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首页> 外文期刊>IEEE Transactions on Power Systems >Optimal capacitor placement, replacement and control in large-scale unbalanced distribution systems: system solution algorithms and numerical studies
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Optimal capacitor placement, replacement and control in large-scale unbalanced distribution systems: system solution algorithms and numerical studies

机译:大型不平衡配电系统中电容器的最佳放置,更换和控制:系统解决方案算法和数值研究

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摘要

This paper develops an effective and, yet, practical solution methodology for optimal capacitor placement, replacement and control in large-scale unbalanced, general radial or loop distribution systems. The solution methodology can optimally determine: (i) the locations to install (or replace, or remove) capacitors; (ii) the types and sizes of capacitors to be installed (or replaced); and (iii) during each load level, the control schemes for each capacitor in the nodes of a general three-phase unbalanced distribution system such that a desired objective function is minimized while the load constraints, network constraints and operational constraints at different load levels are satisfied. The solution methodology is based on a combination of the simulated annealing technique and the greedy search technique in order to achieve computational speed and high-quality of solutions. Both the numerical and implementational aspects of the solution methodology are detailed. Analysis of the computational complexity of the solution algorithm indicates that the algorithm is also effective for large-scale distribution systems in terms of computational efforts. Test results on a realistic, unbalanced distribution network, a 291-bus with 77 laterals, 305 distribution lines and 6 transformers, with varying loading conditions, are presented with promising results. The robustness of the solution methodology under varying loading conditions is also investigated.
机译:本文针对大型不平衡,通用径向或环路配电系统中的最佳电容器放置,更换和控制,开发了一种有效而实用的解决方案方法。该解决方案方法可以最佳地确定:(i)安装(或更换或卸下)电容器的位置; (ii)待安装(或更换)的电容器的类型和尺寸; (iii)在每个负载水平上,用于一般三相不平衡配电系统节点中每个电容器的控制方案,以使所需目标函数最小化,同时在不同负载水平下的负载约束,网络约束和操作约束为满意。解决方案方法基于模拟退火技术和贪婪搜索技术的结合,以实现计算速度和高质量的解决方案。解决方案方法的数字和实现方面都进行了详细说明。对解决方案算法的计算复杂度的分析表明,就计算量而言,该算法对于大规模配电系统也有效。提出了在现实的,不平衡的配电网络,具有77条支线的291母线,305条配电线和6台变压器,不同负载条件下的测试结果,结果令人鼓舞。还研究了在变化的加载条件下解决方法的鲁棒性。

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