复杂地表条件反射振幅一致性校正
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摘要
通过对地表一致性数学物理模型的前提条件进行剖析 ,合理地确定了反射振幅一致性校正模型 ,并依据该模型及其实现条件提出使用共轭梯度方法在时间域对地震记录进行谱分解处理 .通过选择复杂地表条件地区的较为典型的地震记录进行资料处理 ,结果表明 :采用所提出的方法可以有效地校正因复杂地表条件等因素对地震反射振幅而产生的影响 .在复杂地表条件及信噪比较低地区的地震资料处理中 ,该方法具有处理速度快、抗噪能力强及实际应用效果显著的优点 .
On the basis of the analysis of the hypothesis in surface-consistent model,the conjugate gradient method is applied to decompose the seismic record in time domain in terms of the surface-consistent precondition and model. Application to real and typical seismic data for complex surface conditions shows that the effect of near-surface condition on seismic records can be effectively eliminated by means of the method presented here. For complex surface condition and low signal-to-noise area,this method has advantages such as faster,robust to noise.
引文
[1] 李庆忠.走向精确勘探的道路.北京:石油工业出版社,1993. LIQingZhong.TheWaytoObtainaBetterResolutioninSeismicPeospecting.Beijing:PetroleumIndustryPress,1993.
    [2] TanerMT ,KoehlerF .Surface consistentcorrection.Geophysics,1981,46(1):17—22.
    [3] MorletL ,ClaerboutJ.Predictivedeconvolutioninshot receiverspace.Geophysics,1983,38(5):515—531.
    [4] CamboisG ,StoffaPL .Surface consistentdeconvolutionintheLOG FOURIERdomain.Geophysics,1992,57(6):823—840.
    [5] CaryPW ,LorentzGA .Four componentsurface consistentdeconvolution.Geophysics,1993,58(3):383—392.
    [6] LevinSA .Surface consistentdeconvolution.Geophysics,1989,54(9):1123—1133.
    [7] 施行觉,卢振刚,李时灿等.岩石的初动隐伏效应对波速测量的影响.地球物理学报,1995,38(增刊I):310—315. SHIXingJue,LUZhenGang,LIShiCan,etal.Theinfluenceofpedestaleffectonwavevelocitymeasurement.ChineseJ .Geophys.(ActaGeophysicaSinica),1995,38(Supp.I):310—315.
    [8] 王世民,王 仁.线弹性问题与牛顿流体问题的对应关系.地球物理学报,2000,41(1):91—96. WANGShiMin,WANGRen.CorrespondencebetweenlinearelasticproblemandNewtoniamfluidproblem.ChineseJ .Geophys.,2000,41(1):91—96.
    [9] ZiolkowskiA .Deconvolution.D .ReidelPublishingCompany,1983.
    [10] Tarantola.InverseProblemTheory.ElsevierSciencePublishers,1987.

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