Period enhanced feature mode decomposition and its application for bearing weak fault feature extraction

Abstract Decomposition methods which can separate the fault components into different modes have been widely applied in bearing fault diagnosis. However, early fault diagnosis is always a challenge for the signal processing methods as well as the traditional decomposition methods due to the heavy noise. Therefore, how to extract the weak fault information from the complicated signal with low SNR is of significance. To overcome this issue, a period-enhanced feature mode decomposition (PEFMD) method is proposed in this paper. Firstly, the initialized filters used for the mode decomposition are adaptively designed according to the spectrum of the original vibration signal. Secondly, time synchronized averaging is used in the iterative process to excavate and identify accurately the weak period components and determine the period of the iterative signal. Finally, the period information can promote the proposed method to decompose the fault component into the hopeful modes by setting correlation kurtosis as the optimation objective and the mode selection. Relative to FMD, the proposed PEFMD achieves further improvement in extracting weak fault information. The practicability and superiority of the proposed PEFMD are verified by the simulated and experimented data. Compared with the feature mode decomposition method and variational mode decomposition, the proposed decomposition method shows an obvious performance advantage under low SNR situations.

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Publication Details

Journal
Measurement Science and Technology
Published
2024-08-05
DOI
https://doi.org/10.1088/1361-6501/ad6b42
Citations
10
Primary Topic
Machine Learning in Bioinformatics
Type
article
Field-Weighted Citation Impact
2.34

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article

Period enhanced feature mode decomposition and its application for bearing weak fault feature extraction

Jiajun Zuo, Yonghao Miao, Jing Lin
10 citations
Measurement Science and Technology
Machine Learning in Bioinformatics
2.34
article

Period enhanced feature mode decomposition and its application for bearing weak fault feature extraction

Jiajun Zuo, Yonghao Miao, Jing Lin
article en
10 citations

Abstract

Abstract Decomposition methods which can separate the fault components into different modes have been widely applied in bearing fault diagnosis. However, early fault diagnosis is always a challenge for the signal processing methods as well as the traditional decomposition methods due to the heavy noise. Therefore, how to extract the weak fault information from the complicated signal with low SNR is of significance. To overcome this issue, a period-enhanced feature mode decomposition (PEFMD) method is proposed in this paper. Firstly, the initialized filters used for the mode decomposition are adaptively designed according to the spectrum of the original vibration signal. Secondly, time synchronized averaging is used in the iterative process to excavate and identify accurately the weak period components and determine the period of the iterative signal. Finally, the period information can promote the proposed method to decompose the fault component into the hopeful modes by setting correlation kurtosis as the optimation objective and the mode selection. Relative to FMD, the proposed PEFMD achieves further improvement in extracting weak fault information. The practicability and superiority of the proposed PEFMD are verified by the simulated and experimented data. Compared with the feature mode decomposition method and variational mode decomposition, the proposed decomposition method shows an obvious performance advantage under low SNR situations.

Measurement Science and TechnologyVol. 35(11)
Beihang University (CN)
National Natural Science Foundation of China
Openalex Percentile: Top 11%
Machine Learning in Bioinformatics
2.34
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Period enhanced feature mode decomposition and its application for bearing weak fault feature extraction — Jiajun Zuo, Yonghao Miao, et al. · Measurement Science and Technology (2024) | TGRS Research Map | TGRS