Abstract

The mechanical fault diagnosis results of the high voltage circuit breakers (HVCBs) are mainly determined by the feature vector and classifier used. In order to obtain more remarkable characteristics of signals and a robust classifier which is suitable for small sample classification, in this paper, a new mechanical fault diagnosis method is proposed. Firstly, the vibration signals of HVCBs are collected by a designed acquisition system, and the noise of signals is eliminated by a soft threshold de-noising method. Secondly, the empirical wavelet transform (EWT) is adopted to decompose the signals into a series of physically meaningful modes, and then, the improved time-frequency entropy (ITFE) method is used to extract the characteristics of the vibration signals. Finally, a generalized regression neural network (GRNN) is used to identify four types of vibration signals of HVCBs, while the smoothing parameter of GRNN is optimized by a loop traversal method. The experimental results show that by using this optimal classifier for fault diagnosis, the proposed fault diagnosis method has the better generalization performance and the recognition rate of unknown samples is over 95%, and the signal features obtained by the ITFE method are more significant than those of the traditional TFE method.

Highlights

  • As an important switchgear in the power system, high voltage circuit breakers (HVCBs) have dual responsibilities of controlling and protecting the power grid

  • This paper presents a new method for mechanical fault diagnosis of HVCBs

  • The original vibration signals are collected by designed acquisition system, and secondly, empirical wavelet transform (EWT) is employed to decompose the vibration signals into a series of physically meaningful modes, and an improved

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Summary

Introduction

As an important switchgear in the power system, high voltage circuit breakers (HVCBs) have dual responsibilities of controlling and protecting the power grid. Studies show that many HVCB faults are caused by mechanical components [1,2]. HVCB fault diagnosis studies were about the mechanical vibration signals [2,3,4,5,6,7,8,9,10,11,12,13,14] and all these studies could be successfully applied to a certain extent because the vibration signals produced by mechanical components often provide abundant dynamic information about mechanical system condition. The vibration signal of HVCBs is a transient non-stationary nonlinear time series, with a maximum frequency usually thought to be about 10 kHz [4].

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