2006
DOI: 10.1088/0957-0233/17/6/033
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A method for fault detection and isolation in the integrated navigation system for UAV

Abstract: In this paper, a method for real-time fault detection and isolation is presented, which has been tested successfully for unmanned aerial vehicles. In this method, two parity vectors are constructed to achieve the fault detection and isolation. In addition, the maximum likelihood estimate is used to estimate and correct the fault vector. Simulation results show that not only can the faulty system be detected accurately in time by this method, but also the fault can be repaired efficiently. Thus, the fault toler… Show more

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Cited by 14 publications
(6 citation statements)
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“…A different technique for fault detection and isolation is the parity space approach [18][19][20]. However, the parity space approach is based on the assumption that the error vector has zero mean E(v) = 0 and E(vv T ) = σ I.…”
Section: Virtual Sensing Using Least-squares Based Estimation Methodsmentioning
confidence: 99%
“…A different technique for fault detection and isolation is the parity space approach [18][19][20]. However, the parity space approach is based on the assumption that the error vector has zero mean E(v) = 0 and E(vv T ) = σ I.…”
Section: Virtual Sensing Using Least-squares Based Estimation Methodsmentioning
confidence: 99%
“…Micromechanical technology has allowed huge progress in miniaturization and cost reduction for these devices [166]. Fault detection schemes devoted to IMU/INS/GPS systems can be found in references [42,45,50,52,64,67], mostly based on parity space or observers exploiting analytical redundancy from (1) and (3). Air data sensing (ADS) systems are used in addition to the previous set of sensors to measure airspeed, dynamic pressure, Mach number, or angles of attack and sideslip [167].…”
Section: Sensorsmentioning
confidence: 99%
“…X 1 (k), X 2 (k) and P 1 (k), P 2 (k) are the state estimation value and error covariance matrices of the celestial navigation local filter and Doppler navigation local filter, respectively. The global optimal state estimation of the master filter is obtained with the following information fusion equations [31,32]:…”
Section: Information Fusion In the Master Filtermentioning
confidence: 99%