论文标题

变电站级的网格拓扑优化使用总线分裂

Substation-Level Grid Topology Optimization Using Bus Splitting

论文作者

Zhou, Yuqi, Zamzam, Ahmed S., Bernstein, Andrey, Zhu, Hao

论文摘要

变电站断路器的操作对于电力系统中的维护需求和拓扑重新配置非常重要。总线分裂是一种类型的拓扑变化,在某些断路器的某些动作下,变电站的两个总线杆可能会被电离。由于这些事件涉及详细的变电站建模,因此通常在常规功率系统操作和控制中不考虑它们。在本文中,通过通过Breaker-Bus级的拆分来扩大传统的线路交换决策,开发了改进的变电站级拓扑优化框架,这可以进一步降低电网拥塞和发电成本。提出了紧密的麦考密克放松,以重新将双线性术语重新定义为线性不平等约束的优化问题中的双线性术语。因此,实现了可拖动的混合构成线性程序重新重新制定,该计划允许在实时操作中有效解决方案。关于IEEE 14总线和118个总线系统的数值研究证明了拟议的拓扑优化方法的计算绩效和经济益处。

Operations of substation circuit breakers are important for maintenance needs and topology reconfiguration in power systems. Bus splitting is one type of topology change where the two bus bars at a substation can become electrically disconnected under certain actions of circuit breakers. Because these events involve detailed substation modeling, they are typically not considered in routine power system operation and control. In this paper, an improved substation-level topology optimization framework is developed by expanding traditional line switching decisions by breaker-level bus splitting, which can further reduce grid congestion and generation costs. A tight McCormick relaxation is proposed to reformulate the bilinear terms in the resultant optimization problem to linear inequality constraints. Thus, a tractable mixed-integer linear program reformulation is attained that allows for efficient solutions in real-time operations. Numerical studies on the IEEE 14-bus and 118-bus systems demonstrate the computational performance and economic benefits of the proposed topology optimization approach.

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