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基于灵敏度阻抗矩阵修正法的分层前推回代潮流算法
引用本文:王超,张靖,何宇,杨艳,陈达. 基于灵敏度阻抗矩阵修正法的分层前推回代潮流算法[J]. 北方交通大学学报, 2014, 0(5): 108-113
作者姓名:王超  张靖  何宇  杨艳  陈达
作者单位:贵州大学电气工程学院,贵州贵阳550025
基金项目:国家自然科学基金资助项目(51007009); 贵州省研究生教育教学改革研究课题项目资助(2012003); 贵州省科学技术基金项目资助([2011]2059)
摘    要:分布式电源(DG)接入配电网对潮流产生重要影响.本文分析了潮流计算中各种分布式电源模型及处理方法,引入灵敏度阻抗矩阵修正法更新PV节点的注入无功功率,结合辐射型配电网的特点,提出一种基于灵敏度阻抗矩阵修正法的分层前推回代潮流算法.该算法解决了前推回代潮流算法处理PV节点失效的问题,同时适用于含各类分布式电源的潮流计算.最后对含各种类型分布式电源的IEEE 33节点配电网进行潮流计算仿真,仿真结果验证了提出算法的有效性和快速性,并通过不同算例验证了算法的稳定性.

关 键 词:潮流算法  分布式电源  配电网  灵敏度阻抗矩阵  分层前推回代

Layer-by-layer back/forward power flow calculation based on the sensitivity impedance matrix correction method
WANG Chao,ZHANG Jing,HE Yu,YANG Yan,CHEN Da. Layer-by-layer back/forward power flow calculation based on the sensitivity impedance matrix correction method[J]. Journal of Northern Jiaotong University, 2014, 0(5): 108-113
Authors:WANG Chao  ZHANG Jing  HE Yu  YANG Yan  CHEN Da
Affiliation:(College of Electrical Engineering, Guizhou University, Guiyang Guizhou 550025, China)
Abstract:There is a great impact on power flow when distributed generation( DG) is introduced into the distribution network. Various DGs are analyzed and the corresponding models are discussed combined with power flow calculations. By introducing the sensitivity impedance matrix correction method and updating the reactive power injection of PV nodes,combined with the characteristics of the radial distribution network,a layer-by-layer back/forward power flow calculation based on the sensitivity impedance matrix correction method is proposed. The proposed method solves the problem that the traditional back /forward power flow calculation is failure for dealing with PV nodes,or dealing with the distribution network contained various DGs. Simulations with IEEE 33 nodes test system included multi-type DGs are carried out to verify the availability and rapidity of the proposed method. Finally,the stability of the proposed method is verified by various cases.
Keywords:power flow calculation  distributed generation  distribution network  sensitivity impedance matrix  layer-by-layer back/forward
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