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Framework for Analysis and Quantification of Wide-Area Control Resilience for Power Systems

机译:电力系统广域控制弹性的分析和量化框架

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Wide-area control helps damp the inter-area oscillations in modern power systems. However, compared to traditional local control, it is more vulnerable to cyber attacks due to its dependence on remote real-time-communicated measurements. In this paper, a formal mathematical framework for analyzing resilience of various wide-area controllers under adversarial scenarios is proposed. A novel resilience index based on the H-2 norm of the post-attack closed-loop system is defined. Computation of such an index is, in general, challenging due to the combinatorial nature of the attack profiles and the bilinear nature of the problem. To address these difficulties, a gradient-based path-following-like solution is developed in this paper to solve a relaxed version of the original non-convex problem. Case studies on IEEE 39-bus system are performed to demonstrate the usage of the proposed framework.
机译:广域控制有助于抑制现代电力系统中的区域间振荡。 然而,与传统的本地控制相比,由于其对远程实时传达的测量的依赖性,它更容易受到网络攻击的影响。 本文提出了一种正式的数学框架,用于在对抗方案下分析各种广域控制器的恢复性的正式数学框架。 定义了一种基于攻击后闭环系统的H-2标准的新型弹性指数。 由于攻击概况的组合性质和问题的双线性本质,这一指数的计算是一般的,这是一般的,这是挑战性的。 为了解决这些困难,在本文中开发了一种基于梯度的路径脱离式解决方案,以解决原始非凸面问题的轻松版本。 执行关于IEEE 39总线系统的案例研究以展示所提出的框架的使用情况。

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