Integration of Luenberger estimator with control reconfiguration system for hypersonic aircraft
Dynamic instability of hypersonic aircraft was well known. To ensure a stable and controlled flight throughout the hypersonic flight phase, a robust automatic flight control system was needed. In addition, in the unlikely event of a flight control failure, the autopilot must be able to remain operat...
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my.upm.eprints.371342023-09-04T13:30:49Z http://psasir.upm.edu.my/id/eprint/37134/ Integration of Luenberger estimator with control reconfiguration system for hypersonic aircraft Zaludin, Zairil Dynamic instability of hypersonic aircraft was well known. To ensure a stable and controlled flight throughout the hypersonic flight phase, a robust automatic flight control system was needed. In addition, in the unlikely event of a flight control failure, the autopilot must be able to remain operational and maintain flight stability. In this paper, the hypersonic aircraft feedback control system was designed using Linear Quadratic Regulator theory to guarantee dynamic stability and ensure robustness. Not all aircraft state variables were measurable hence, Luenberger estimator was incorporated to estimate the other states. Then a Control Reconfiguration System was incorporated to recover dynamic stability in the event of flight control failure. The work done showed that during single flight control malfunction, the feedback control system, Luenberger estimator and Control Reconfiguration System were able to maintain flight stability. This paper also shows that activities of the remaining working flight controls increased significantly to compensate for the lost, to maintain dynamic stability. IEEE 2023 Conference or Workshop Item PeerReviewed Zaludin, Zairil (2023) Integration of Luenberger estimator with control reconfiguration system for hypersonic aircraft. In: 2023 IEEE International Conference on Automatic Control and Intelligent Systems (I2CACIS), 17 June 2023, Shah Alam, Malaysia. (pp. 219-224). https://ieeexplore.ieee.org/document/10193439 10.1109/I2CACIS57635.2023.10193439 |
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Dynamic instability of hypersonic aircraft was well known. To ensure a stable and controlled flight throughout the hypersonic flight phase, a robust automatic flight control system was needed. In addition, in the unlikely event of a flight control failure, the autopilot must be able to remain operational and maintain flight stability. In this paper, the hypersonic aircraft feedback control system was designed using Linear Quadratic Regulator theory to guarantee dynamic stability and ensure robustness. Not all aircraft state variables were measurable hence, Luenberger estimator was incorporated to estimate the other states. Then a Control Reconfiguration System was incorporated to recover dynamic stability in the event of flight control failure. The work done showed that during single flight control malfunction, the feedback control system, Luenberger estimator and Control Reconfiguration System were able to maintain flight stability. This paper also shows that activities of the remaining working flight controls increased significantly to compensate for the lost, to maintain dynamic stability. |
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Conference or Workshop Item |
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Zaludin, Zairil |
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Zaludin, Zairil Integration of Luenberger estimator with control reconfiguration system for hypersonic aircraft |
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Zaludin, Zairil |
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Zaludin, Zairil |
title |
Integration of Luenberger estimator with control reconfiguration system for hypersonic aircraft |
title_short |
Integration of Luenberger estimator with control reconfiguration system for hypersonic aircraft |
title_full |
Integration of Luenberger estimator with control reconfiguration system for hypersonic aircraft |
title_fullStr |
Integration of Luenberger estimator with control reconfiguration system for hypersonic aircraft |
title_full_unstemmed |
Integration of Luenberger estimator with control reconfiguration system for hypersonic aircraft |
title_sort |
integration of luenberger estimator with control reconfiguration system for hypersonic aircraft |
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IEEE |
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2023 |
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http://psasir.upm.edu.my/id/eprint/37134/ https://ieeexplore.ieee.org/document/10193439 |
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