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     Research Journal of Applied Sciences, Engineering and Technology

    Abstract
2014(Vol.8, Issue:12)
Article Information:

An Efficient Feature Extraction Method Based on Entropy for Power Quality Disturbance

P. Kailasapathi and D. Sivakumar
Corresponding Author:  P. Kailasapathi 
Submitted: April ‎29, ‎2014
Accepted: ‎July ‎01, ‎2014
Published: September 25, 2014
Abstract:
This study explores the applicability of entropy defined as thermodynamic state variable introduced by German Physicists Rudolf clausius and also presents the concepts and application of said state variable as a measure of system disorganization. Later an entropy-based feature Analysis method for power quality disturbance analysis has been proposed. Feature extraction of a disturbed power signal provides information that helps to detect the responsible fault for power quality disturbance. A precise and faster feature extraction tool helps power engineers to monitor and maintain power disturbances more efficiently. Firstly, the decomposition coefficients are obtained by applying 10-level wavelet multi resolution analysis to the signals (normal, sag, swell, outage, harmonic and sag with harmonic and swell with harmonic) generated by using the parametric equations. Secondly, a combined feature vector is obtained from standard deviation of these features after distinctive features for each signal are extracted by applying the energy, the Shannon entropy and the log-energy entropy methods to decomposition coefficients. Finally the entropy methods detect the different types of power quality disturbance.

Key words:  Continuous wavelet transform, discrete-time continuous wavelet transform, entropy, entropy difference, minimum decomposition level, power quality, signal to noise ratio
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Cite this Reference:
P. Kailasapathi and D. Sivakumar, . An Efficient Feature Extraction Method Based on Entropy for Power Quality Disturbance. Research Journal of Applied Sciences, Engineering and Technology, (12): 1404-1418.
ISSN (Online):  2040-7467
ISSN (Print):   2040-7459
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