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基于一种新阈值函数的小波阈值去噪研究
引用本文:林颖,常永贵,李文举,罗金炎,贺占蜀.基于一种新阈值函数的小波阈值去噪研究[J].噪声与振动控制,2008,28(1):79-81.
作者姓名:林颖  常永贵  李文举  罗金炎  贺占蜀
作者单位:华南理工大学,机械工程学院,广州,510640
摘    要:基于Donoho提出的传统的阈值去噪方法,提出一种新的阈值函数。新阈值函数克服了软阈值函数中小波系数估计和原系数之间的具有固定偏差的缺点。同时,该函数克服了硬阈值函数不连续的缺点。通过调节N(任意正常数)取值可以改变新阈值函数的趋向,这也体现了新阈值函数的灵活性。实验仿真表明了新阈值函数的可行性和优越性。

关 键 词:振动与波  小波阈值去噪  阈值函数  剩余噪声标准偏差  信噪比  均方误差  软阈值函数  小波阈值去噪  研究  Function  Thresholding  Based  Wavelet  实验仿真  活性  取值  常数  调节  连续  固定偏差  系数估计  阈值去噪方法
文章编号:1006-1355(2008)01-0079-03
收稿时间:2007-04-13
修稿时间:2007年4月13日

A De-nosing Algorithm of Wavelet Threshold Based on a New Thresholding Function
LIN YING,CHANG Yong-gui,LI Wen-ju,LUO Jin-yan,HE Zhan-shu.A De-nosing Algorithm of Wavelet Threshold Based on a New Thresholding Function[J].Noise and Vibration Control,2008,28(1):79-81.
Authors:LIN YING  CHANG Yong-gui  LI Wen-ju  LUO Jin-yan  HE Zhan-shu
Abstract:A novel thresholding function is presented based on the traditional wavelet threshold method on de-nosing put forward by Donoho.This new thresholding function overcomes the shortcoming that there is an invariable dispersion between the estimated wavelet coefficients and the decomposed wavelet coefficients of the soft-thresholding method.At the same time,this new function overcomes the shortcoming of the hard-thresholding method with discontinuous function.By changing N(const.),we can change the trend of this new function,which can illuminate the elasticity of the new function.The simulation result indicates that the new threshold function is feasible and effective.
Keywords:vibration and wave  wavelet threshold-denosing  threshold function  rest noise standard deviation(RSTD)  signal-noise-ratio(SNR)  mean square error(MSE)
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