2022
DOI: 10.1002/mma.8103
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Output‐based event‐triggered control of networked systems subject to bilateral packet dropouts

Abstract: In this paper, an output-based event-triggered control problem of discrete-time networked control systems (NCSs) subject to bilateral packet dropouts is investigated. In view of stochastic sequences of packet dropouts in the measurement channels (from sensors to controller) and the control channels (from controller to actuators), the NCS is converted into a closed-loop stochastic parameter system. In the aid of a Lyapunov functional based on stochastic variables, the sufficient conditions on design of a dynami… Show more

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Cited by 4 publications
(4 citation statements)
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“…Positive scalar 𝛾 p , 𝛾 s , and controller gain matrix K are given. The closed-loop system (10) is stochastically stable and satisfies the  ∞ performance indexes (11) and (12) for any nonzero 𝜔 ∈  2 [0, ∞), if there exist positive definite matrices P = diag{P p , P s }, Q, R, Ω = diag{Ω p , Ω s } ∈ R n×n , where P p , Ω p ∈ R n p ×n p , P s , Ω s ∈ R n s ×n s are symmetric matrices, any matrix M ∈ R n×n , positive definite diagonal matrix Λ ∈ R n×n , such that the following conditions hold:…”
Section: Resultsmentioning
confidence: 99%
See 2 more Smart Citations
“…Positive scalar 𝛾 p , 𝛾 s , and controller gain matrix K are given. The closed-loop system (10) is stochastically stable and satisfies the  ∞ performance indexes (11) and (12) for any nonzero 𝜔 ∈  2 [0, ∞), if there exist positive definite matrices P = diag{P p , P s }, Q, R, Ω = diag{Ω p , Ω s } ∈ R n×n , where P p , Ω p ∈ R n p ×n p , P s , Ω s ∈ R n s ×n s are symmetric matrices, any matrix M ∈ R n×n , positive definite diagonal matrix Λ ∈ R n×n , such that the following conditions hold:…”
Section: Resultsmentioning
confidence: 99%
“…Positive scalar 𝛾 p , 𝛾 s , and 𝜀 are given. The closed-loop system (10) is stochastically stable and satisfies the  ∞ performance indexes (11) and (12)…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…In Hu et al [28], consensus of nonlinear MASs with intermittent dynamic event‐triggered protocols was studied. In Li et al [29], an output‐based event‐triggered control problem of discrete‐time networked control systems subject to bilateral packet dropouts was investigated. In Tian et al [30] and Liu et al [31], adaptive event‐triggered consensus of general linear MASs was studied.…”
Section: Introductionmentioning
confidence: 99%