2018
DOI: 10.1016/j.ifacol.2018.09.628
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Robust H∞ Proportional-Integral Observer for Fault Diagnosis: Application to Vehicle Suspension

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Cited by 15 publications
(15 citation statements)
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“…where u f is the desirable control force of the proposed faulttolerant controller, u n � Kx f is nominal state-feedback controller, u c � − Mf is H ∞ observer-based compensation controller, K is the gain matrix of nominal state-feedback controller, f is the actuator fault estimation achieved by the designed robust H ∞ observer in (10), and M is a known matrix with appropriate dimension. Substituting (30) into (6) results in (31) as…”
Section: Design Of H ∞ Observer-based Fault-tolerant Controllermentioning
confidence: 99%
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“…where u f is the desirable control force of the proposed faulttolerant controller, u n � Kx f is nominal state-feedback controller, u c � − Mf is H ∞ observer-based compensation controller, K is the gain matrix of nominal state-feedback controller, f is the actuator fault estimation achieved by the designed robust H ∞ observer in (10), and M is a known matrix with appropriate dimension. Substituting (30) into (6) results in (31) as…”
Section: Design Of H ∞ Observer-based Fault-tolerant Controllermentioning
confidence: 99%
“…For ∀w ∈ L 2 [0, +∞), one can get J z < 0 from _ V 2 < 0, that is, ‖z‖ < c‖w‖ (see (41) and (42)). Furthermore, system (31) has H ∞ performance β if and only if the controlled system is asymptotically stable and the inequality ‖z‖ < c‖w‖ holds for ∀w ∈ L 2 [0, +∞) under χ 2 < 0 conditions. e proof is completed.…”
Section: Theorem 3 Given Positive Scalars C and λ 2 The Closed-loomentioning
confidence: 99%
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