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包含多控制模式及运行极限的静止同步串联补偿器建模
引用本文:张彦魁,张焰,吴蓓,周坚. 包含多控制模式及运行极限的静止同步串联补偿器建模[J]. 上海交通大学学报, 2006, 40(3): 539-542,552
作者姓名:张彦魁  张焰  吴蓓  周坚
作者单位:上海交通大学,电气工程系,上海,200240;华东电网有限公司,上海,200021
摘    要:给出一个具有多控制功能的静止同步串联补偿器(SSSC)电压源模型.在包括串联变压器阻抗以及线路充电容纳的情况下,该模型能保持网络导纳矩阵的原始结构及对称性,从而雅可比矩阵可保持分块对角属性及稀疏性.考虑了SSSC可能的运行极限,在处理极限前后牛顿拉夫逊表达式保持相同的结构,提高了求解效率.以IEEE-57I、EEE-118及IEEE-300母线系统为例,验证了本文模型的收敛性及SSSC的多控制功能,展示了SSSC运行极限对潮流解及收敛性的影响.

关 键 词:灵活交流输电系统  静止同步串联补偿器  多控制模式  运行极限  牛顿拉夫逊算法
文章编号:1006-2467(2006)03-0539-04
收稿时间:2005-04-25
修稿时间:2005-04-25

The Static Modeling of Static Synchronous Series Compensator (SSSC) Including Multi-control Modes and Operating Limits
ZHANG Yan-kui,ZHANG Yan,WU Bei,ZHOU Jian. The Static Modeling of Static Synchronous Series Compensator (SSSC) Including Multi-control Modes and Operating Limits[J]. Journal of Shanghai Jiaotong University, 2006, 40(3): 539-542,552
Authors:ZHANG Yan-kui  ZHANG Yan  WU Bei  ZHOU Jian
Affiliation:1. Dept. of Electronic Eng. ,Shanghai Jiaotong Univ. , Shanghai 200240, China; 2. East China Electric Grid Company Limited, Shanghai 200021, China
Abstract:This paper presented a modeling of the static synchronous series compensator(SSSC) with multi-control modes for power flow analysis.In this model,the impedance of the series coupling transformer and the line charging susceptance are all included.It is proved that the original structure and symmetry of the admittance matrix can still be kept,and thus the Jacobian matrix can keep the block-diagonal properties and a sparsity technique can be applied.Furthermore,the operating limits of SSSC can be systematically enforced,and the formulation of the Newton-Raphson algorithm with the limits enforcement has exactly the same structure as that of the Newton-Raphson algorithm without it.The numerical results based on the IEEE-57,IEEE-118,and IEEE-300 buses system were used to demonstrate the effectiveness and performance of the SSSC model.
Keywords:flexible AC transmisson systems(FACTS)  static synchronous series compensator(SSSC)  multi-control modes  operating limits  Newton-Raphson algorithm
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