计及感应电动机负荷的静态电压稳定性分析' F4 I% Y2 S/ A' U
孙华东1, 周孝信1,李若梅21 x% ?- f/ H- |% K, l2 o( @$ l' a
(1. 中国电力科学研究院,北京市 海淀区100085; 2. 中国电机工程学会, 北京市 宣武区100761), P7 ]* S5 Z* [! w3 o+ B6 [
STATIC VOLTAGE STABILITY ANALYSIS CONSIDERING INDUCTION . S7 J; P3 {2 \. P5 K+ rMOTOR LOADS* K6 ]- u# Q2 w$ ]$ J
SUN Hua-dong1, ZHOU Xiao-xin1, LI Ruo-mei2 " \" }% l8 p' C$ z1 \6 F5 j(1. Electric Power Research Institute, Haidian District, Beijing 100085, China;% @+ ~- x, c# z& ?
2. Chinese Society of Electrical Engineering, Xuanwu District, Beijing 100761, China) - A4 c- I1 u: e* n) A% y) t% [" ?+ RABSTRACT: A small disturbance voltage stability analysis ' Y2 {4 c( \- a- zmathematical model of single load and infinite bus system is * z* R5 S; f0 \presented including electromechanical transient model of n _8 l3 U( o3 l$ _! z+ O2 \induction motor. The influence of induction motor parameters i* t( ~" q3 q$ y. S
on eigenvalues on a simple power system is analyzed. The / u) B& A, I ~common physical essence of static voltage stability indices - a5 _3 b3 d3 o# Qbased on power flow model is illustrated on a simple system.! A. ?2 {9 X% u" T
The accuracy of static voltage stability indices based on power1 W& ~7 T9 p8 m) r- y. m
flow model is analyzed by small disturbance voltage stability) E: T, i# |. z# ~
analysis and dynamic simulation with different parameters of $ B3 Q2 `- |! [5 {6 K& x) Kinduction motor. The results show that static indices based on' _; n0 S6 U4 @7 x+ O7 L% Y
power flow model is not accurate. The system may lose voltage 5 @9 W4 C3 I1 Kstability which the static indices regard it is voltage stability. + C# e3 r8 o$ I, PThe small disturbance voltage stability analysis mathematical. b1 U2 d: j% R
model in this paper is simplified analysis. It is expected to be 9 r1 ~3 i! U6 @4 m) o% wused in the on-line environment in the future