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电压稳定分析中异步电动机动态负荷建模探讨
引用本文:王庆红,张丽,周双喜.电压稳定分析中异步电动机动态负荷建模探讨[J].中国电力,2004,37(4):30-35.
作者姓名:王庆红  张丽  周双喜
作者单位:1. 清华大学,电机工程与应用电子技术系,北京,100084
2. 昆明理工大学,电力学院,云南,昆明,650052
基金项目:国家重点基础研究专项经费资助项目(G1998020306)
摘    要:探讨电压稳定分析中异步电动机(IM)负荷的建模问题。分析一般的动态负荷模型(GDLM)不能捕捉IM动态行为的机理。分别以IM的滑差模型和滑差磁链模型为基础,严格地导出了适用于电压稳定分析的简化一阶(SIM)和详细三阶(DIM)动态负荷模型,同时还说明了SIM和DIM模型实质上是对GDLM模型进行了不同程度的改进。对SIM和DIM模型在暂态电压稳定分析和静态电压稳定分析中的适用性进行分析比较,仿真结果表明:SIM和DIM分别以不同的准确度适用于不同场合的电压稳定分析。

关 键 词:异步电动机  动态负荷建模  电力系统  电压稳定分析  滑差模型  滑差磁链模型  数学模型
文章编号:1004-9649(2004)04-0030-06
修稿时间:2003年9月18日

Discussion of modeling induction motor loads for voltage stability analysis
WANG Qing-hong,ZHANG Li,ZHOU Shuang-xi.Discussion of modeling induction motor loads for voltage stability analysis[J].Electric Power,2004,37(4):30-35.
Authors:WANG Qing-hong  ZHANG Li  ZHOU Shuang-xi
Affiliation:WANG Qing-hong,ZHANG Li,ZHOU Shuang-xi Department of Electrical and Engineer,Tsinghua University,Beijing 100084 China Kunming University of Science and Technology,Kunming 650052 China
Abstract:This paper deals with modeling induction motor loads for voltage stability analysis. A simple first order and a detailed third dynamic load model for an induction motor are derived from the slip and slip flux models respectively. The dynamic load models suitable for voltage stability analysis are derived in terms of active power, reactive power and slip. The coupling hetween the P and Q dynamics are accurately represented in the models, it is shown analytically that the generic dynamic load models(GDLM)proposed in the literature, in their present form, are incapable of capturing induction motor characteristics. The GDLM is modified to capture the dynamics represented by the proposed induction motor load models. The appropriateness of the proposed dynamic load models in analyzing the transient and steady state voltage stabilities of induction motor loads are evaluated. It is shown that the first or third order induetion motor model can be used for studying the power system voltage stability,with different degrees of accuracy.
Keywords:transient voltage stability  dynamic load modeling  induction motor modeling  eigenvalue analysis
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