首页> 外文会议>International Conference on Renewable Power Generation >A DYNAMIC DEFENSE-ATTACK GAME SCHEME WITH INCOMPLETE INFORMATION FOR VULNERABILITY ANALYSIS IN A CYBER-PHYSICAL POWER INFRASTRUCTURE
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A DYNAMIC DEFENSE-ATTACK GAME SCHEME WITH INCOMPLETE INFORMATION FOR VULNERABILITY ANALYSIS IN A CYBER-PHYSICAL POWER INFRASTRUCTURE

机译:一种动态防御攻击游戏方案,具有网络 - 物理电力基础设施中漏洞分析的不完整信息

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The modern power system is experiencing rapid development towards a smarter cyber-physical power grid. How to comprehensively and effectively identify the vulnerable components under various cyber attacks has attracted widespread interest and attention around the world. In this paper, a game-theoretical scheme is developed to analyze the vulnerabilities of transmission lines and cyber elements under locally coordinated cyber-physical attacks in a cyber-physical power infrastructure. A two-step scenario including resources allocation made by system defender in advance and subsequent coordinated cyber-physical attacks are designed elaborately. The designed scenario is modeled as a game of incomplete information, which is then converted into a bi-level mathematical programming problem. In the lower level model, the attacker aims at maximizing system losses by attacking some transmission lines. While in the higher level model, the defender allocates defensive resources, trying to maximally reduce the losses considering the possible attacks. The payoffs of the game are calculated by leveraging a strategy of searching accident chains caused by cascading failure analyzed in this paper. A particle swarm optimization algorithm is applied to solve the proposed nonlinear bi-level programming model, and the case studies on a 34-bus system are conducted to verify the effectiveness of the proposed scheme.
机译:现代电力系统正在经历令人更聪明的网络物理电网的快速发展。如何全面,有效地识别各种网络攻击下的弱势群体引起了世界各地的兴趣和关注。在本文中,开发了一种游戏理论方案,以分析在网络物理电力基础设施中局部协调的网络物理攻击下传输线和网络元件的脆弱性。设计了一个两步的情景,包括系统后卫提出的资源分配以及随后的协调网络物理攻击是精心设计的。设计的方案被建模为不完整信息的游戏,然后转换为双级数学编程问题。在较低级模型中,攻击者通过攻击一些传输线来最大限度地提高系统损失。虽然在更高级别的模型中,后卫分配防御资源,试图最大衡考虑可能的攻击的损失。通过利用本文分析的级联失败引起的事故链策略来计算游戏的收益。应用粒子群优化算法来解决所提出的非线性双级编程模型,并进行了对34总线系统的案例研究以验证所提出的方案的有效性。

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