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RSS FeedsEntropy, Vol. 20, Pages 932: Rotor Fault Diagnosis Based on Characteristic Frequency Band Energy Entropy and Support Vector Machine (Entropy)


8 december 2018 18:00:27

Entropy, Vol. 20, Pages 932: Rotor Fault Diagnosis Based on Characteristic Frequency Band Energy Entropy and Support Vector Machine (Entropy)

Rotor is a widely used and easily defected mechanical component. Thus, it is significant to develop effective techniques for rotor fault diagnosis. Fault signature extraction and state classification of the extracted signatures are two key steps for diagnosing rotor faults. To complete the accurate recognition of rotor states, a novel evaluation index named characteristic frequency band energy entropy (CFBEE) was proposed to extract the defective features of rotors, and support vector machine (SVM) was employed to automatically identify the rotor fault types. Specifically, the raw vibration signal of rotor was first analyzed by a joint time–frequency method based on improved singular spectrum decomposition (ISSD) and Hilbert transform (HT) to derive its time–frequency spectrum (TFS), which is named ISSD-HT TFS in this paper. Then, the CFBEE of the ISSD-HT TFS was calculated as the fault feature vector. Finally, SVM was used to complete the automatic identification of rotor faults. Simulated processing results indicate that ISSD improves the end effects of singular spectrum decomposition (SSD) and is superior to empirical mode decomposition (EMD) in extracting the sub-components of rotor vibration signal. The ISSD-HT TFS can more accurately reflect the time–frequency information compared to the EMD-HT TFS. Experimental verification demonstrates that the proposed method can accurately identify rotor defect types and outperform some other methods. Digg Facebook Google StumbleUpon Twitter
42 viewsCategory: Informatics, Physics
Entropy, Vol. 20, Pages 933: Entropy and Mutability for the q-State Clock Model in Small Systems (Entropy)
Entropy, Vol. 20, Pages 931: Anomaly Detection in Paleoclimate Records Using Permutation Entropy (Entropy)
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