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A Stochastic Cyber-Attack Detection Scheme for Stochastic Control Systems Based on Frequency-Domain Transformation Technique

机译:基于频域变换技术的随机控制系统随机网络攻击检测方案

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摘要

Based on frequency-domain transformation technique, this paper proposes an attack detection scheme for stochastic control systems under stochastic cyber-attacks and disturbances. The focus is on designing an anomaly detector for the stochastic control systems. First, we construct a model of stochastic control system with stochastic cyber-attacks which satisfy the Markovian stochastic process. And we also introduced the stochastic attack models that a control system is possibly exposed to. Next, based on the frequency-domain transformation technique and linear algebra theory, we propose an algebraic detection scheme for a possible stochastic cyber-attack. We transform the detector error dynamic equation into an algebraic equation. By analyzing the rank of the stochastic matrix E (Q(z_0)) in the algebraic equation, residual information is obtained and anomalies in the stochastic system are detected. In addition, sufficient and necessary conditions guaranteeing the detectability of the stochastic cyber-attacks are obtained. The presented detection approach in this paper is simple, straightforward and more ease to implement. Finally, the results are applied to some physical systems that are respectively subject to a stochastic data denial-of-service (DoS) attack and a stochastic data deception attack on the actuator. The simulation results underline that the detection approach is efficient and feasible in practical application.
机译:基于频域变换技术,提出了一种在随机网络攻击和干扰条件下的随机控制系统攻击检测方案。重点是为随机控制系统设计异常检测器。首先,我们建立了一种满足马尔可夫随机过程的具有随机网络攻击的随机控制系统模型。此外,我们还介绍了控制系统可能面临的随机攻击模型。接下来,基于频域变换技术和线性代数理论,我们提出了一种针对可能的随机网络攻击的代数检测方案。我们将检测器误差动态方程式转换为代数方程式。通过分析代数方程中的随机矩阵E(Q(z_0))的秩,获得残差信息并检测随机系统中的异常。另外,获得了保证随机网络攻击可检测性的充分必要条件。本文提出的检测方法简单,直接且易于实施。最后,将结果应用于一些物理系统,这些物理系统分别受到执行器上的随机数据拒绝服务(DoS)攻击和随机数据欺骗攻击。仿真结果表明,该检测方法在实际应用中是有效可行的。

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