2019
DOI: 10.1177/0954410019861188
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Gyroscope fault accommodation based on dedicated Kalman filters

Abstract: To improve the reliability of the attitude determination system with redundant gyroscopes, this article proposes a gyroscope fault accommodation method using a bank of dedicated Kalman filters. The redundant gyroscopes are divided into several groups and then a dedicated Kalman filter is designed for each group of gyroscopes. The residuals generated by the dedicated Kalman filters indicate the consistency levels between the measurements of the star sensor and the gyroscopes. Based on the estimation results pro… Show more

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Cited by 10 publications
(5 citation statements)
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“…Current research on diagnosis, detection and estimation focused on stochastic filters, such as Farag 29 and Li et al 30 proposed a KF overview to explain an efficient technique for estimating model-based system states that can be used to estimate a linear or nonlinear system state. In practical terms, the vast majority of real industrial problems are mathematically nonlinear models.…”
Section: Ekf For State Estimationmentioning
confidence: 99%
“…Current research on diagnosis, detection and estimation focused on stochastic filters, such as Farag 29 and Li et al 30 proposed a KF overview to explain an efficient technique for estimating model-based system states that can be used to estimate a linear or nonlinear system state. In practical terms, the vast majority of real industrial problems are mathematically nonlinear models.…”
Section: Ekf For State Estimationmentioning
confidence: 99%
“…However, this method will result in a mismatch between the exit pupil of the star simulation system and the input pupil of the star sensor, reducing the adaptability of the calibration device. Therefore, the above methods are difficult to apply to meet the calibration accuracy requirements of current spacecraft ground simulation test devices [9][10][11].…”
Section: Introductionmentioning
confidence: 99%
“…These methods exploit the physical knowledge of satellite dynamics to elaborate a mathematical model that represents the evolution of the system's state (dynamics and kinematics). Model-based approaches use several off-theshelf techniques such as Kalman filters (Mehra, Rago & Seereeram, 1998;Gao, Zhang, Zhang, He & Lu, 2019;Beyon, Mok, Woo & Bang, 2019;Li, Liu, Zhang, Wang & Shen, 2019;Lopez-Encarnacion, Fonod & Bergner, 2019), sliding mode observer (Alwi, Edwards & Marcos, 2010;Gao, Zhang & He, 2018;Gao, Zhou, Qian & Lin, 2018;Nagesh & Edwards 2011), and H∞, H2 schemes (Nemati, Safavi Hamami & Zemouche, 2019;Henry, 2008). These methods suffer from two main drawbacks: i) the non-availability/nonreliability of the physical model, and ii) the built model fails to efficiently represent the fault modes, nonlinearities, and non-stationary character of the space environment (Henna et al 2020).…”
Section: Introductionmentioning
confidence: 99%