地震全波形反演方法研究综述
详细信息 本馆镜像全文    |  推荐本文 | | 获取馆网全文
摘要
近年来,随着计算机硬件水平的提高,地震全波形反演技术研究快速发展,并有效的推进了油气勘探.本综述主要对当前地震全波形反演主要存在反演非唯一性、噪声敏感性、初始模型强依赖、易陷入局部极值、计算量大等问题进行调研,重点介绍了地震全波形反演方法在时间域,频率域和Laplace域内的各种改进和优化的策略,为全波形反演方法研究提供参考.
There are some problems in the researching of waveform inversion at present,such as the non-uniqueness problem,its sensitivity to noise,depend only strongly on the initial model,convergence easily to the local minimum and general computational limitations and so on.According to the inversion content of the 78th SEG Annual Meeting,we introduced the improvement and optimization of seismic waveform inversion method in the time domain,frequency domain and Laplace domain,which has a significant effect on further research waveform inversion method.
引文
[1]Denes Vigh,E William Starr,Staag Imaging L P.Comparisonsfor Waveform Inversion,Time Domain or Frequency Domain?[J].SEG Las Vegas 2008Annual Meeting,2008:1890-1894.
    [2]Sun,R.,G.A.McMechan.2Dfull-wavefield inversion forwide-aperture,elastic,seismic data[J].Geoph-ysical JournalInternational,1992,111:1-10.
    [3]Tarantola A.Inversion of seismic reflection data in the acousticapproximation[J].Geophysics,1984,49:1259-1266.
    [4]Crase E C,Wideman M Noble,A Tarantola.Nonlinear elasticinversion of land seismic reflection data[J].Journal ofGeophysical Research,1992,97:4685-4705.
    [5]Pica AJ,P Diet,A Tarantola.Nonlinear inversion of seismicreflection data in laterally invariant medium[J].Geophysics,1990,55:284-292.
    [6]Tarantola A.Inverse problem theory:Methods for data fittingand model parameter estimation[J].Elsevier,1987.
    [7]Bin Gong,Guoquan Chen,David Yingst,et al.3DWaveformInversion based on Reverse Time Migration engine[J].SEGLas Vegas,2008Annual Meeting,2008:1900-1904.
    [8]Bunks C,F M Saleck,S Zaleski,et al.Multiscale seismicwaveform inversion[J].Geophysics,1995,60:1457-1473.
    [9]Sourbier F,S Operto,J Virieux.A massively parallel frequency-domain full-waveform inversion algorithm for imaging acousticmedia:application to a dense OBS data set[J].77th AnnualInternational Meeting,SEG Expanded Abstracts,2007:1893-1897.
    [10]Evensen G.The ensemble Kalman filter:Theoretical formulationand practical implementation[J].Ocean Dynamics,2003,53:343-367.
    [11]Youli Quan,Jerry M.Harris.Stochastic Seismic Inversionusing both Waveform and Traveltime Data and ItsApplication to time-lapse Monitoring[J].SEG Las Vegas2008Annual Meeting,2008:1915-1919.
    [12]Christophe Barnes.Full-waveform inversion results when usingacoustic approximation instead of elastic medium[J].1895-1899.
    [13]Satish Singh,Tim Searsm,Mark Roberts.Full Elastic WaveformInversion:Future of Quantitative Seismic Imaging[J].SEGLas Vegas 2008Annual Meeting,2008:1905-1909.
    [14]Shipp R M,S C Singh.Two-dimensional full wavefield inversionof wide-aperture seismic streamer data[J].GeophysicalJournal International,2002,151:325-344.
    [15]August Lau.Imaging with complex decomposition:Numericalapplications to seismic processing in difficult areas[J].SEGLas Vegas 2008Annual Meeting,2008:1986-1900.
    [16]Pratt R G,C Shin,G J Hicks.Gauss-Newton and full Newtonmethods in frequency space seismic waveform Inversion[J].Geophysical Journal International,1998,133:341-362.
    [17]Pratt R G,R.M Shipp.Seismic waveform inversion in thefrequency domain,Part 2:Fault delineation in sedimentsusing crosshole data[J].Geophysics,1999,64:902-914.
    [18]Operto S J,Virieux P,Amestoy J.3Dfinite-difference frequency-domain modeling of visco-acoustic wave propagation using amassively parallel direct solver:A feasibility study[J].Geophysics,2007,72:SM195-SM211.
    [19]Sirgue L,R Pratt.Efficient waveform inversion and imaging:A strategy for selecting temporal frequencies[J].Geophysics,2004,69:231-248.
    [20]Berkhout A J.Multidimensional linearized inversion and seismicmigration[J].Geophysics,1984,49:1881-1895.
    [21]Devaney AJ.Geophysical diffraction tomography[J].IEEETransactions on Geoscience and Remote Sensing,GE-22,1984,1:3-13.
    [22]Esmersoy CThe backpropagated field approach to multidimensionalvelocity inversion[J].Ph D thesis,Massachusetts Instituteof Technology,1986.
    [23]Levy B,C Esmersoy.Variable background born inversion bywavefield back propagation[J].Siam Journal of AppliedMathematics,1988,48:952-972.
    [24]Bunks C,F M Saleck,S Zaleski.Multiscale seismic waveforminversion[J].Geophysics,1995,60:1457-1473.
    [25]Hobum Cho1,Dong-Joo Min,Young Ho Cha1,et al.Acomparative study of cascaded frequency-selection strategiesfor 2Dfrequency-domainacoustic waveform inversion[J].SEG Las Vegas 2008Annual Meeting,2008:1930-1934.
    [26]Yu Zhang,Fuchun Gao.Full waveform inversion based on reversetime propagation.
    [27]Lailly P.The seismic inverse problem as a sequence of beforestack migration,in J.B.Bednar,R.Rednar,E.Robinson,and A.Weglein,eds.,Conference on inverse scattering:Theory and application:Society for Industrial andAppliedMathematics,1983.
    [28]Youngseo Kim,Changsoo Shin,Youngtak Seo.Improvedlogarithmic waveform inversion considering the power-spectrum of the wavefield[J].SEG Las Vegas 2008AnnualMeeting,2008:1966-1970.
    [29]Myung Hoon Kim,Yoonseok Choi,Young Ho Cha,et al.2-D,frequency-domain waveform inversion of cou-pledacoustic-elastic media with an irregular interface[J].SEG LasVegas 2008Annual Meeting,2008:1935-1939.
    [30]UGeun Jang,Dong-Joo Min,Yunseok Choi,et al.Frequency-domain elastic waveform inversion with irregular surfacetopography[J].SEG Las Vegas 2008Annual Meeting,2008:2031-2035.
    [31]Céline Ravaut,Mathias Alerini,Séverine Pannetier-Lescoffit,etal.Sub-salt imaging by full-waveform inversion:aparameteranalysis[J].SEG Las Vegas 2008Annual Meeting,2008:1940-1944.
    [32]Shin C,Y H Cha.Waveform inversion in the Laplace domain[J].doi:10.1111/j.1365-246X.2008.03768.
    [33]Sukjoon Pyun,Changsoo Shin,Hong Lee.3Delastic full waveforminversion in the Laplace domain[J].SEG Las Vegas 2008Annual Meeting,2008:1976-1980.
    [34]Dongkweon Lee,Young Ho Cha,Changsoo Shin.The direct-removal method of waveform inversion in the Laplaceinversion for deep-sea environments.
    [35]Priyank Jaiswal,Colin A.Zelt.Near-Surface Imaging withTraveltime and Waveform Inversion[J].SEG Las Vegas2008Annual Meeting,2008:1865-1869.
    [36]Nikhil Shah,Mike Warner,et al.Quality assured full-waveforminversion:Ensuring starting model adequacy[J].SEG LasVegas 2012Annual Meeting,http://dx.doi.org/10.1190/segam 2012-1228.1
    [37]W.Weibull,B.Arntsen_and E.Nilsen,Initial velocity modelsfor Full Waveform Inversion.
    [38]Keiiti AKI,Paul G.Richards,Quantitative Seismology(Secondedition).
    [39]杨午阳.模拟退火叠前AVA同步反演方法.地球物理学进展,2010,25(1):219-224.Yang wuyang.prestack AVA simultaneous inversion BySimulated annealing.progress in Geophysics,2010,25(1):219-224.
    [40]杨午阳,王从镔.利用叠前AVA同步反演预测储层物性参数.石油地球物理勘探,2010,45(3):417-421Yang wuyang,Wang Conbin.Using prestack AVAsimultaneous inversion predict reservoir physical parameters,oil Geophysical Prospection,2010,45(3):417-421.
    [41]杨午阳,HouzhuZhang,茅金根,王红旗,王大明.F-X域粘弹性波动方程保幅偏移[J].石油物探,2003,(42)3:285-288.Yang Wuyang,HouzhuZhang et al.F-X domain viscoelasticwave equation Preserved amplitude migration[J].Geophysical Prospecting for Petroleum,2003,(42)3:285-288.
    [42]杨文采,杨午阳,金振明,程振炎.苏鲁超高压变质带岩石圈的地震组构.中国科学(D辑),2004,34(6).Yang Wencai,Yang Wuyang,jin Zhenmin,Cheng Zhenyan.Sorel ultrahigh pressure metamorphic zone lithosphereSeismic fabric.Science in China(series D),2004,34(6).
    [43]杨文采,杨午阳,程振炎.中国大陆科学钻探孔区三维地震资料的初步解释.岩石学报,2004,20(1):127-138.Yang Wencai,Yang Wuyang,Cheng Zhenyan.3Dseismicdata preliminary interpretation of Chinese continentalscientific drilling hole area.Journal of rock,2004,20(1):127-138.
    [44]杨文采,杨午阳,程振炎.中国大陆科学钻探孔区的地震波速度模型.地球物理学报,2006,49(2):477-489.Yang Wencai,Yang Wuyang,Cheng Zhenyan.Seismic wavevelocity model of Chinese continental scientific drilling hole.Chinese Journal of Geophysics,2006,49(2):477-489.
    [45]杨文采,杨午阳,程振炎.中国大陆科学钻探孔区地震反射的标定.地球物理学报,2006,49(2):477-489.YANG Wen-Cai,YANG Wu-Yang,CHENG Zhen-Yan.Seismic velocity model of the Chinese continental scientificdrilling site.Chinese J.Geophys.(in Chinese),2006,49(2):477-489.
    [46]杨文采.反射地震学纲要.北京:石油工业出版社,2011:173-218.Yang Wencai.Theoretical Framework of ReflectionSeismology.Beijing:Petroleum industry Press,2011:173-218.
    [47]杨文采.岩石的粘弹性谐振Q模型.地球物理学报,30(4):399-410.Yang Wencai.The rock viscoelastic resonance Q model.Chinese Journal of Geophysics,30(4):399-410.
    [48]The 80th-82th SEG annual meeting Abstracts of Seismic Inversion.

版权所有:© 2023 中国地质图书馆 中国地质调查局地学文献中心