DocumentCode
1341200
Title
Associate Hermite Expansion Small Signal Mode Estimation
Author
Kokanos, Barrie L. ; Karady, George G.
Author_Institution
Arizona Public Service Co., Phoenix, AZ, USA
Volume
25
Issue
2
fYear
2010
fDate
5/1/2010 12:00:00 AM
Firstpage
999
Lastpage
1006
Abstract
Many methods have been proposed to assess small signal stability for either analysis or control purposes. In this paper, a new offline method is proposed to detect electromechanical modes and their associated damping levels in power systems. The new method estimates oscillatory performance by fitting an orthogonal polynomial expansion to data and extrapolating its spectrum to identify low frequency modes. Damping of individual modes is then performed using a sliding window technique previously developed with the use of a linear prediction algorithm. Performance of the new technique is assessed using test signals and measurements recorded from staged field tests along with noise probing measurements. Accuracy of the new method is measured against a least squares Prony algorithm and the Yule-Walker autoregressive technique using identical data sets. Estimation results reveal that the new method is reasonably accurate in the detection of modes and their damping levels when compared to other methods.
Keywords
autoregressive processes; damping; least squares approximations; power system faults; power system state estimation; Yule-Walker autoregressive technique; associate Hermite expansion; damping levels; electromechanical mode detection; least squares Prony algorithm; linear prediction algorithm; noise probing measurements; orthogonal polynomial expansion; power systems; sliding window technique; small signal mode estimation; staged field tests; Associate Hermite expansion; Prony analysis; Yule-Walker equations; autoregression; power system measurements; power systems; small signal stability; spectral analysis;
fLanguage
English
Journal_Title
Power Systems, IEEE Transactions on
Publisher
ieee
ISSN
0885-8950
Type
jour
DOI
10.1109/TPWRS.2009.2032551
Filename
5340621
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