Abstract

To detect rolling element bearing defects, many researches have been focused on Motor Current Signal Analysis (MCSA) using spectral analysis and wavelet transform. This paper presents a new approach for rolling element bearings diagnosis without slip estimation, based on the wavelet packet decomposition (WPD) and the Hilbert transform. Specifically, the Hilbert transform first extracts the envelope of the motor current signal, which contains bearings fault-related frequency information. Subsequently, the envelope signal is adaptively decomposed into a number of frequency bands by the WPD algorithm. Two criteria based on the energy and correlation analyses have been investigated to automate the frequency band selection. Experimental studies have confirmed that the proposed approach is effective in diagnosing rolling element bearing faults for improved induction motor condition monitoring and damage assessment.

Highlights

  • The application of Fourier spectra to the characteristic narrow frequency bands selected by the wavelet packet decomposition (WPD) can’t allow for clearly identifying the frequency related to the fault, while the proposed method reveals all the characteristic frequency modulated in the current signal envelope, when WPD is applied to the signal envelope

  • Wavelet Packet Analysis is used as a powerful diagnostic method for the detection of incipient bearing failures via stator current analysis

  • Hilbert transform first extracts the envelope of the motor current signal, which contains bearings fault-related frequency information

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Summary

Theoretical study

Continuous wavelet transforms are recognized as effective tools for both stationary and non-stationary signals. They involve much redundant information and are computationally very slow. In an orthogonal wavelet expansion, a set of recursive relationships governs scaling and wavelet coefficients at. The implementation of the wavelet packets leads to a tree-structured decomposition, thereby implying that both the outputs of the low-pass and high-pass filters are recursively decomposed.

Proposed diagnosis method
Experimental results
Energy comparison
Spectrum comparison
Conclusions
Full Text
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