Real-time estimation of the parameters of power system small signal oscillations

It is shown that finite records of measured power system signals can be exactly modeled or generated by a linear transfer function excited by a unit impulse input. The coefficients of the numerator polynomial and denominator polynomial of the transfer function completely characterize the signal and...

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Bibliographic Details
Published in:IEEE transactions on power systems 1993-02, Vol.8 (1), p.74-83
Main Authors: Doraiswami, R., Liu, W.
Format: Article
Language:English
Subjects:
240100 - Power Systems- (1990-)
COMPUTERIZED SIMULATION
COMPUTERS
ENERGY SYSTEMS
Linear predictive coding
ON-LINE SYSTEMS
OSCILLATIONS
Parameter estimation
Power generation
Power measurement
Power system measurements
Power system modeling
Power system simulation
POWER SYSTEMS
POWER TRANSMISSION AND DISTRIBUTION
Real time systems
SIMULATION
STABILITY
Transfer functions
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Summary:It is shown that finite records of measured power system signals can be exactly modeled or generated by a linear transfer function excited by a unit impulse input. The coefficients of the numerator polynomial and denominator polynomial of the transfer function completely characterize the signal and are called the linear predictive code (LPC). The signal model using the LPC can then be used to compute various signal attributes, such as frequency, the presence or absence of critical modes, the degree of damping, and the amplitude of various signal components, and, most importantly, to predict the future evolution of the signal. A scheme for online monitoring of the LPCs of short-time records of power system signals is developed such that the signal attributes may be displayed in decreasing order of importance but increasing precision. The scheme is evaluated using real-time simulations of various power system oscillations.< >
ISSN:0885-8950
1558-0679
DOI:10.1109/59.221251