DocumentCode
1829876
Title
The resonance mechanism low frequency oscillations induced by nonlinear governor system
Author
Yanhui, Xu ; Jingbo, Zhang
Author_Institution
Sch. of Electr. & Electron. Eng., North China Electr. Power Univ., Beijing, China
Volume
4
fYear
2011
fDate
13-15 May 2011
Firstpage
866
Lastpage
869
Abstract
Many low frequency oscillation phenomenons cannot be interpreted by negative damping theory and the An-Bao line low frequency oscillation is one of them. The oscillation mode of An-Bao line is local mode of Shang-An power plant through analyzing by Prony and eigen-value method separately. So single-machine infinite bus system with PSS and AVR was set up using MATLAB to analyze the An-Bao line low frequency oscillation. Simulation results indicate that the An-Bao line low frequency oscillation cannot be reproduced by adjusting damping. Consequently, the resonance mechanism of low frequency oscillation was put up. When the disturbance frequency of prime mover power is near to natural frequency of power system, constant amplitude power oscillation will occur even if the damping is big enough. Finally, the cause of power disturbance is analyzed from the governor system of steam turbine. If the speed-droop of governing system is nonlinear in some running point, small speed deviation may result in high-level control valve oscillation that can arouse low frequency oscillation of resonance mechanism.
Keywords
damping; eigenvalues and eigenfunctions; oscillations; resonance; steam turbines; valves; AVR; An-Bao line low frequency oscillation; MATLAB; Shang-An power plant; constant amplitude power oscillation; eigenvalue method; high-level control valve oscillation; negative damping theory; nonlinear governor system; oscillation mode; power disturbance; prime mover power system; resonance mechanism; single-machine infinite bus system; speed deviation; speed-droop; steam turbine; Damping; Frequency control; Oscillators; Power system dynamics; Resonant frequency; Valves; Power system; control valve; low frequency oscillation; negative damping; resonance mechanism; speed-droop;
fLanguage
English
Publisher
ieee
Conference_Titel
Business Management and Electronic Information (BMEI), 2011 International Conference on
Conference_Location
Guangzhou
Print_ISBN
978-1-61284-108-3
Type
conf
DOI
10.1109/ICBMEI.2011.5914241
Filename
5914241
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