2013
DOI: 10.1016/j.automatica.2013.02.043
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A fault tolerant control allocation scheme with output integral sliding modes

Abstract: In this paper a new fault tolerant control scheme is proposed, where only measured system outputs are assumed to be available. The scheme ensures closed-loop stability throughout the entire closed-loop response of the system even in the presence of certain actuator faults/failures. This is accomplished by incorporating ideas of integral sliding modes, unknown input observers and a fixed control allocation scheme. A rigorous closed-loop stability analysis is undertaken, and in fact a convex representation of th… Show more

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Cited by 94 publications
(83 citation statements)
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“…However, one key point for successfully re-allocating the control is the availability of adequate information about the faults that have occurred; indeed, some accurate fault estimation and/or a correct identification of the faulty actuators or effectors are necessary to address the reconfiguration. Recent results toward fault tolerant control allocation are based on slidingmode techniques [7] [14], adaptive control strategies [5] [18] [19] and unknown input observers [8] [9]. Further investigations on this topic, with a more application-oriented character, are proposed for reconfiguration in flight control [4], [22], [20] and fault accommodation in automated underwater vehicles [17].…”
Section: Introductionmentioning
confidence: 99%
“…However, one key point for successfully re-allocating the control is the availability of adequate information about the faults that have occurred; indeed, some accurate fault estimation and/or a correct identification of the faulty actuators or effectors are necessary to address the reconfiguration. Recent results toward fault tolerant control allocation are based on slidingmode techniques [7] [14], adaptive control strategies [5] [18] [19] and unknown input observers [8] [9]. Further investigations on this topic, with a more application-oriented character, are proposed for reconfiguration in flight control [4], [22], [20] and fault accommodation in automated underwater vehicles [17].…”
Section: Introductionmentioning
confidence: 99%
“…The magnitude of ∥B 1 ∥ therefore represents a measure of how perfect the factorization is, and the smaller ∥B 1 ∥ is the more easily the small gain condition in [16] is satisfied. (For further details see the appendix -specifically equation (23) and (25). )…”
Section: Design Proceduresmentioning
confidence: 99%
“…(Note that in equation (1) x(t) may include both plant states and compensator states [25]). The square matrix K(t) represents the effectiveness gain and has the form…”
Section: Design Proceduresmentioning
confidence: 99%
“…Hou, et al designed UIO-based fault estimation method in the case where the number of the independent faults was larger than that of the independent measurements, and it also needs derivative of output, but derivative of output is hard to get [9]. In order to estimate actuator faults, Hamayun et al designed sliding mode observer, but it also requires the number of the independent faults was larger than that of the independent measurements [10]. These two methods are both have limitations, and hard to meet requirements.…”
Section: Introductionmentioning
confidence: 99%