1983
DOI: 10.1016/0022-460x(83)90541-2
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Separated flow noise of a flat plate at large attack angles

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Cited by 8 publications
(7 citation statements)
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“…These works revealed the places with strong pressure fluctuations, while their direct relationship with the sound emission remains unclear. Alternatively, the time derivative of surface pressure has been adopted to represent the noise sources for various aeroacoustic applications (Maruta & Kotake 1983;Tan et al 2018;Casalino et al 2019) as well as rotor noise investigations (Wasala et al 2015;Jiang et al 2022;Zhou, Wang & Wang 2022). While for stationary surfaces it has been revealed that the main noise contribution to the far-field noise is due to the time derivative of surface pressure based on Curle's integral formula (Maruta & Kotake 1983;Tan et al 2018), a discussion on rotating surfaces is still missing.…”
Section: Introductionmentioning
confidence: 99%
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“…These works revealed the places with strong pressure fluctuations, while their direct relationship with the sound emission remains unclear. Alternatively, the time derivative of surface pressure has been adopted to represent the noise sources for various aeroacoustic applications (Maruta & Kotake 1983;Tan et al 2018;Casalino et al 2019) as well as rotor noise investigations (Wasala et al 2015;Jiang et al 2022;Zhou, Wang & Wang 2022). While for stationary surfaces it has been revealed that the main noise contribution to the far-field noise is due to the time derivative of surface pressure based on Curle's integral formula (Maruta & Kotake 1983;Tan et al 2018), a discussion on rotating surfaces is still missing.…”
Section: Introductionmentioning
confidence: 99%
“…Alternatively, the time derivative of surface pressure has been adopted to represent the noise sources for various aeroacoustic applications (Maruta & Kotake 1983;Tan et al 2018;Casalino et al 2019) as well as rotor noise investigations (Wasala et al 2015;Jiang et al 2022;Zhou, Wang & Wang 2022). While for stationary surfaces it has been revealed that the main noise contribution to the far-field noise is due to the time derivative of surface pressure based on Curle's integral formula (Maruta & Kotake 1983;Tan et al 2018), a discussion on rotating surfaces is still missing. Therefore, what lacked in previous works is the theoretical explanation and derivation based on the FW-H equation, which will be addressed in this paper.…”
Section: Introductionmentioning
confidence: 99%
“…For instance, when the pressure rise across an axial compressor fan increases to such an extent that the flow reverses and separates, or when a wind turbine blade encounters flow heavily disturbed by an upstream turbine [10,11,12]. Additionally, when separation and stall noise does occur it can be expected to produce higher overall sound levels, particularly at lower frequencies [13,12,14], thereby underlining the importance of developing an understanding of the underlying physics of separation and the near-field hydrodynamics to allow future modelling of the radiated far-field stall noise.…”
Section: Introductionmentioning
confidence: 99%
“…Maruta (1) has studied the relationship between the wake and the aerodynamic noise generated from a flat plate in a uniform flow by a wind tunnel experiments. In this study, it has been experimentally proved that the discrete frequency noise (DFN) decreases with the angle of attack when the angle of attack of the blade is large.…”
Section: Introductionmentioning
confidence: 99%