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时间:2020-06-19
《小波包多阈值去噪法及其在形变分析中的应用.pdf》由会员上传分享,免费在线阅读,更多相关内容在行业资料-天天文库。
1、第43卷第1期测绘学报VoI.43,No.12O14年1月ActaGeodaeticaetCartographicaSinicaJan.,2O14引文格式:ZHANGZhetao,ZHUJianjun,KUANGCuilin,eta1.Multi—thresholdWaveletPacketDe—noisingMethodandItsApplicationinDeformationAnalysis[J].ActaGeodaeticaetCartographicaSinica,2014,43(1):1320.(章
2、浙涛,朱建军,匡翠林,等小波包多阈值去噪法及其在形变分析中的应用EJ].测绘学报,2Ol4,43(1):13-2o.)DOI:10.13485/j.cnki.11-2089.2014.0003小波包多阈值去噪法及其在形变分析中的应用章浙涛,朱建军,匡翠林,周璀中南大学地球科学与信息物理学院,湖南长沙410083MuIti—threshoIdWaveletPacketDe—noisingMethodandltsAppIicationinDeformationAnaIysisZHANGZhetao,ZHUJiani
3、un,KUANGCuiIin,ZHOUCuiSchoolofGeosciencesandInfo—Physics,CentraISouthUniversity,Changsha410083,ChinaAbstract:Inthefieldofdeformationmenitoring,thetraditiona1waveletde—noisingmethodretainsonIYthelowfrequencyofusefuIinformation.Itiseasytogetridofintermediatefr
4、equencyandhighfrequencyusefuIinformation。ThewaveletpacketanaIysisisanewkindofwaveletanaIysismethoddevelopedinrecentyears.whichisamoresubtlede—noisingmethodforconsideringusefuIinformationofihevariousbands.ThekeyofthewaveIeipackeide—noisingis1oseIecttheappropr
5、iatethresholdcriteriaandtoprocessthewaveletpacketdecompositioncoefficientsbythethreshoId.buttheresearchesusingtraditiona1waveletpacketde—noisingmethodarenotsufficieni.ThisarlicleisfortheIackoftraditiona1waveIetandwaveIeipackelanaIysis.Accordingtothedistribut
6、ionofdifferentsignaIsandtheirnoise,waveletpacketdecompositioncoefficientsarearrangedbythefrequencyorder-andsegmentedinaccordancewithinformationtype,toselecttheappropriatethresholdcriteriaforeachbandandtoperformthresholdprocessing.Itisiheme{hodofwaveIe{packe1
7、de—noisingwithmuIti-threshoIdcriieriabasedonfrequencYorder.TheresuItsshowthatthismethodcaneffectiveIYremovethenoiseofeachbandthroughtheoreticaIanaIysisandpracticaIaPPIications.Thede—noisingabiIityofthismethodisbetterthantheothermethodssuchastraditiona1wavele
8、tde—noisingorwaveletpacketde—noising.SiudieshaveshownthatihismethodcanPreservetheusefuIinformationfromthede—noisingsignaIafterde—noisingwhenthesamplingfrequencyislow.Therefore,itcanbewidelYusedi
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