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Simplified probabilistic voltage stability evaluation considering variable renewable distributed generation in distribution systems

机译:考虑配电系统中可变可再生分布式发电的简化概率电压稳定性评估

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摘要

This study investigates the evaluation of static voltage stability using a two-point estimation method (2PEM) and continuation power flow (CPF) in distribution systems. The stochastic distribution generation (DG) units have been considered with their respective probability density function (PDF). The proposed static voltage stability evaluation method first chooses several sample points to replace the PDFs using 2PEM. Then, based on each sample point, the critical static voltage stability value is calculated by CPF. On the basis of the critical values corresponding to all selected sample points, Cornish–Fisher series are used to evaluate the PDF of the critical static voltage stability, and then the static voltage stability state can be obtained. The proposed method has been tested on IEEE 33-bus, PG&E 69-bus and a real case with two stochastic DG units. Comparisons have been made with the Monte Carlo simulation and the first-order second-moment method. The results show that the proposed method has better efficiency and accuracy.
机译:这项研究调查了在配电系统中使用两点估计方法(2PEM)和持续功率流(CPF)评估静态电压稳定性的方法。已经考虑了随机分布生成(DG)单元及其各自的概率密度函数(PDF)。所提出的静态电压稳定性评估方法首先选择了几个采样点以使用2PEM替换PDF。然后,基于每个采样点,通过CPF计算临界静态电压稳定性值。根据与所有选定采样点相对应的临界值,康沃尔-菲舍尔级数用于评估临界静态电压稳定性的PDF,然后可以获得静态电压稳定状态。该方法已在IEEE 33总线,PG&E 69总线以及具有两个随机DG单元的实际案例中进行了测试。与蒙特卡洛模拟和一阶二阶矩法进行了比较。结果表明,该方法具有较好的效率和准确性。

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