电力系统中关键部件的识别:博弈论的应用

Farzaneh Pourahmadi, M. Fotuhi‐Firuzabad, P. Dehghanian
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引用次数: 15

摘要

随着电力市场的不断发展,以及电网的过时性质,系统运营商必须能够更有效地管理运营成本,因为预计未来几年将出现维护成本和设备投资的浪潮。战略性地实施经济高效的以可靠性为中心的维护(RCM)方法似乎是一个关键的解决方案。本文提出了一种有效的部件临界性评估方法,为系统的整体可靠性和进一步的维护重点提供依据。提出了一个博弈论的求解概念,称为Shapely值,它能够在高阶偶然性发生时公平地确定每个单个设备对系统可靠性性能的贡献。建议的框架将有助于实现在电网中的哪些地方进行投资,以从可靠性的角度保持理想的系统性能。在IEEE可靠性测试系统(IEEE- rts)上,验证了该框架的有效性。
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Identification of critical components in power systems: A game theory application
As the electricity market undergoes continuous evolutions, along with the outdated nature of the grid, system operators would have to be able to more effectively manage the operation costs since waves of maintenance costs and equipment investments would be anticipated in the years to come. Strategic implementation of cost-effective reliability centered maintenance (RCM) approaches seems to be a key solution. This paper proposes an efficient method to assess the component criticality for the system overall reliability and further maintenance focuses. A solution concept of game theory, called Shapely Value, that is able to fairly identify the contribution of each single equipment to the system reliability performance once a high-order contingency occurs is proposed. The suggested framework would help in realizing where investments to be made in the grid to keep a desirable system performance from the reliability standpoint. Implemented on the IEEE Reliability Test System (IEEE-RTS), the effectiveness of the suggested framework is confirmed.
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