2019
DOI: 10.1016/j.ast.2019.06.017
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Appointed-time fault-tolerant attitude tracking control of spacecraft with double-level guaranteed performance bounds

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Cited by 67 publications
(29 citation statements)
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“…Remark 1: The meanings and the effects of the parameters in the appointed-time decaying function ρ y (t) are discussed here [48]- [58]. First, the parameters t 0 is the activation time of the constraint (6), meaning that from the time t 0 , the variable y(t) should meet the constraint (6) (that is, y(t 0 ) < ρ y (t 0 )).…”
Section: Appointed-time Performance Function and Error Transformationmentioning
confidence: 99%
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“…Remark 1: The meanings and the effects of the parameters in the appointed-time decaying function ρ y (t) are discussed here [48]- [58]. First, the parameters t 0 is the activation time of the constraint (6), meaning that from the time t 0 , the variable y(t) should meet the constraint (6) (that is, y(t 0 ) < ρ y (t 0 )).…”
Section: Appointed-time Performance Function and Error Transformationmentioning
confidence: 99%
“…Recently, the prescribed performance control method [48]- [50] has been proposed, where the prescribed performance control problem of the original control system is converted into the stabilization problem of an unconstrained nonlinear control system. Then several quaternion-based and MRPs-based prescribed performance attitude control schemes are designed [51]- [58]. In [59], a velocity-free prescribed-time attitude synchronization control scheme is derived on SO(3).…”
Section: Introductionmentioning
confidence: 99%
“… T 1 is the upper bound of convergence time. Based on equation (4), one can obtain lim t T 1 ϱ 3 ( t ) = ϱ 3 with the detailed proof given in Wei et al 74 To achieve finite-time convergence, as an alternative, Liu et al 75 constructed a novel appointed-time convergence performance function via using a quartic polynomial, which is omitted for brevity. Thus, compared with the foregoing exponential and hyperbolic cotangent performance functions, the convergence rate of ϱ 3 ( t ) is much faster.…”
Section: Ppcmentioning
confidence: 99%
“…Actuator faults also occur frequently during the space operations due to the harsh working environment and may result in a series of hazardous results. This problem motivates fault-tolerant control design for spacecraft attitude maneuvers (Li et al , 2019; Liu et al , 2019), which usually requires reliability and guaranteed performance (Fan et al , 2017; Zhang et al , 2020; Sun et al , 2020). Furthermore, actuator saturation is another practically key issue (2018; Jia et al , 2019), which may degrade the closed-loop performance or even give rise to instability and has attracted enormous research effort (Shen et al , 2015a, 2015b; Lu et al , 2016; Lian et al , 2018).…”
Section: Introductionmentioning
confidence: 99%