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Rolling bearing fault diagnosis method based on GJO–VMD, multiscale fuzzy entropy, and GSABO–BP...
            Table 6. Diagnostic accuracy of different signal decomposition methods under varying conditions

               Signal decomposition       Diagnostic accuracy under varying testing sample sizes (%)
               method                 50 (10) 40 (20) 30 (30) 20 (40)                  10 (50)
               EMD                     95.50     96.88    96.67    98.75                100.00
               EEMD                    88.00     86.67    85.56    86.67                93.33
               GJO–VMD                 99.00    100.00   100.00   100.00                100.00
               Note: ( ) represents the number of training samples.
               Abbreviations: EEMD: Ensemble empirical mode decomposition; EMD: Empirical mode decomposition;
               GJO–VMD: Golden jackal optimization–variational mode decomposition.

              ranging from 40 to 10. Compared with other      AI tools statement
              commonly used classifiers, such as KNN, SVM,
                                                              All authors confirm that no AI tools were used in
              random forest, decision tree, and standard BP
                                                              the preparation of this manuscript.
              neural networks, the proposed method exhibits
              superior diagnostic accuracy and robustness.
                In this study, the rolling bearing vibration sig-  References
            nals were investigated. It is anticipated that the
            proposed method will also perform well when ap-    1. Song X, Wang H, Liu Y, Wang Z, Cui Y. A fault
            plied to other signals. In future work, this method   diagnosis method of rolling element bearing based
            should be extended from rolling bearings to other     on improved PSO and BP neural network. J In-
                                                                  tell Fuzzy Syst. 2022;43(5):5965-5971
            types of rotating machinery, such as gears and ro-
                                                                  https://doi.org/10.3233/JIFS-213485
            tors, to enhance the universality of diagnosis. At
                                                               2. Hu R, Zhang M, Xiang Z, Mo J. Guided deep sub-
            the same time, by integrating the method with
                                                                  domain adaptation network for fault diagnosis of
            real-time monitoring systems, it will be possible
                                                                  different types of rolling bearings. J Intell Manuf.
            to develop fault diagnosis technologies suitable for
                                                                  2023;34(5):2225-2240
            online monitoring, thereby addressing the grow-       https://doi.org/10.1007/s10845-022-01910-7
            ing demand for real-time monitoring and rapid      3. Lei Y, Li N, Guo L, Li N, Yan T, Lin J. Machinery
            diagnosis in industrial applications.                 health prognostics: a systematic review from data
                                                                  acquisition to RUL prediction. Mech Syst Signal
            Acknowledgments                                       Process. 2018;104:799-834
                                                                  https://doi.org/10.1016/j.ymssp.2017.11.016
            None.                                              4. Liu R, Yang B, Zio E, Chen X. Artificial intelli-
                                                                  gence for fault diagnosis of rotating machinery: A
            Funding                                               review. Mech Syst Signal Process. 2018;108:33-47
                                                                  https://doi.org/10.1016/j.ymssp.2018.02.016
            None.
                                                               5. Zhou Y, Jin Z, Zhang Z, Geng Z, Zhou L. Ad-
                                                                  versarial subdomain adaptation method based on
            Conflict of interest                                  multi-scale features for bearing fault diagnosis.
                                                                  Math Found Comput. 2024;7(4):485-511
            The authors declare they have no competing in-
                                                                  https://doi.org/10.3934/mfc.2023024
            terests.
                                                               6. Kanneg D, Wang W. A wavelet spectrum tech-
                                                                  nique for machinery fault diagnosis. J Signal Inf
            Author contributions                                  Process. 2011;2(4):322-329
                                                                  https://doi.org/10.4236/jsip.2011.24046
            Conceptualization: Zhang Jing Song, Zhou Xiao
                                                               7. Feng H, Chen R, Wang Y. Feature extraction for
            Long
                                                                  fault diagnosis based on wavelet packet decompo-
            Investigation: Zhang Jing Song, Wang Yan Zhen
                                                                  sition: An application on linear rolling guide. Adv
            Methodology: Zhou Xiao Long, Zheng Bin
                                                                  Mech Eng. 2018;10(8):1687814018796367
            Formal analysis: Jing Zhe, Li Hao Yu
                                                                  https://doi.org/10.1177/1687814018796367
            Writing – original draft: Zhang Jing Song          8. Zhou X, Wang X, Wang H, et al. Method for de-
            Writing – review & editing: Zhang Jing Song,          noising the vibration signal of rotating machinery
            Zhou Xiao Long, Yang Soo Sing, Tan Min Keng           through VMD and MODWPT. Sensors (Basel).
                                                                  2023;23(15):6904
            Availability of data                                  https://doi.org/10.3390/s23156904
                                                               9. Huang NE, Shen Z, Long SR, et al. The empir-
            The raw data supporting the findings of this study    ical mode decomposition and the Hilbert spec-
            are available at https://github.com/yyxyz/Case        trum for nonlinear and non-stationary time series
            WesternReserveUniversityData.                         analysis. Proc R Soc Lond A Math Phys Eng Sci.
                                                           667
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