直角坐标系下快速可靠的解耦潮流方法

L. Vargas, V. Quintana
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引用次数: 5

摘要

提出了一种新的直角坐标系下的快速解耦潮流法。解耦过程采用平启动,基于二阶潮流法,通过适当的操作实现解耦。该方法在推导过程中没有任何简化,得到的方程组与原表达式具有相同的精度。为了评价该方法的性能和可靠性,将其与Newton-Raphson快速解耦潮流法和二阶潮流法进行了比较。在微型VAX计算机上得到了数值结果。在IEEE-118总线系统和IEEE-24总线可靠性测试系统上进行了仿真。试验考虑了高R/X比的病态情况和不同的荷载条件。该方法具有良好的收敛性。在大多数情况下,它的运行时间与标准的快速解耦负载流相当
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A fast and reliable decoupled load flow method in rectangular coordinates
The authors present a novel version of the fast decoupled load flow method in rectangular coordinates. The decoupling procedure uses a flat start and is based on the second-order load flow method, which is decoupled by suitable manipulations. There are no simplifications in the derivation of the method and the resulting set of equations has the same accuracy as the original expressions. To evaluate the performance and reliability of this method, a comparison with the Newton-Raphson fast decoupled load flow and second-order load flow methods is presented and discussed. Numerical results are obtained on a Micro VAX computer. Simulations are performed on the IEEE-118 bus system and IEEE-24 bus reliability test system. The tests consider several ill-conditioned cases with high R/X ratio and different load conditions. The method exhibits good convergence behavior. In most of the cases its running time is comparable to that of the standard fast decoupled load flow.<>
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