2001
DOI: 10.1109/87.896748
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A principal component feedforward algorithm for active noise control: flight test results

Abstract: An in-flight evaluation of a principal component algorithm for feedforward active noise control is discussed. Cabin noise at the first three harmonics of the blade passage frequency (103 Hz) of a Raytheon-Beech 1900D twin turboprop aircraft was controlled using 21 pairs of inertial force actuators bolted to the ring frames of the aircraft; 32 microphones provided error feedback inside the aircraft cabin. In a single frequency noise control test, the blade passage frequency was reduced by 15 dB averaged across … Show more

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Cited by 26 publications
(11 citation statements)
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“…PCA is widely used in face recognition [8][9][10]. It is also used in vehicle sound signature recognition [11], speech recognition [12], speaker recognition [13], medical applications [14][15][16], signal noise reduction [17], and active noise control [18], among others.…”
Section: Pcamentioning
confidence: 99%
“…PCA is widely used in face recognition [8][9][10]. It is also used in vehicle sound signature recognition [11], speech recognition [12], speaker recognition [13], medical applications [14][15][16], signal noise reduction [17], and active noise control [18], among others.…”
Section: Pcamentioning
confidence: 99%
“…Several preconditioning methods have been published for feedforward control ͑Cabell and Fuller, 1999; Cabell et al, 2001;Elliott, 2001Elliott, , 2000Bai and Elliott, 2004͒. Preconditioning using plant decoupling has been treated using principal component LMS ͑PC-LMS͒ algorithm, based on SVD, for tonal disturbances ͑Cabell and Fuller, 1999͒ or, equivalently, SVD controller for tonal disturbances ͑Elliott, 2000͒.…”
Section: Awfs With Independent Radiation Mode Controlmentioning
confidence: 99%
“…• Additive noises. The additive noises frequently observed in the real-world engineering practice include maneuvering target tracking [46], distributed sensing [47,48], flight control [49,50], and UAV [51,52]. In a noisy environment, the dynamics of MASs can naturally be modeled by differential/difference equations subject to additive stochastic noises.…”
Section: Stochasticity In the Process Equations Of Agentsmentioning
confidence: 99%