flow is assumed to be uniform in some selected parts of space, but its velocity differs.…”
Section: The Inlet and Outlet Problemmentioning
confidence: 99%
“…This model is commonly used to describe radiation of sound from the inlet of a jet engine (the duct outlet on the turbofan side), during the steady flight of a plane and is called "the inlet problem" in the literature. In this case the solution can be obtained by applying the Prandtl-Glauert (Lidoine et al, 2001) transformation and the so-called similarity variables (Chapman, 2000), which transform the convected wave equation into its ordinary form. Recently, radiation out of the duct inlet was considered in the paper by Sinayoko et al (2010) for the uniform distribution of monopole, dipole and also the so-called "equal energy per mode" sound sources, under the assumption that the sources were incoherent, so the phase relations and interference effects could be neglected and the analysis of the far field was carried out for the root mean square pressure, • the flow is assumed to be uniform in some selected parts of space, but its velocity differs.…”
Section: The Inlet and Outlet Problemmentioning
confidence: 99%
“…Note that this Green's function is only suitable for subsonic uniform mean flow because the factor  must be a real number [28].…”
Section: Acoustic Velocity Integral Formulations For Monopole and mentioning
confidence: 99%
“…On the other hand, the Lorentz or Prandtl-Glauert transformation [33,34] is an alternative method to analyze sound propagation in uniform mean flow. Investigations have indicated that a moving background flow with high Mach numbers has a significant effect on sound generation and propagation [28,[30][31][32]35], implying that the classic exponent law of radiated acoustic power [1][2][3] is only valid approximately for low-Mach-number flows and should be corrected at high Mach numbers. In a quiescent acoustic medium, acoustic power can be computed once the distribution of the acoustic pressure is known on a closed far-field surface with an enough distance between sources and observers.…”
Section: Introductionmentioning
confidence: 99%
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“…En este campo, Chapman [24] derivó una familia paramétrica de variables de semejanza para la descripción de la radiación sonora en un flujo uniforme. Estas variables, basadas en las transformaciones de tipo Lorentz entre la ecuación de onda y la ecuación de onda convectiva, contienen factores Doppler y las variables generales de PrandtlGlauert, usadas en aerodinámica.…”
Section: B3 Variables De Semejanzaunclassified