Security-Based Distributionally Robust Optimization Self-Triggered SMPC for Constrained Cyber-Physical Systems Subject to Unknown Disturbances and Denial-of-Service Attacks

In this article, we propose a distributionally robust optimization-based self-triggered stochastic model predictive control (DRSMPC) algorithm for linear discrete systems that are subject to unbounded stochastic disturbances and Denial-of-Service (DoS) attacks. Assuming that only the first and secon...

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Published inIEEE internet of things journal Vol. 12; no. 12; pp. 21757 - 21769
Main Authors Chen, Yadong, Cheng, Peng
Format Journal Article
LanguageEnglish
Published Piscataway IEEE 15.06.2025
The Institute of Electrical and Electronics Engineers, Inc. (IEEE)
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Abstract In this article, we propose a distributionally robust optimization-based self-triggered stochastic model predictive control (DRSMPC) algorithm for linear discrete systems that are subject to unbounded stochastic disturbances and Denial-of-Service (DoS) attacks. Assuming that only the first and second moments of the disturbances are available, we transform the objective function into a compact quadratic form and reformulate the state chance constraint into second-order cone constraint, which enhance tractability during the solution process. To reduce communication and sampling times within the system, we introduce a self-triggering update framework, which computes the sampling instants and the control input sequences between consecutive sampling instants based on the sampled state. The main contribution of DRSMPC is to deal with unknown disturbances, reduce the unnecessary sampling also be able to defend against DoS attacks. Furthermore, we demonstrate that DRSMPC is recursively feasible and cyber-physical systems (CPSs) remaining quadratic stability. Numerical simulations validate the effectiveness of the proposed algorithm.
AbstractList In this article, we propose a distributionally robust optimization-based self-triggered stochastic model predictive control (DRSMPC) algorithm for linear discrete systems that are subject to unbounded stochastic disturbances and Denial-of-Service (DoS) attacks. Assuming that only the first and second moments of the disturbances are available, we transform the objective function into a compact quadratic form and reformulate the state chance constraint into second-order cone constraint, which enhance tractability during the solution process. To reduce communication and sampling times within the system, we introduce a self-triggering update framework, which computes the sampling instants and the control input sequences between consecutive sampling instants based on the sampled state. The main contribution of DRSMPC is to deal with unknown disturbances, reduce the unnecessary sampling also be able to defend against DoS attacks. Furthermore, we demonstrate that DRSMPC is recursively feasible and cyber-physical systems (CPSs) remaining quadratic stability. Numerical simulations validate the effectiveness of the proposed algorithm.
Author Chen, Yadong
Cheng, Peng
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SubjectTerms Algorithms
Chance constraint
Constraints
Control systems
Cyber-physical systems
Cybersecurity
Denial of service attacks
Discrete systems
distributionally robust optimization
Disturbances
Event detection
Internet of Things
Optimization
Prediction algorithms
Predictive control
Predictive models
Quadratic forms
Robustness (mathematics)
Sampling
self-triggered stochastic model predictive control (MPC)
Sensors
Stochastic models
Stochastic processes
Vectors
Title Security-Based Distributionally Robust Optimization Self-Triggered SMPC for Constrained Cyber-Physical Systems Subject to Unknown Disturbances and Denial-of-Service Attacks
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