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不规则间歇性拒绝服务攻击下仅使用输出的量化非线性系统自适应安全控制

Adaptive Security Control Using Output Only for Quantized Nonlinear Systems Under Irregularly Intermittent DoS Attacks.

作者信息

Gao Zhen, Song Yongduan, Polycarpou Marios M

出版信息

IEEE Trans Cybern. 2024 Nov;54(11):6755-6766. doi: 10.1109/TCYB.2024.3438288. Epub 2024 Oct 30.

Abstract

Quantized signal-driven control for nonlinear systems is of special interest in practice. However, it is nontrivial in the presence of mismatched uncertainties and intermittent denial of service (DoS) attacks. The underlying problem becomes even more complicated when both the input and output signals are attacked, rendering the state variables and the input signal inaccessible or unavailable for the control design. Only the quantized (and thus nondifferentiable) output signal is available in the absence of attack, making regular backstepping design inapplicable. This article introduces a novel adaptive output feedback control method to tackle the aforementioned challenges. First, we design a gain-switched quantized observer to estimate the unmeasurable state variables. Second, by employing a first-order dynamic filtering technique, we circumvent the nondifferentiability issue of virtual controller arising from the signal quantization. Third, we establish design conditions for the controller parameters. Fourth, we utilize a more comprehensive sector quantizer and develop adaptive estimators to deal with the unknown quantization parameters. Finally, we demonstrate that with the proposed control method, all the closed-loop signals are semiglobally uniformly ultimately bounded (SUUB), and the regulation error can be made small enough by appropriately tuning the design parameters. Numerical simulations confirm the efficacy of the proposed approach.

摘要

非线性系统的量化信号驱动控制在实际中具有特殊意义。然而,在存在不匹配不确定性和间歇性拒绝服务(DoS)攻击的情况下,这并非易事。当输入和输出信号都受到攻击时,潜在问题会变得更加复杂,导致状态变量和输入信号对于控制设计来说不可访问或不可用。在没有攻击的情况下,只有量化(因而不可微)的输出信号可用,这使得常规的反步设计不适用。本文介绍一种新颖的自适应输出反馈控制方法来应对上述挑战。首先,我们设计一个增益切换量化观测器来估计不可测量的状态变量。其次,通过采用一阶动态滤波技术,我们规避了由信号量化引起的虚拟控制器的不可微性问题。第三,我们建立控制器参数的设计条件。第四,我们使用更全面的扇形量化器并开发自适应估计器来处理未知的量化参数。最后,我们证明采用所提出的控制方法,所有闭环信号都是半全局一致最终有界(SUUB)的,并且通过适当调整设计参数可以使调节误差足够小。数值模拟证实了所提方法的有效性。

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