利用分支切割和二元粒子群优化,基于电压/电压敏感性的有源配电网动态分区方法

Yuqi Ji, Xuehan Chen, Ping He, Xiaomei Liu, Congshan Li, Yukun Tao, Jiale Fan
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引用次数: 0

摘要

为优化利用无功功率源的可调能力进行电压控制,针对有源配电网(ADN)提出了一种动态分区方法,该方法通过二元粒子群优化(BPSO)利用无功功率流跟踪进行分支切割。首先,分析了现有电压/无功灵敏度(VVS)计算方法的局限性,从而提出了一种新型 VVS 计算方法,该方法能够捕捉源-负载时序特性的变化。随后,利用节点间 VVS 矩阵的模糊化推导出成员度矩阵。接着,根据无功功率源节点之间的成员关系,对这些节点进行预分区,并初步确定主导节点和并列区的数量。然后,根据支路的无功功率流向,确定需要切除的支路范围。将分区综合耦合度作为 BPSO 的目标函数,有助于确定最佳分支切割点,从而确定分区结果。最后,执行无功功率储备检查,以纠正任何不符合要求的分区。本研究使用增强型 IEEE 33 节点电力系统进行了数值模拟,以证明所提方法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

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Active distribution network dynamic partitioning method based on the Voltage/Var sensitivity using branch cutting and binary particle swarm optimisation

To optimally harness the adjustable capabilities of reactive power sources for voltage control, a dynamic partitioning method that uses reactive power flow tracking for branch cutting through Binary Particle Swarm Optimisation (BPSO) is proposed for Active Distribution Networks (ADNs). Initially, the limitations of existing Voltage/Var Sensitivity (VVS) calculation methods are analysed, leading to the proposition of a novel VVS calculation method capable of capturing variations in source-load timing characteristics. Subsequently, the fuzzification of the VVS matrix between nodes is used to derive the membership degree matrix. Next, based on the membership relationship between reactive power source nodes, these nodes are pre-partitioned, and the number of leading nodes and zones alongside are preliminarily determined. Then, the range of the branch to be cut is established, guided by the reactive power flow direction of the branch. Employing the zonal comprehensive coupling degree as the objective function of the BPSO facilitates the identification of optimal branch cutting points, thereby determining the partitioning outcome. Finally, a reactive power reserve check is executed to rectify any non-compliant zones. In this study, numerical simulations are conducted using the enhanced IEEE 33-node power system to demonstrate the efficacy of the proposed method.

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