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一种小波自适应阈值全频降噪方法 被引量:8

An Adaptive Wavelet Threshold De-Nosing both in Low and High Frequency Domains
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摘要 目前的基于小波阈值降噪方法往往假设信号的噪声分布在高频段,因此大部分方法只对高频段进行降噪,而忽略了低频段噪声对信号的影响.在现实的应用中,复杂的噪声并不满足该假设条件,也即复杂噪声不仅分布在信号的高频段,而且低频段的噪声同样不容忽视.针对上述问题,论文提出了一种全新的解决方案:小波自适应阈值全频降噪方法.在该方法中,根据不同类型的噪声随小波分解层数、噪声强度等因素变化规律,提出了一种新的自适应阈值确定方法;然后利用小波去相关性方法来检测信号受到的最主要的噪声干扰;最后结合噪声类型检测方法,检测信号中所隐含的最接近的噪声类型,选取合适的阈值确定方法,对信号的低频和高频同时进行降噪.论文的实验结果表明:(1)当信噪比较低时,采用全频降噪方法对大部分类型的噪声而言均优于传统方法,并且全频降噪方法仅需要信号分解到1-2层即可取得良好效果;(2)当信噪比较高时,全频阈值降噪技术的降噪效果和传统方法一致,但所需小波的分解层数少于传统方法. It always tends to assume that the noise contained in signal spread over high frequency domain in the traditional wavelet threshold de-noising techniques.However,it doesn't hold for different noise categories,and threshold de-noising methods in most literatures rarely mention the noise influence spread over low frequency domain.Thus,a new framework for noise reduction base on full frequency domain using wavelet decomposition and noise-type detection are proposed.In this framework,the noise type is firstly to be detected by analyzing autocorrelation coefficient for different noise,and then noise reduction is performed both in low and high frequency domain.The experimental results show that:(1) when signal-to-noise ratio is low,our method not only always achieves better de-nosing performance,but needs fewer decomposition layers than the traditional methods;(2) when the signal-tonoise ratio is high,our method can obtain the same performance as the traditional methods,but our method needs less decomposition layers.
出处 《电子学报》 EI CAS CSCD 北大核心 2015年第12期2374-2380,共7页 Acta Electronica Sinica
基金 国家自然科学基金(No.61170305 No.60873114 No.11161029) 广西教育厅项目(No.LX2014497) 柳州科技开发项目(No.2014J020401) 广西来宾科技局红水河径流预测与预警项目
关键词 小波分解 自适应降噪 全频段降噪 wavelet decomposition adaptive de-noising de-noising in whole bands
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参考文献15

  • 1马淑芬,吴嗣亮.有色噪声中谐波频率的频域非线性预滤波估计方法[J].电子学报,2000,28(6):48-50. 被引量:7
  • 2Ramadan Z M. Efficient restoration method for images corrupt- ed with impulse noise [ J ]. Circuits, Systems, and Signal Pro- cessing,2012,31(4) : 1397 - 1406.
  • 3Ramadan Z M. Monochromatic-based method for impulse noise detection and suppression in color images [ J ]. Circuits, Sys- tems, and Signal Processing, 2013,32(4) : 1859 - 1874.
  • 4陶维亮,王先培,刘艳,袁磊.基于小波模极大值移位相关的光谱去噪方法[J].光谱学与光谱分析,2009,29(5):1241-1245. 被引量:7
  • 5曲巍崴,高峰.基于噪声方差估计的小波阈值降噪研究[J].机械工程学报,2010,46(2):28-33. 被引量:33
  • 6Sang Y F. A practical guide to discrete wavelet decomposition of hydrologic time series[ J]. Water resources management, 2012,26(11) : 3345 - 3365.
  • 7Sang Y F, Wang D, Wu J C. Entropy-based method of choosing the decomposition level in wavelet threshold de-noising[ J]. En- tropy,2010,12(6) 1499 - 1513.
  • 8Mallat S, Hwang W L. Singularity detection and processing with wavelets[ J]. Information Theory, IEEE Transactions on, 1992,38(2) :617 - 643.
  • 9Donoho D L, Johnstone J M. Ideal spatial adaptation by wavelet shrinkage[ J ]. Biometrika, 1994,81 ( 3 ) :425 - 455. .
  • 10Mallat S G. Multiresolution approximations and wavelet or- thonormal bases of 1_2 (R) [ J ]. Transactions of the American Mathematical Society, 1989,315 (1) :69 - 87.

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