Rolling bearing composite fault diagnosis method based on EEMD fusion feature

被引:0
|
作者
Yixin Zhao
Yao Fan
Hu Li
Xuejin Gao
机构
[1] The Experimental High School affiliated to Beijing Normal University,
[2] Beijing University of Technology,undefined
关键词
Rolling bearing; Fault diagnosis; Vibration signal; Compound fault; Multi-scale fuzzy entropy; Feature fusion;
D O I
暂无
中图分类号
学科分类号
摘要
Aiming at the problem that the composite fault vibration signal of rolling bearing is complex and it is difficult to effectively extract the impact characteristics of the composite fault, a composite fault diagnosis method of rolling bearing based on multi-scale fuzzy entropy feature fusion is proposed. Compared with traditional fault feature extraction methods that can only extract single fault feature information, this method can increase the discrimination of composite fault features, effectively separate multiple composite fault features, and more comprehensively characterize composite fault feature information. First, the signal is processed by EEMD, getting a series of IMF components. Secondly, the energy and kurtosis index of the IMF component are calculated, the appropriate IMF component is selected through the correlation coefficient to obtain a new time series, the multi-scale fuzzy entropy is calculated, and feature fusion performed. Finally, the least square support vector machine is used to diagnose the fault of the fusion feature. The method is verified by a mechanical failure simulation test bench. The experimental results show that this method can quantitatively characterize the data information of fault signal, improve the anti-interference ability, have good feature extraction ability of composite fault of rolling bearings, and can effectively identify the type of composite fault. Compared with the method using multi-scale fuzzy entropy, energy and kurtosis index alone, the accuracy of fault diagnosis increases by 8.12 % and 11.65 %, respectively.
引用
收藏
页码:4563 / 4570
页数:7
相关论文
共 50 条
  • [1] Rolling bearing composite fault diagnosis method based on eemd fusion feature
    Zhao, Yixin
    Fan, Yao
    Li, Hu
    Gao, Xuejin
    JOURNAL OF MECHANICAL SCIENCE AND TECHNOLOGY, 2022, 36 (09) : 4563 - 4570
  • [2] Multisensor Feature Fusion Based Rolling Bearing Fault Diagnosis Method
    Tong, Jinyu
    Liu, Cang
    Pan, Haiyang
    Zheng, Jinde
    COATINGS, 2022, 12 (06)
  • [3] Rolling bearing fault diagnosis method based on EEMD and GBDBN
    Shang Z.
    Liu X.
    Liao X.
    Geng R.
    Gao M.
    Yun J.
    International Journal of Performability Engineering, 2019, 15 (01) : 230 - 240
  • [4] A method for rolling bearing fault diagnosis based on sensitive feature selection and nonlinear feature fusion
    Liu, Peng
    Li, Hongru
    Ye, Peng
    PROCEEDINGS OF 8TH INTERNATIONAL CONFERENCE ON INTELLIGENT COMPUTATION TECHNOLOGY AND AUTOMATION (ICICTA 2015), 2015, : 30 - 35
  • [5] Rolling bearing fault diagnosis based on GAMP and EEMD
    Pan H.
    Zhang X.
    1600, Chinese Vibration Engineering Society (35): : 190 - 196
  • [6] Rolling Bearing Fault Diagnosis Method Based on EEMD Singular Value Entropy
    Zhang C.
    Zhao R.
    Deng L.
    Zhendong Ceshi Yu Zhenduan/Journal of Vibration, Measurement and Diagnosis, 2019, 39 (02): : 353 - 358
  • [7] Bearing Fault Feature Extraction and Fault Diagnosis Method Based on Feature Fusion
    Zhu, Huibin
    He, Zhangming
    Wei, Juhui
    Wang, Jiongqi
    Zhou, Haiyin
    SENSORS, 2021, 21 (07)
  • [8] Rolling bearing fault diagnosis based on EEMD and Laplace wavelet
    Kong, F.-R., 1600, Chinese Vibration Engineering Society (33):
  • [9] Rolling Bearing Fault Diagnosis Based on EEMD and Sparse Decomposition
    Li, Ming
    Li, Jimeng
    Jiang, Guoqian
    Zhang, Jinfeng
    2017 PROGNOSTICS AND SYSTEM HEALTH MANAGEMENT CONFERENCE (PHM-HARBIN), 2017, : 932 - 938
  • [10] Fault Diagnosis of EMU Rolling Bearing Based on EEMD and SVM
    Yang, Sanye
    Yue, Jianhai
    6TH INTERNATIONAL CONFERENCE ON COMPUTER-AIDED DESIGN, MANUFACTURING, MODELING AND SIMULATION (CDMMS 2018), 2018, 1967