Large-Scale Power System Robust Stability Analysis Based on Value Set Approach

This paper presents a method for robust stability analysis of large-scale power systems based on the value set approach. The order of the system is first reduced by the dimension reduction and modal truncation to capture the oscillation modes of interest. The characteristic polynomial is then obtain...

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Bibliographic Details
Published in:IEEE transactions on power systems 2017-09, Vol.32 (5), p.4012-4023
Main Authors: Zhou, Jinghao, Shi, Peng, Gan, Deqiang, Xu, Ying, Xin, Huanhai, Jiang, Changming, Xie, Huan, Wu, Tao
Format: Article
Language:English
Subjects:
Edge theorem
Functions (mathematics)
Inspection
Mathematical analysis
Mikhailov plot
Oscillation modes
Oscillators
parametric uncertainty
Power system stability
Robustness
robustness analysis
small signal stability
Stability analysis
Stability criteria
Theorems
Thermal stability
Uncertainty
value set
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Summary:This paper presents a method for robust stability analysis of large-scale power systems based on the value set approach. The order of the system is first reduced by the dimension reduction and modal truncation to capture the oscillation modes of interest. The characteristic polynomial is then obtained by the diagonal expansion, which allows the structure of coefficient functions to be exploited. The Mikhailov plot is generated with ease using the edge theorem and mapping theorem, and by inspection of the plot, the uncertainty's impact becomes transparent. The performance of the proposed method is tested on a 547-machine 8647-bus model of the actual North China system. The results of several case studies are reported, and related works are reviewed for comparison.
ISSN:0885-8950
1558-0679
DOI:10.1109/TPWRS.2017.2657642