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Optimal coordinated voltage control in active distribution networks using backtracking search algorithm

机译:使用回溯搜索算法的主动配电网最优协调电压控制

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摘要

The growing interest in distributed generation (DG) in recent years has led to a number of generators connected to a distribution system. The integration of DGs in a distribution system has resulted in a network known as active distribution network due to the existence of bidirectional power flow in the system. Voltage rise issue is one of the predominantly important technical issues to be addressed when DGs exist in an active distribution network. This paper presents the application of the backtracking search algorithm (BSA), which is relatively new optimisation technique to determine the optimal settings of coordinated voltage control in a distribution system. The coordinated voltage control considers power factor, on-load tap-changer and generation curtailment control to manage voltage rise issue. A multi-objective function is formulated to minimise total losses and voltage deviation in a distribution system. The proposed BSA is compared with that of particle swarm optimisation (PSO) so as to evaluate its effectiveness in determining the optimal settings of power factor, tap-changer and percentage active power generation to be curtailed. The load flow algorithm from MATPOWER is integrated in the MATLAB environment to solve the multi-objective optimisation problem. Both the BSA and PSO optimisation techniques have been tested on a radial 13-bus distribution system and the results show that the BSA performs better than PSO by providing better fitness value and convergence rate.
机译:近年来,对分布式发电(DG)的兴趣日益浓厚,导致许多与配电系统相连的发电机。由于系统中存在双向潮流,DG在配电系统中的集成已形成了一个称为主动配电网的网络。当分布式配电网存在于有源配电网中时,电压上升问题是要解决的最重要的技术问题之一。本文介绍了回溯搜索算法(BSA)的应用,它是确定配电系统中协调电压控制的最佳设置的一种相对较新的优化技术。协调电压控制考虑功率因数,有载分接开关和发电削减控制来管理电压上升问题。制定了多目标函数,以使配电系统中的总损耗和电压偏差最小。将提出的BSA与粒子群优化(PSO)进行比较,以评估其在确定功率因数,分接开关和有功发电百分比的最佳设置方面的有效性。来自MATPOWER的潮流算法被集成到MATLAB环境中,以解决多目标优化问题。 BSA和PSO优化技术均已在径向13总线配电系统上进行了测试,结果表明,BSA通过提供更好的适应性值和收敛速度,比PSO表现更好。

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  • 期刊名称 other
  • 作者单位
  • 年(卷),期 -1(12),10
  • 年度 -1
  • 页码 e0177507
  • 总页数 20
  • 原文格式 PDF
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  • 入库时间 2022-08-21 11:08:50

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