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An Analytical Method For The Sizing And Siting Of Distributed Generators In Radial Systems

机译:径向系统中分布式发电机选型和选址的解析方法

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摘要

To minimize line losses of power systems, it is crucially important to define the size and location of local generation to be placed. On account of some inherent features of distribution systems, such as radial structure, large number of nodes, a wide range of X/R ratios; the conventional techniques developed for the transmission systems generally fail on the determination of optimum size and location of distributed generations.rnIn this study, a loss sensitivity factor, based on the equivalent current injection, is formulated for the distribution systems. The formulated sensitivity factor is employed for the determination of the optimum size and location of distributed generation so as to minimize total power losses by an analytical method without use of admittance matrix, inverse of admittance matrix or Jacobian matrix. It is shown that, the proposed method is in close agreement with the classical grid search algorithm based on successive load flows.
机译:为了最大程度地减少电力系统的线路损耗,至关重要的是定义要放置的本地发电设备的大小和位置。由于分配系统的某些固有特征,例如放射状结构,大量节点,广泛的X / R比;为传输系统开发的常规技术通常无法确定分布式发电的最佳尺寸和位置。在本研究中,基于等效电流注入,为配电系统制定了损耗敏感度系数。公式化的灵敏度因子用于确定分布式发电的最佳大小和位置,以便通过分析方法将总功率损耗降至最低,而无需使用导纳矩阵,导纳矩阵逆或雅可比矩阵。结果表明,该方法与基于连续潮流的经典网格搜索算法非常吻合。

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