多次波压制方法及应用研究
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
多次波问题在地震勘探中普遍存在,在某些地区尤为突出。由于多次波问题的复杂性,目前仍未很好被解决。作为一种相干噪声,多次波降低了地震资料的信噪比,制约着分辨率的提高。如果不能有效地压制,多次波将影响地震成像的真实性和可靠性,以及干扰地震资料的解释。则如何有效地识别、压制多次波是地震资料特别是海洋地震资料处理中的关键和难点之一。因此,多次波压制方法及应用研究不仪具有重要的理论意义,而且有一定的实际意义和应用价值。
     本论文首先针对当前多次波压制研究和应用的现状,分析了其存在的问题。接着详细地论述了多次波的成因、分类、运动学特征、波场特征,并介绍了多次波的识别技术。然后从方法的原理、应用条件、压制效果、优点与不足等方面系统地论述了几种主要的多次波压制方法,并借助Promax、Focus等商业软件,进行了相应的应用试验研究。针对目前多次波压制主要集中在单一方法的研究,本文发展了组合多重压制方法,分别从组合的物理基础、依据、原则进行了研究,在此基础上提出了两种组合方式,并给出了应用中需要注意的问题。最后以中国东部某浅海区二维资料为例进行了组合多重压制方法的试验。
     多次波压制方法分为基于多次波和一次波的特征差异的滤波方法与基于波动方程的预测相减法。当假设条件较好地满足时,滤波方法能有效地压制多次波,且运算量较小,效率较高。但当多次波和一次波之间的特征差异很小或没有时,效果不好,甚至会严重损伤到一次波。预测相减法具有优异的振幅保真性,算法与速度无关,不需要或很少需要地下介质模型,用于压制自由表面多次波和层间多次波衰减研究。有很广的应用前景,但是它自身也有很多限制。通过应用试验表明,在压制多次波时,需要根据实际情况,选择合适的压制方法。对于多种类型的多次波发育的情况,单一方法很难有满意的效果,需要针对实际地震资料的特点,选择与资料相匹配的方法,通过扬长补短,优化组合,在保持有效反射的前提下,多重压制多次波。
     中国东部某浅海区的应用试验表明,以τ-p域的预测反褶积和双曲线Radon变换为主的组合多重压制方案切实可行。由于具有独特的优点和广泛的适用性,有一定的推广价值和应用价值。
Multiple problems are prevalent in the seismic prospecting, especially in marine. Due to its complexity, multiple problems have not yet been solved well. As a kind of coherent noise, multiples can reduce S/N ratio of seismic data and disturb the reality and reliability of seismic imaging. So the suppression of multiples is critical important in seismic data processing. Therefore, multiple attenuation research has theoretical and practical significance.
     Aiming at current research, the paper analyses some problems of multiple attenuation, discusses the cause, classification, kinematic characteristics, wave-field theory, and recognition of multiple respectively, and then discusses some common methods of multiple attenuation from different aspects including the principle, application conditions, advantages and disadvantages, and gives a great deal of application to test. Different from current and mainstream research, a combined multi-suppression's method for multiple attenuation is developed and applied.
     Multiple attenuation methods can be classified into the filtering methods and the wave equation methods. The former is based on the differences of features or properties between multiples and primaries. By virtue of many advantages such as low cost and easy operation, it can suppress multiples effectively when the assumption is satisfied well. But once the differences are small or no difference, the former may serious injury primaries energy. The latter includes prediction and subtraction of multiples. Because of its algorithm with speed-independent and no or little need for the medium model, the latter is used in SRMA and IMA research. However, it also has many limitations.
     The corresponding application tests show that, to select appropriate method for multiple attenuation is based on the actual situation of seismic data. When seismic data are in rich in various kinds of multiples, a combined method by optimizing several data-matching methods can suppress all multiples sufficiently while the primaries are kept well.
     The suppression of multiples in shallow-sea data from eastern china shows that the combined multi-suppression's scheme based on predictive deconvolution inτ-p domain and hyperbolic Radon transform is feasible and effective. The combined scheme has a unique advantage and wide application potential.
引文
何樵登,熊维纲.应用地球物理教程:地震勘探[M].北京:地质出版社,1991.
    杨有发,张建祥.海洋地震勘探长春[M].长春:吉林科学技术出版社,1997.
    谢里夫R E.勘探地震学[M].北京:石油工业出版,1999.
    渥·伊尔马兹.地震资料分析--地震资料处理、反演和解释[M].刘怀山等译.北京:石油工业出版社,2006.
    牟永光.地震勘探资料数字处理方法[M].北京:石油工业出版社,2007.
    陆基孟.地震勘探原理[M].山东东营:中国石油大学,1993.
    李丕龙,宋玉龙,王新红,等.滩浅海地区高精度地震勘探技术[M].北京:石油工业出版社,2006.
    陈祖传.多次波剩余时差分析法[M].北京:石油工业出版,1997.
    吴律.τ-p变换及应用[M].北京:石油工业出版社,1993.
    俞寿朋.高分辨率地震勘探[M].北京:石油工业出版社,1993.
    李庆忠.走向精确勘探的道路[M].北京:石油工业出版社,1994.
    熊翥.地震数据处理方法系统思维[M].北京:石油工业出版社,1995.
    熊翥.复杂地区地震数据处理思路[M].北京:石油工业出版社,2002.
    何汉漪.海上高分辨率地震技术及其应用[M].北京:地质出版社2001
    蔡乾忠.中国海域油气地质学[M].北京:海洋出版社,2005.
    沈操.基于波动方程的自由界面多次波压制[D].博士论文.北京:中国地质大学(北京),2002.
    彭小明.基于波动方程的多次波压制方法研究[D].硕士论文.成都:成都理工大学,2008.
    韩晓丽.滩浅海高精度地震勘探变周期虚反射和海底鸣震特征及压制研究[D].硕士论文.青岛:中国海洋大学,2005.
    张恒超.叠前多域去噪技术应用开发研究[D].硕士论文.北京:中国地质大学(北京),2006.
    王彦江.中国东部某浅海区多次波压制研究[J].勘探地球物理进展,2009,32(3):1-6.
    李鹏,刘伊克,常旭,等.多次波问题的研究进展[J].地球物理学进展,2006,21(3):888-897.
    牛滨华,沈操,黄新武.波动方程多次波压制技术的进展[J].地球物理学进展,2002,17(3):480-485.
    牛滨华,沈操,黄新武,等.波动方程压制多次波的技术方法[J].地学前缘,2004,9(2):511-517.
    牛滨华,孙春岩,张中杰,等,多项式Radon变换[J].地球物理学报,2001,44(2):263-271.
    罗小明,牛滨华,于延庆,等。海上某区二维地震多次波识别与压制[J].现代地质,2003,17(4):474-478.
    梁丽敏,地震多次波压制方法技术应用研究[J].石油仪器,2006,20(4):68-70.
    刘长辉,曹军:海洋多次波特征和压制方法初探[J].石油天然气学报,2005,27(4):608-607.
    王维红,崔宝文.双曲Radon变换法多次波衰减[J].新疆石油地质.2007,28(3):363-365
    王炳章.勘探地球物理方法技术的最新进展--第68届SEG年会暨98国际展览会综述[J].石油地 球物理勘探,1999,(4):465-484.
    孙建国.勘探地球物理技术最新进展--2002年SEG年会综述Ⅰ:采集与处理[J].勘探地球物理进展,2003,26(1):66-78.
    孙建国.2003年SEG年会地震勘探新技术介绍[J].勘探地球物理进展,2004,27(2):139-153.
    朱海龙.第74届SEG年会综述[J].勘探地球物理进展,2005,28(2):129-136.
    陆文凯,骆毅,赵波,等.基于独立分量分析的多次波自适应相减技术[J].地球物理学报,2004,47(5):886-891.
    刘伊克,Sun H,常旭.基于波射线路径偏移压制多次波[J].地球物理学报,2004,47(4):697-701.
    刘伊克,常旭,王辉,等.波路径偏移压制层间多次波的理论与应用[J].地球物理学报,2008,51(2):589-595.
    陈金海,周国良,徐金祥.虚反射和海水鸣震干扰的消除[J].海洋石油,2000,20(3):34-42.
    熊金良,刘洋,岳英,等.极浅海区水体地震响应正演模拟[J].石油地球物理勘探,2006,41(3):253-257
    胡天跃,王润秋,White R E.地震资料处理中的聚束滤波法[J].地球物理学报,2000,43(1):105-114.
    洪菲,胡天跃,张文坡,等.用优化聚束域滤波方法消除低信噪比地震资料中的多次波[J].地球物理学报,2004,47(6):1106-1110.
    张宝金,成谷,王云专,王晓华.去噪强度、去噪效率与振幅保真[J].石油地球物理勘探,2002,37(1):1-5.
    艾印双,郑天愉.波场延拓深度滤波方法[J].地球物理学报,1998,41(3):400-407.
    李冰,刘红,李幼铭.波场延拓短算子构造方法[J].地球物理学报,2003,46(2):246-251.
    杨文采.地震波场反演的BG-逆散射方法[J].地球物理学报,1995,38(5):358-361.
    Sheriff R E.EncycloPedic Dictionay of Exploration Geophysics[M].SEG,1991.
    Yilmaz O.Seismic data processing[M].SEG,1987.
    Yilmaz O.SEISMIC DATA ANALYSIS:Processing,Inversion,and Interpretation of Seismic Data[M].SEG,2001.
    Berkhout A J.Seismic migration:Imaging of acoustic energy by wavefield extrapolation[M],Elsevier Science Publ.Co.,Inc.1982.
    Berkhout A J,Seismic migration:Imaging of acoustic energy by wavefield extrapolation(Third edition)[M],Elsevier Science Publ.Co.,Inc.1985.
    Claerbout J F.Imaging the earth's interior[M].Blackwell Scientifc Publications,1985.
    Robinson E A.Multichannel time series analysis with digital computer programs[M].Goose Pond Press,Tex,1967.
    Claerbout J F.Fundamentals of geophysical data processing[M].New York:McGraw-Hill,1976.
    Claerbout J F.Earth soundings analysis:Processing versus inversion[M].Blackwell Scientific Publications,Inc,1992.
    Sengbush R L. Seismic exploration methods[M]. Internat. Humam Res. Dev. Corp., Boston, 1983.
    
    Alam A, Austin J. Multiple attenuation using slant stacks[M]. Tech. Rep, Wwstern Geophysical Company, 1981.
    
    Carvalho P M. Free-surface multiple reflection elimination method based on nonlinear inversion of seismic data[D]. Brazil: Universidade Federal da Ba (in P ortuguese), 1992
    
    Weglein A B. Multiple attenuation: an overview of recent advances and the road ahead[J]. The Leading Edge, 1999,1:40-44.
    
    Robinson E A. Predictive decomposition of seismic trace[J]. Geophysics, 1957, 22: 767-778.
    
    Baekus M M. Water reverberation-their nature and elimination[J]. Geophysics, 1959, 24(2): 233-261.
    
    Robinson E A. Multichannel Z-transforms and minimum delay[J]. Geophysics, 1966, 31: 233-261.
    
    Robinson E A, Treitel S. Principles of digital Wiener filtering[J]. Geophysical Prospecting, 1967, 15: 311-333
    
    Taner M T, K oehler F. Velocity spectra-digital computer derivation and applications of velocity functions[J]. Geophysics, 1969,34: 859-881.
    
    Pobinson E A. Principle of digital Wiener filtering[J]. Geophysical Prospecting, 1969, 15(3): 311-333
    
    Taner M T. Long-period sea-floor multiples and their suppression[J]. Geophysical Prospecting, 1980, 28(1): 30-48.
    
    Lokshtanov D. Multiple suppression by data-consistent deconvolution[J], The Leading Eage, 1999, 18(1), 115-119.
    
    Lamont M G, et al. Multiple attenuation using the MMO and ISR preconditioning transforms [J]. The Leading Eage, 1999, 18(1): 110-114.
    
    Loewenthal D, Lu L, Roberson R, Sherwood J W C. The wave equation applied to migration and water bottom multiples[J]. 36th Mtg, Eur Assn Expl Geophys, 1974.
    
    Riley D C, Claerbout J F. 2-D multiple reflections[J]. Geophysics, 1976,41(4), 592-620.
    
    Morley L. Predictive deconvolution in short-receiver space[J]. Geophysics, 1983, 48(5), 515-531.
    
    Berryhell J R, Kim Y C. Deep-water peg legs and multiples[J]. Geophysics, 1986, 51,2117-2184.
    
    Wiggins J W, Claerbout J F. Attenuation of complex water-bottom multiples by wave-equation- based prediction and subtraction [J]. Geophysics, 1988, 53(12), 1527-1539.
    
    Jiao J, Leger P, Link B. Enhancements to wave-equation multiple attenuation[J]. SEG Technical Program Expanded Abstracts, 2002, 2098-2101.
    
    Kennett B L N. The suppression of surface multiples on seismic records[J]. Geophysical Prospecting, 1979, 27: 584-600.
    
    Berkhout A J ,Verschuur D J . Multiple technology : Part 2 migration of multiple reflections[J]. 64th Ann. Internat Mtg, 1994: 1497-1500.
    
    Berkhout A J , Verschuur D J . Transformation of multiples into primary reflections[J]. 73rd Ann. Internat. Mtg Soc. of Expl. Geophys. 2003: 1925-1928.
    
    Verschuur D J, Berkhout A J, Wapenarr P A. Adaptive surface-related multiple elimination[J]. Geophysics, 1992,57(9): 1166-1177.
    
    Verschuur D J, Berkhout A J. Estimation of multiple scattering by iterative inversion, Part I: Theoretical considerations[J]. Geophysics, 1997a, 62(5): 1586-1595.
    
    Verschuur D J, Berkhout A J. Estimation of multiple scattering by iterative inversion, Part II : Practical aspect s and examples[J]. Geophysics, 1997b, 62(5): 1596-1611.
    
    Berkhout A J, Verschuur D J. Removal of interval multiples with the common-focus-point (CFP) approach: Part 1-Explanation of the theory[J]. Geophysics, 2005a, 70: 45-60.
    
    Verschuur D J, Berkhout A. J. Removal of interval multiples with the common-focus-point (CFP) approach: Part 2 -Application strategies and data examples[J]. Geophysics, 2005b, 70: 61-72.
    
    Verschuur D J et al. Multiple removal results from Delft University [J]. The Leading Edge, 1999, 18(1): 86-91.
    
    Wang Y. Multiple prediction through inversion: A fully data-driven concept for surface-related multiple attenuation[J]. Geophysics. 2004, 69(2): 547-553.
    
    Herrmann F J., D. Wang, G. Hennenfent, and P. Moghaddam. Curvelet-based seismic data processing: a multiscale and nonlinear approach[J]. Geophysics, 2008a, 73(1): 1-5.
    
    Herrmann, F. J., D Wang, and Verschuur, D J. Adaptive curvelet-domain primary-multiple separation[J]. Geophysiscs, 2008b, 73(3): 17-21.
    
    Reiter E C. Toksoz M N, Keho T H, Purdy G M. Imaging with deep-water multiples[J]. Geophysics, 1991, 56(7): 1081 - 1086.
    
    Youn O K, Zhou H. Depth imaging wit h multiple[J]. Geophysics, 2001, 66(1): 246-255.
    
    Araujo F V, Weglein A B, Carvalho P M, Stolt R H. Inverse scattering series for multiple attenuation: an example with surface and internal multiples[J]. Society of Exploration Geophysicists International Exposition and 64th Annual Meeting, 1994: 1039-1041.
    
    Coates R T, Weglein A B. Internal multiple attenuation using inverse scat tering : Result from prestack 1 and 2-D acoustic and elastic synthetics[J]. 66th Annual Meeting of t he Society of Exploration Geophysicists, Expanded abstracts, 1996: 1522-1525.
    
    Weglein A B, Carvalho P M, Stolt R H. Nonlinear inverse scattering for multiple suppression: Application to real data. 62nd Ann[J]. Internat. Mtg, Soc. of Exp. Geophys., 1992: 1093-1095.
    
    Weglein A B, Gasparot to F A, Carvalho P M, Stolt R H. An inverse scattering series method for attenuating multiples in seismic reflection data[J]. Geophysics, 1997, 62(6): 1975-1989.
    
    Ikelle L T. Using even terms of the scattering series for deghosting and multiple attenuation of ocean-bottom cable data[J]. Geophysics, 1999, 64(2): 579-592.
    
    Ikelle L, Amundsen L, Yoo S. An optimization of the inverse scattering multiple attenuation method for OBS and VC data[J]. Geophysics, 2002, 67: 1293-1303.
    
    Ikelle L, Amundsen L, Gangi A, et al. Kirchhoff scattering series: Insight into the multiple attenuation method[J]. Geophysics, 2003,68(1): 16-28.
    
    Shumway R H, Dean W C. Best linear unbiased estimation for multivariate stationary processes[J]. Technometrics, 1968, 10(3): 523-534.
    
    Cox H, Zeskind R M. Owen M K. Robust adaptive beamforming[J]. IEEE Trans.Acoust. speech Signal Processing, 1987,35(10): 1365-1376.
    
    White R E. A multichannel method of multiple attenuation based on hyperbolic moveout curves[J]. 50th EAEG Meeting, the Hague, Extended Abstracts, 1988: 1-22.
    
    Monk D J. Wave equation multiple suppression using constrained gross-equalization[J]. Geophysics Prospecting, 1993,41: 725-736.
    
    Guitton A. Multiple attenuation with multidimensional prediction-error filter[J]. 73t h Ann. Internat. Mtg., Soc. Expl Geophys, Expanded Abst racts, 2003: 57-74.
    
    Lu W. Adaptive multiple subtraction using independent component analysis[J]. Geophysics, 2006, 71(5): 179-184.
    
    Spitz S. Pattern recognition, spatial predictability, and subtraction of multiple events[J]. The Leading Edge, 1999,18(1): 55-58.
    
    Douglas J F, Charles C M. Suppression of multiple reflections using the Radon transform[J]. Geophysics, 1992, 57(3): 386-395.
    
    Guitton A. A pattern-based approach for multiple removal applied to a 3D Gulf of Mexico data set[J]. Geophysical Prospecting, 2006, 54(3): 135-152.
    
    Wang Y. Multiple subtraction using an expanded multichannel matching filter[J]. Geophysics, 2003, 68: 346-354.
    
    Zhou B. Wave-equation Extrapolation-based Multiple Attenuation: 2D filter in the F-K domain[J]. Geophysics, 1994,59(9): 1377-1391.
    
    Thorson J R, Claerbout J F. Reconstruction of slant stacks[J]. Stanford Exploration Project Report No 14, 1978: 83-91,
    
    Claerbout J F,Nichols D. Spectral preconditioning[J]. SEP, 1994, 82: 183-186
    
    Stoffa P L, Buhl P, Diebold J B. Direct mapping of seismic data to the domain of intercept time and ray parameter: A plane-wave decomposition[J]. Geophysics, 1981, 46: 255-267.
    
    Treitel S, Gutowski P E, Wagner D E. Plane-wave decomposition of seismograms[J]. Geophysics, 1982, 47: 1375-1401.
    
    Durrani T S, Bisset D. The Radon transform and its properties[J]. Geophysics, 1984,49: 1180- 1187.
    
    Thorson J R. Velocity stack and slant stack stochastic inversion[J], Geophysics, 1985, 50(2): 2727-2741.
    
    Hampson D. Inverse velocity stacking for multiple elimination[J]. Journal of the Canadian Society of Exploration geophysicists,1986,22:44-55.
    Foster D J,Mosher C C.Suppression of multiple reflections using the Radon transform[J].Geophysics,1992,57(3):386-395.
    Yilmaz O,Taner M T.Discrete Plane-wave decomposition by least-mean-square-error method[J].Geophysics,1994,59(6):973-983.
    Dragoset W H,Jericevice Z.Some remarks on surface multiple attenuation[J].Geophysics,1998,63(2):772-789.
    Yilmaz O.Velocity-stack proceesing[J].Geophysics Prospecting,1989,37(4):357-382.
    Sacchi M D,Ulrych T J.High resolution velocity gathers and offset-space reconstruction[J].Geophysics,1995,60(4):1169-1177.
    Cary.The simplest discrete Radon transform[J].SEG Expanded Abstracts,1998:1999-2002.
    Kabir M M N,Marfurt K J.Toward true amplitude multiple removal[J].The Leading Edge,1999,18(1):66-73.
    Sacchi M D,Porsani M J.Fast high resolution Radon transform[J].69th Ann Int.Mtg.Soc.Expl.Gephys,Expanded Abstracts,1999:1657-1660.
    Bergsma E.SMAART Publicly Released Data Sets Page[OL]:http://www.delphi.tudelft.nl/SMAART/,2002-10
    Zhou M.SMAART JV Synthetic Data[EB/OL]:http://utam.gg.utah.edu/UTAMtheses/MinZhou/html/nodel1.html,2005-12-02.