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On resilience analysis and quantification for wide-area control of power systems

机译:电力系统广域控制的弹性分析与量化

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Wide-area control is an effective mean to reduce inter-area oscillations of the bulk power system. Its dependence on communication of remote measurement signals makes the closed-loop system vulnerable to cyber attacks. This paper develops a framework to analyze and quantify resilience of a given wide-area controller under disruptive attacks on certain communication links. Resilience of a given controller is measured in terms of closed-loop eigenvalues under the worst possible attack strategy. The computation of such a resilience metric is challenging especially for large-scale power systems due to the discrete nature of attack strategies. In this paper, we propose an optimization-based formulation and a convex relaxation approach to facilitate the computation. Furthermore, we develop an efficient algorithm for the relaxed problem with guaranteed convergence to identify structural vulnerabilities of the system. Simulations are performed on the IEEE 39-bus system to illustrate the proposed resilience analysis and computation framework.
机译:广域控制是减少大功率系统区域间振荡的有效手段。它依赖于远程测量信号的通信,使得闭环系统容易受到网络攻击。本文开发了一个框架,可以在某些通信链路受到破坏性攻击的情况下,分析和量化给定广域控制器的弹性。给定控制器的弹性是根据最坏可能的攻击策略下的闭环特征值来衡量的。由于攻击策略的离散性,因此这种弹性度量的计算尤其具有挑战性,对于大型电力系统而言。在本文中,我们提出了一种基于优化的公式和凸松弛方法来简化计算。此外,我们针对松弛问题开发了一种有效的算法,保证了收敛性,以识别系统的结构漏洞。在IEEE 39总线系统上进行了仿真,以说明所建议的弹性分析和计算框架。

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