access icon free Feature extraction of power transformer vibration signals based on empirical wavelet transform and multiscale entropy

To achieve an effective feature extraction for power transformer vibration signals, the authors propose a method for signal feature extraction based on empirical wavelet transform (EWT) and multiscale entropy (MSE). First, transformer vibration signals are decomposed into several empirical wavelet functions (EWFs) with the method of EWT. Then, the frequency characteristics of signals are demonstrated in the time-frequency representation by applying a Hilbert transform to each EWF component. Finally, in order to quantify the extracted features, the MSEs of components being highly correlated with the original signals are calculated to construct the eigenvectors of transformer vibration signals. Several experiments are presented showing the effectiveness of this method compared with the classic empirical mode decomposition method.

Inspec keywords: entropy; power transformers; wavelet transforms; eigenvalues and eigenfunctions; Hilbert transforms; feature extraction; time-frequency analysis; vibrational signal processing

Other keywords: feature extraction; multiscale entropy; time-frequency representation; Hilbert transform; empirical wavelet transform; power transformer vibration signals; empirical wavelet functions; eigenvectors

Subjects: Signal processing and detection; Vibrations and shock waves (mechanical engineering); Numerical analysis; Information theory; Mathematical analysis; Information theory; Mechanical engineering applications of IT; Linear algebra (numerical analysis); Integral transforms; Mathematical analysis; Integral transforms; Digital signal processing; Transformers and reactors; Mathematical analysis; Linear algebra (numerical analysis)

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