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小波阈值去噪法在非稳定信号处理中的应用
引用本文:吕 游,王崇倡.小波阈值去噪法在非稳定信号处理中的应用[J].测绘工程,2014(4):55-57,61.
作者姓名:吕 游  王崇倡
作者单位:辽宁工程技术大学测绘与地理科学学院,辽宁阜新123000
摘    要:高大建筑物和工业设施等的变形监测数据一般都是含噪的信号,需要对其进行降噪处理,获取其准确的变形信息,以便掌握真实的变形情况。由于监测数据都是非稳定的信号,通常采用小波阈值降噪法对其处理,但传统的软硬阈值进行降噪的效果不佳,需对其进行改进。文中采用3种改进的小波阈值降噪法与传统的方法进行比较,通过对信噪比和均方差的分析,获得适合于变形监测数据的非稳定信号的降噪方法。

关 键 词:非稳定信号  变形数据  小波分析  小波阈值去噪  阈值函数

Application of wavelet denoising method in non-stable signal
LU You,WANG Chong-chang.Application of wavelet denoising method in non-stable signal[J].Engineering of Surveying and Mapping,2014(4):55-57,61.
Authors:LU You  WANG Chong-chang
Institution:(School of Geodesy & Geographic Sciences, Liaoning Engineering Technical University, Fuxin 123000, China)
Abstract:Tall buildings and industrial facilities such as deformation monitoring data are generally noisy signals which need denoising, and accurate information in order to grasp the real deformation. For monitoring data are non-stable signals, usually the wavelet threshold denoising method is applied, but the traditional soft and hard thresholds prove an ineffective denoising. Three improved wavelet threshold denoising methods are compared with traditional methods as in the analysis of variance and mean SNR in order to obtain a deformation monitoring data denoising method for non-stationary signals.
Keywords:non-stable signal  deformation data  wavelet analysis  wavelet threshold removing noise  thresholds function
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