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自适应小波降噪在轴承故障诊断中的应用
引用本文:王国栋,胡邦喜,高立新,张建宇.自适应小波降噪在轴承故障诊断中的应用[J].噪声与振动控制,2007,27(5):100-103,106.
作者姓名:王国栋  胡邦喜  高立新  张建宇
作者单位:北京工业大学北京市先进制造技术重点实验室 北京100022(王国栋,高立新,张建宇),武汉理工大学管理学院 武汉430070(胡邦喜)
摘    要:针对轴承振动的非平稳性特点和频谱成分的混杂性,提出了基于小波的信号自适应阈值降噪法。自适应阈值降噪法首先对信号进行离散正交小波多层分解,对分解后的各层细节系数中模小于某阈值的系数进行处理,然后将处理完的小波系数再进行反变换,重构出经过降噪后的信号。用仿真信号进行降噪处理,结果表明:通过选择合适的小波基和阈值选择规则,可以实现信号的完美降噪;实测轴承振动信号用小波降噪方法进行预处理,提高了信噪比,进一步作频谱分析得到了故障特征信息,为诊断决策提供了依据。

关 键 词:振动与波  非平稳性  小波分解  阈值选择  信号降噪  特征提取
文章编号:1006-1355(2007)05-0100-05
修稿时间:2006-12-27

Application of Adaptive Wavelet Denoising on Bearing Fault Diagnosis
WANG Guo-dong,HU Bang-xi,GAO Li-xin,ZHANG Jian-yu.Application of Adaptive Wavelet Denoising on Bearing Fault Diagnosis[J].Noise and Vibration Control,2007,27(5):100-103,106.
Authors:WANG Guo-dong  HU Bang-xi  GAO Li-xin  ZHANG Jian-yu
Affiliation:1. Key Laboratory of Advanced Manufacturing Technology, Beijing University of Technology, Beijing 100022,China; 2. School of Management Sciences, Wuhan University of Technology, Wuhan 430070,China
Abstract:For the nonstationarity and spectrum chaos of the bearing vibration signal,threshold de-noising based on wavelet decomposition was put forward.In this method,signal was decomposed into multi-layer,processing the detail coefficients according as the threshold,then reconstructing to get the denoised signal by the wavelet coefficients.The simulated signal was denoised,the result demonstrated that fine denoising could be carried out through selecting suitable wavelet and threshold ruler.The denoising method was employed to preprocess the real vibration signal of bearing,improving the signal noise rate.Fault characteristic was gained by the following frequency analysis,it approved foundation of diagnosis decision-making.
Keywords:vibration and wave  nonstationarity  wavelet decomposition  threshold selection  signal denoising  characteristic extraction
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