Optimal location of micro‐phasor measurement units in distribution system control, monitoring, and protection using hybrid technique

A. Raqib, Hussain M. K. Elango, A. R. Hussain
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Abstract

This manuscript proposes a hybrid technique for the optimum location of micro‐phasor measurement units (μ‐PMUs) in the distribution system (DS).The proposed hybrid approach is the wrapper of dwarf mongoose optimizer (DMO) and pelican optimization algorithm (POA). The updating behavior of DMO is improved by the POA; therefore, it is called DMO‐POA approach. The main aim of the proposed approach is to avoid discontinuity of supply and minimizes the count of PMDs to reduce cost and attain the maximal count of measurement‐redundancy that is limited to full‐system observability for IEEE bus‐system in zero injection nodes (ZINs) and tie‐switches. The proposed approach considered the optimum count of μ‐PMUs is needed for the thorough distribution system economy, observability, and the reliability measure. The proposed approach considers the distribution of PMUs in the reconfiguration of smart‐distribution‐grids, ZINs and communication system requirements. Here, the objective‐function is aiming at minimizing the costs of reliability and capital. The proposed method uses the infrastructure of communication cost to simultaneously co‐optimize the system switching strategy and find the optimal sites for PMUs. The performance of the proposed technique is tested in different test‐systems, like IEEE‐14 bus, 13, 34, 37, and 123 buses and the performance is executed by comparing it with the existing approaches. Furthermore, the proposed system is effectual to find an optimal solution with less computation and decreases the complexity of the algorithm.
混合技术在配电系统控制、监测和保护中微相量测量单元的最佳定位
本文提出了一种用于配电系统中微相量测量单元(μ - PMUs)最佳位置的混合技术。提出的混合方法是将矮猫鼬优化器(DMO)和鹈鹕优化算法(POA)进行包装。POA改进了DMO的更新行为;因此,它被称为DMO - POA方法。所提出的方法的主要目的是避免供电不连续,并尽量减少pmd的数量,以降低成本,并获得最大的测量冗余计数,这仅限于零注入节点(ZINs)和tie开关中的IEEE总线系统的全系统可观察性。该方法考虑了配电系统经济性、可观测性和可靠性度量所需要的μ‐pmu的最优数量。该方法考虑了智能配电网重构中pmu的分布、ZINs和通信系统的要求。在这里,目标函数的目标是最小化可靠性和资本成本。该方法利用通信成本的基础架构,同时对系统交换策略进行协同优化,并找到pmu的最优位置。在不同的测试系统(如IEEE - 14总线、13、34、37和123总线)中测试了所提出技术的性能,并将其与现有方法进行了比较。此外,该系统可以有效地以较少的计算量找到最优解,降低了算法的复杂度。
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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