Observer-Based Finite-Time Fuzzy Adaptive Resilient Control for Uncertain Nonlinear Systems Against Deception Attacks and Unknown Dead Zones

IF 6.4 2区 计算机科学 Q1 AUTOMATION & CONTROL SYSTEMS IEEE Transactions on Automation Science and Engineering Pub Date : 2024-11-07 DOI:10.1109/TASE.2024.3488693
Jipeng Zhao;Guang-Hong Yang
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Abstract

This study explores the issue of observer-based adaptive finite-time resilient control for a class of uncertain strict-feedback nonlinear systems that have unknown sensor deception attacks and unknown dead zones. Due to the states of the considered system being unmeasured, a new fuzzy state observer is constructed via compromised output and fuzzy logic systems (FLSs). Moreover, the adverse impact of the deception attacks lies in that the output information is distorted, and the exact output signal is unavailable for control design. Based on the Nussbaum gain technique, a novel fuzzy finite-time resilient adaptive output feedback control scheme is developed, which incorporates both the attacked and estimated state variables. The adaptive output feedback control results reveal that all signals in the overall system remain stable and bounded. Compared to the current state feedback control results for nonlinear systems besieged by sensor-based attacks, the resilient adaptive output feedback control approach has the advantage of addressing the control issue of nonlinear systems with unavailable state measurements. Additionally, it eliminates the need to assume that the sign of the attack weight is positive. Finally, the validity of the designed controller is demonstrated through a simulation example. Note to Practitioners—In the industry, adaptive finite-time output feedback control issue of nonlinear systems exists in many different systems, such as intelligent transportation management, mobile robot networks, surveillance and monitoring. Since the above systems operate in a network environment, the security problems of the systems cannot be ignored. Hence, considering the unmeasured states, the unknown nonlinear functions, and the unknown time-varying attack gains existing simultaneously in the studied systems, it is a challenging and meaningful task to achieve the desired security control objectives. On the other hand, leveraging the Nussbaum gain technique, this article presents a novel fuzzy finite-time resilient adaptive output feedback control scheme for the nonlinear systems under the deception attacks. This method offers a practical solution for industrial applications.
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基于观测器的有限时间模糊自适应弹性控制,用于不确定非线性系统对抗欺骗攻击和未知死区
针对一类具有未知传感器欺骗攻击和未知死区的不确定严格反馈非线性系统,研究了基于观测器的自适应有限时间弹性控制问题。由于被考虑系统的状态不可测,通过折衷输出和模糊逻辑系统构造了一个新的模糊状态观测器。此外,欺骗攻击的不利影响在于输出信息失真,无法获得准确的输出信号用于控制设计。基于Nussbaum增益技术,提出了一种新的模糊有限时间弹性自适应输出反馈控制方案,该方案同时考虑了攻击状态变量和估计状态变量。自适应输出反馈控制结果表明,整个系统中所有信号保持稳定和有界。与目前针对非线性系统的状态反馈控制方法相比,弹性自适应输出反馈控制方法具有解决状态测量不可用非线性系统控制问题的优势。此外,它消除了假设攻击权重符号为正的需要。最后,通过仿真实例验证了所设计控制器的有效性。从业人员注意事项——在行业中,非线性系统的自适应有限时间输出反馈控制问题存在于许多不同的系统中,如智能交通管理、移动机器人网络、监控和监控等。由于上述系统是在网络环境中运行的,因此系统的安全问题不容忽视。因此,考虑到所研究系统中同时存在的不可测状态、未知非线性函数和未知时变攻击增益,实现预期的安全控制目标是一项具有挑战性和意义的任务。另一方面,本文利用Nussbaum增益技术,针对欺骗攻击下的非线性系统,提出了一种新的模糊有限时间弹性自适应输出反馈控制方案。该方法为工业应用提供了一种实用的解决方案。
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来源期刊
IEEE Transactions on Automation Science and Engineering
IEEE Transactions on Automation Science and Engineering 工程技术-自动化与控制系统
CiteScore
12.50
自引率
14.30%
发文量
404
审稿时长
3.0 months
期刊介绍: The IEEE Transactions on Automation Science and Engineering (T-ASE) publishes fundamental papers on Automation, emphasizing scientific results that advance efficiency, quality, productivity, and reliability. T-ASE encourages interdisciplinary approaches from computer science, control systems, electrical engineering, mathematics, mechanical engineering, operations research, and other fields. T-ASE welcomes results relevant to industries such as agriculture, biotechnology, healthcare, home automation, maintenance, manufacturing, pharmaceuticals, retail, security, service, supply chains, and transportation. T-ASE addresses a research community willing to integrate knowledge across disciplines and industries. For this purpose, each paper includes a Note to Practitioners that summarizes how its results can be applied or how they might be extended to apply in practice.
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