Abstract

The vibration signals of gearbox gear fault signatures are informative components that can be used for gearbox fault diagnosis and early fault detection. However, the vibration signals are normally non-linear and non-stationary, and they contain background noise caused by data acquisition systems and the interference of other machine elements. Especially in conditions with varying rotational speeds, the informative components are blended with complex, unwanted components inside the vibration signal. Thus, to use the informative components from a vibration signal for gearbox fault diagnosis, the noise needs to be properly distilled from the informational signal as much as possible before analysis. This paper proposes a novel gearbox fault diagnosis method based on an adaptive noise reducer–based Gaussian reference signal (ANR-GRS) technique that can significantly reduce noise and improve classification from a one-against-one, multiclass support vector machine (OAOMCSVM) for the fault types of a gearbox. The ANR-GRS processes the shaft rotation speed to access and remove noise components in the narrowbands between two consecutive sideband frequencies along the frequency spectrum of a vibration signal, enabling the removal of enormous noise components with minimal distortion to the informative signal. The optimal output signal from the ANR-GRS is then extracted into many signal feature vectors to generate a qualified classification dataset. Finally, the OAOMCSVM classifies the health states of an experimental gearbox using the dataset of extracted features. The signal processing and classification paths are generated using the experimental testbed. The results indicate that the proposed method is reliable for fault diagnosis in a varying rotational speed gearbox system.

Highlights

  • Gearboxes are widely used in industrial applications, usually in harsh and continuous conditions, making them susceptible to a variety of failures

  • We found the adaptive noise reducer–based Gaussian reference signal (ANR-Gaussian reference signal (GRS)) methodology to be highly effective in reducing most of the noise components from a 1-s raw vibration signal while leaving the information about gearbox faults intact

  • In this study we propose a reliable fault diagnosis methodology for gearbox systems under varying speed conditions

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Summary

Introduction

Gearboxes are widely used in industrial applications, usually in harsh and continuous conditions, making them susceptible to a variety of failures. In the region relevant for rotational-machine fault diagnosis, wavelet-based decomposition has been widely used to apprehend the useful components of a vibration signal in a non-stationary condition (in this context, non-stationary is the notion that the sideband frequency information of a vibration signal is time-variant). To effectively apply enhanced signal analysis techniques to non-stationary vibration signals, a proper pre-processing method to reduce noise is required, such as narrowband demodulation [36] or discrete wavelet transform (DWT) [37,38]. The ANR-GRS technique has three main function blocks: Gaussian reference signal (GRS) generation, adaptive noise filtering using the LMS algorithm, and optimal output sub-band selection. The new hybrid technique employs the ANR-GRS, which produces an optimal sub-band, and uses a machine-learning classification of fault types based on the OAOMCSVM on features extracted from that optimal subband to identify faults in a gearbox system. The Characteristics of a Gearbox Vibration Signal and Experimental Testbed Setup

The Characteristics of a Gearbox Vibration Signal
Methodology
We use four main processing blocks: the sensor and DAQ
Finiteexist
Adaptive Noise Filtering Technique
Function block diagramofofan anadaptive adaptive noise
The Process for Calculating the Optimized Subband
The overall flow chart
Feature Pool Configuration
Gearbox Fault Classification Using a Multiclass SVM Classifier
P 2 sn
Experimental Results
Signal Processing Experimental Results
Classification Results
Classification
Conclusions

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