Based on the LMD - KPCA - LSSVM Mechanical Fault Diagnosis Research

Research Area: Volume 3 Issue 1, Jan. 2014 Year: 2014
Type of Publication: Article Keywords: Vibration Signal, Local Mean Decomposition, Kernel Principle Component Analysis, Least Squares Support Vector Machine, Fault Diagnosis
Authors:
  • Zengshou Dong
  • Zhaojing Ren
Journal: IJEIR Volume: 3
Number: 1 Pages: 128-132
Month: January
Abstract:
In order to extract fault, based on nonlinear feature extraction capability of kernel principal component analysis(KPCA) and good classification performance of least squares support vector machine (LSSVM), local mean decomposition (LMD) and KPCA-LSSVM mechanical fault diagnosis algorithm is proposed. When a device failure occurs, a variety of statistical parameters of vibration signals contain a wealth of state characteristics that is a relevant and redundant, which will reduce the generalization ability and the recognition accuracy of the classifier. A series of production function PF component of the signal obtained by LMD, using KPCA to remove redundant features of sample data which include the vibration signal sequence domain characteristic parameters and timing AR parameters, as well as energy entropy PF component. To extract the nonlinear principle component in the input data space, and then fault classification using LSSVM. Experimental results show that, PF energy entropy characteristics are better than temporal characteristics and timing parameters of AR parameters, and KPCA-LSSVM classification model with respect to the direct use of LSSVM has better classification accuracy.

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