Tracking Control of Interval Type‐2 Fuzzy Systems With Improved Adaptive Event‐Triggered Mechanisms and Deception Attacks Under Privacy Protection

ABSTRACT This article studied the tracking control problem of the reference model under privacy protection for nonlinear NCSs with double‐ended event‐triggered mechanisms by interval type‐2 fuzzy systems under the influence of deception attacks. Improved adaptive event‐triggered mechanisms and three general dynamic quantizers are adopted to further reduce the network burden. To ensure the security of the system, a secure tracking controller is designed under the premise that the system can guarantee the mean square asymptotic stability and the tracking error reaches the preset conditions. Finally, the rationality of the theory proposed in this article are verified by the examples of spring damping system.

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Publication Details

Journal
Optimal Control Applications and Methods
Published
2025-03-20
DOI
https://doi.org/10.1002/oca.3285
Citations
1
Primary Topic
Neural Networks Stability and Synchronization
Type
article
Field-Weighted Citation Impact
1.49
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article

Tracking Control of Interval Type‐2 Fuzzy Systems With Improved Adaptive Event‐Triggered Mechanisms and Deception Attacks Under Privacy Protection

Xiao‐Heng Chang, Feng-Hsin Huang
1 citations
Optimal Control Applications and Methods
Neural Networks Stability and Synchronization
1.49
article

Tracking Control of Interval Type‐2 Fuzzy Systems With Improved Adaptive Event‐Triggered Mechanisms and Deception Attacks Under Privacy Protection

Xiao‐Heng Chang, Feng-Hsin Huang
article en
1 citations

Abstract

ABSTRACT This article studied the tracking control problem of the reference model under privacy protection for nonlinear NCSs with double‐ended event‐triggered mechanisms by interval type‐2 fuzzy systems under the influence of deception attacks. Improved adaptive event‐triggered mechanisms and three general dynamic quantizers are adopted to further reduce the network burden. To ensure the security of the system, a secure tracking controller is designed under the premise that the system can guarantee the mean square asymptotic stability and the tracking error reaches the preset conditions. Finally, the rationality of the theory proposed in this article are verified by the examples of spring damping system.

Optimal Control Applications and MethodsVol. 46(4)
Bohai University (CN)
Peace, Justice and strong institutions
Openalex Percentile: Top 19%
Neural Networks Stability and Synchronization
1.49
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