DocumentCode
1796079
Title
Bi-spectrum based-EMD applied to the non-stationary vibration signals for bearing faults diagnosis
Author
Saidi, Lotfi ; Ben Ali, Jaouher ; Fnaiech, Farhat ; Morello, Brigitte
Author_Institution
Eng. Nat. Higher Sch. of Tunis (ENSIT), Univ. of Tunis, Tunis, Tunisia
fYear
2014
fDate
11-14 Aug. 2014
Firstpage
25
Lastpage
30
Abstract
Empirical mode decomposition (EMD) has been widely applied to analyze vibration signals behavior for bearing failures detection. Vibration signals are almost always nonstationary since bearings are inherently dynamic (e.g., speed and load condition change over time). By using EMD, the complicated non-stationary vibration signal is decomposed into a number of stationary intrinsic mode functions (IMFs) based on the local characteristic time scale of the signal. Bi-spectrum, a third-order statistic, helps to identify phase coupling effects, the bi-spectrum is theoretically zero for Gaussian noise and it´s flat for non-Gaussian white noise, consequently the bi-spectrum analysis is insensitive to random noise, which are useful for detecting faults in induction machines. Utilizing the advantages of EMD and bi-spectrum, this article proposes a joint method for detecting such faults, called bi-spectrum based EMD (BSEMD). First, original vibration signals collected from accelerometers are decomposed by EMD and a set of intrinsic mode functions (IMFs) is produced. Then, the IMF signals are analyzed via bi-spectrum to detect outer race bearing defects. The procedure is illustrated with the experimental bearing vibration data. The experimental results show that BSEMD techniques can effectively diagnosis bearing failures.
Keywords
Gaussian noise; asynchronous machines; condition monitoring; fault diagnosis; machine bearings; mechanical engineering computing; signal processing; statistical analysis; vibrations; white noise; BSEMD technique; Gaussian noise; accelerometers; bearing failure detection; bearing failure diagnosis; bi-spectrum analysis; bi-spectrum-based EMD; complicated nonstationary vibration signal; experimental bearing vibration data; fault detection; induction machines; load condition; local characteristic time scale; nonGaussian white noise; outer race bearing defect detection; phase coupling effect identification; random noise; speed condition; stationary IMF; stationary intrinsic mode functions; third-order statistic; vibration signal behavior analysis; Fault diagnosis; Frequency modulation; Noise; Resonant frequency; Rolling bearings; Time-frequency analysis; Vibrations; Bi-spectrum Empirical mode decomposition; Fault diagnosis; Induction motor; Intrinsic mode function; Rolling element bearing;
fLanguage
English
Publisher
ieee
Conference_Titel
Soft Computing and Pattern Recognition (SoCPaR), 2014 6th International Conference of
Conference_Location
Tunis
Type
conf
DOI
10.1109/SOCPAR.2014.7007976
Filename
7007976
Link To Document