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井间地震波速与衰减联合层析成像方法研究
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摘要
提高井间地震波层析成像的分辨率及解释精度,是一个永恒的课题。地震波速与衰减联合层析成像,是利用地震波初至旅行时间、初至峰值振幅粘滞衰减进行井间介质的波速和Q 值图像重建。开展波速、衰减因子等多参量成像方法研究,以最大可能提高勘探分辨率为目标,以期更加有效地利用井间地震资料,充分发挥该技术的能动性。
    根据目前地震层析成像技术的现状和发展方向,结合工程勘探、环境保护、文物调查、防灾减灾等地质工程勘察的实际需要,论文研究了井间地震初至波、速度及衰减因子图像重建方法,本文主要内容包括:
    1. 射线追踪方法研究:地震波射线追踪的研究是走时层析成像的基础。当前实用性较强的射线追踪方法,包括波前法,最短路径法,走时插值法,程函方程有限差分法等。在对各种射线追踪方法进行理论及数值实验对比分析的基础上,提出了有序波前重建射线追踪方法,并开展并行射线追踪算法研究,研制了计算任意复杂介质初至波射线追踪软件。
    2. 成像反演方法研究:高精度的反演算法是提高井间地震波层析成像分辨率的关键技术之一,因此,研究了非线性问题的线性化,波速图像重建的微分系数矩阵,衰减成像系数矩阵,以及优化算法求解的有关方法技术,提出了采用适应射线覆盖密度的成像网格,以及给定精度要求的细密射线追踪网格的一种新的走时成像方法—交错网格法,编制了相应软件,进行了实验研究及工程实践;
    3. 层析成像中的约束问题讨论:有效利用已知的地质信息(如测井资料等)而加入强制约束条件,以及在反演算法中加入不等式约束条件(自然约束条件)后求解最小二乘问题,均能有效提高成像分辨率。提出了相干井拟三维层析成像技术。实验研究与工程实践均证明了约束走时层析成像比常规反演算法成像精度高。
    4. 非均匀粘弹性介质中地震波动方程正演模拟研究:采用虚谱法进行非均匀粘滞弹性介质中地震波正演模拟,由运动微分方程、自由边界条件及吸收边界条件,导出二维非均匀粘弹介质中波传播的计算公式,实现微机上虚谱法对地震波场进行模拟,用以验证井间地震波走时层析成像结果,为井间地震波衰减成像、波形反演等提供依据。
    5. 衰减层析成像研究:衰减层析成像研究,不仅可以完善井间地震波成像方法,而且可以扩大成像信息量,增强对研究区域地质结构与物性分布的认识,提高成像结果的分辨率和可靠性。讨论了利用地震波初至峰值振幅重建二维衰减特性分布图像的层析成像方法,研究了地震波透射损失等引起的振幅变化的消除方法,以及速度分布对Q 值图像重建的影响,并进行了数值模拟实验及工程实践。
    6. 实用井间地震波层析成像软件系统研究:在井间地震波速与衰减联合层析成像方法研究的基础上,研制了具有较高分辨率的实用地震波层析成像软件系统。
To improve the resolution and interpretative precision of crosswellseismic tomography is an evergreen topic. Combining velocity andattenuation tomography is to rebuild crosswell medium velocity and Q valueimages using seismic first arrival travel time and first peak value amplitude’sattenuation. The motive of developing multi-parameters tomographycombining velocity and attenuation is to improve explorational resolution toexpect efficacious utilize of crosswell seismic data and fully exert thetechnological capability.
    According to status quo and developing orientation of seismictomography techniques at present, considering actual demand of geo-projectsincluding engineering prospecting, environmental protecting, culture relicinvestigating, defending disaster and so on, some methods concentrated oncrosswell seismic first arrival and rebuilding velocity and attenuation imagesis studied in this paper. The main researching contexts are as follows:
    ◇Ray tracing methods study. Seismic ray tracing methods study is basis of travel time tomography. More practical ray tracing methods currently include the wavefront method, the shortest path method, the travel time epenthesis method, the eikonal equation finite difference method, etc. The ray tracing using Ordinal Wavefront Construction Method(OWCM) is put forward based on the current ray tracing methods via comparison and analysis in theory and numerical value, and import of parallel arithmetic improves tracing efficiency and ray tracing software package to calculate the first arrival in any complex medium.
    ◇Tomographic inversion study. High precision inversion arithmetic is one of key techniques on improving crosswell seismic tomographic resolution. Therefore, relational methods and techniques with linearization of non linearity questiones, differential coefficient matrix of rebuilding velocity image, coefficient matrix of attenuation image and optimize arithmetic are restudied. A new method of seismic wave travel time tomography, The Interlaced Gridding Method(TGM) is put forward in this paper. It’s to use both high density gridding to trace ray and sparser gridding suiting actual rays to image, and to adopt task parallel computation to improve
    velocity. it’s testified more precision by numerical experiment and engineering practice.◇Tomographic restricted question discussion. It’s effective to improve tomographic resolution using both compulsive condition of importing known geo-information and nature condition of importing inequations to inversion to computing least square question. A new seismic restricted tomography, Pseudo 3D Concerned Well Tomography, is put forward and testified more precision than routine inversions by numerical experiment and engineering practice.◇Non homogeneous viscoelastic seismic wave modeling. It’s studied via pseudo-spectral method. To deduce the computing formula of 2D viscoelastic wave equation from athletics differential equation, free boundary conditions and absorb boundary conditions, and realize seismic modeling using pseudo-spectral method in computer validate the result of tomography and provide dependence for crosswell seismic attenuation tomography and wave from inversion.◇Attenuation tomographic study. It could not only improve crosswell seismic tomography but also expend image information and boost up understand on geo-structure and physical characters distributing in studied area and improve image resolution and reliability. The tomography of rebuilding 2D attenuation character distributing image using seismic wave peak amplitude is discussed. The eliminated method of attenuation variety resulted from seismic wave transmission loss etc. and the effect on rebuilding Q value image from velocity distributing and numeric experiment and engineering practice are studied.◇Practical crosswell seismic wave tomographic sofrtware system study. Based on study on crosswell seismic tomography combining velocity and attenuation, A higher resolution software package is developed.
引文
[1] Alford R. M.,Kelly K. R. and Boor D. M.,Accuracy of finite-difference modeling of the acoustic wave equation,Geophysics,1974,Vol.39,P.834-842。
    [2] Asawaka E. and Kawanaka T.,Seismic ray tracing using linear travel time interpolation,Goephysics,1993,Vol.57,No.2,P.326-331。
    [3] Best A. I.,McCann C.,Sothcott J.,The relationships between the velocities, attenuations,and petrophysical properties of reservoir sedimentary rocks,Geophys. Prosp.,1994,Vol.42,No.1,P.151-178。
    [4] Bishop T. N.,et al.,Tomographic detemination of velocity and depth in laterally varying media,Geophysics,1985,Vol.50,P.903-923。
    [5] Bleistain N.,Mathematical methods for wave phenomena,Academic Press Inc., 1984。
    [6] Boschetti F.,Dentith M.C. and List R.D.,Inversion of seismic refraction data using genetic algorithms,Geophysics,1996,Vol.61,No.6,P.1715-1727。
    [7] Bregman N.D.,Chapman C.H. and Bailey R.C.,Crosshole seismic tomography, Geophysics,1989,Vol.54,P.200-215。
    [8] Carcione J. M. et al.,Wave propagation in a linear viscoustic medium,Geophys. J. Roy. Astr. Soc.,1988,Vol.93。
    [9] Carrion P.,Dual tomography for imaging complex structure,Geophysics,1991, Vol.56,P.1395-1404。
    [10] Cerjan C.,Kosloff D.,Kosloff R. and Reshef M.,A nonreflecting boundary condition for discrete acoustic wave equations,Geophysics,1985,Vol.50, P.705-708。
    [11] Cevug V.,Molotkov I.A. and Psencik I.,地震学中的射线方法,北京:地质出版社,1986。
    [12] Changxi Zhou,Wenying Cai,etc.,Acoustic wave-equation traveltime and waveform inversion of crosshole seismic data,Geophysics,1995,Vol.60,No.3,P.765-773。
    [13] Clayton R. and Engquist B.,Absorbing boundary condition for an acoustic wave equations,Bull. Seis. Soc. Amer.,1977,Vol.67,P.1529-1540。
    [14] Cottin J. F.,et al.,Curved ray seismic tomography :application to the Grand Etang Dam,Frist Break,1986,Vol.4,No.7,P.25-30。
    [15] Crampin Sturt,A review of wave motion in anisotropic and cracked elastic media, Wave Motion,1981,Vol.3。
    [16] Daily W. D.,Underground oil-shale retort monitoring using geotomography, Geophysics,1984,Vol.49,P.1701-1711。
    [17] Dines K A ,Lytle R J.,Computerized geophysical tomography,Proc. IEEE,1979, Vol.67,P.1065-1073。
    [18] Dinse K. A.,et al.,Computerized geophysical tomography,Porc. Inst. Electr. electron. Eng. ,1979,Vol.67,P.471-480,。
    [19] East R. J. R.,Worthington M. H. and Goulty N. R.,Convolutional Back-projection Imaging of Physical Models with Crosshole Seismic Data , Geophysical Prospecting,1988,Vol.36,P.139-148。
    [20] Gauthier O.,virieux J.,and Tarantola A.,Two-dimensional nonlinear inversion of seismic waveforms-Numerical results,Geophysics,1986,Vol.51,P.1387-1403。
    [21] Gazdag J.,Modeling of the acoustic wave equation with transform methods, Geophysics,1981,Vol.46,No.6,P.854-859。
    [22] Gladwin M. T.,and Stacey F. D.,Anelastic degradation of acoustic pulses in rock, Phys. Earth Plant. Inter,1974,Vol.8,No.3,P.322-366。
    [23] Gustavsson M.,et al.,Seismic borehole tomography –measurements system and field studies,Proc. IEEE,1986,Vol.74,P.339-346。
    [24] Hager B. H.,et al.,Lower mantle heterogeneity dynamic tomography and the geoid, Nature,1985,Vol.313,P.541-545。
    [25] Henk Keer,Don W. Vasco,and Lane R.J.,Viscoacoustic crosswell imaging using asymptotic waveforms,Geophysics,2001,Vol.66,No.3,P.861-870。
    [26] Ivansson S.,A study of method for tomographic velocity estimation in the presense of low-velocity zones,Geophysics,1985,Vol.50,P.969-988。
    [27] James A. Sethian and A. Mihai Popovici,3-D traveltime computation using the fast marching method,Goephysics,1999,Vol.64,No.2,P.561-523。
    [28] James W. Rector III,Crosswell methods:Where are we,where are we going? Geophysics,1995,Vol.60,No.6 (May-June 1995),P.629-630。
    [29] Keers H.,Johnson L. R.,and Vasco D. W.,Acoustic crosswell imaging using asymptotic waveforms,Geophysics,2000,Vol.65,No.5,P.1569-1582。
    [30] Kelly K. R.,et al.,Synthetic seismograms: A finite-difference approach, Geophysics,1976,Vol.41,No.1,P.2-27。
    [31] Khalil A. A.,Stewart R. R.,and Henley D. C.,Full-Waveform processing and interpretation of kilohertz crosswell seismic data,Geophysics,1993,Vol.58,No.9, P.1248-1256。
    [32] Kjartansson E.,Constant Q-wave propagation and attenuation.,J. Geophys. Res., 1979,Vol.82,No.B7,P.4737-4748。
    [33] Kolb P. Collino F.,and Lailly P.,Pre-stack inversionn of a 1-D medium,Proc. IEEE, 1986,Vol.74,No.3,P.498-508。
    [34] Kosloff D. and Baysal E.,Forward modeling by a Fourier method,Geophysics, 1982,Vol.47,No.10,P.1402-1412。
    [35] Krajewski C.,Dresen L.,etc.,Iterative tomographic methods to locate seismic low-velocity anomalies:a model study,Geophysical Prospecting,1989,Vol.37, P.717-751。
    [36] Lanczos C.,An iteration method for the solution of the eigenvalue problem of linear differential and intergral operators,J. Res. N. B. S.,1950,Vol.45,P.255-282。
    [37] Levander A. R.,Fourth-order finitedifference P-SV seismograms,Geophysics, 1988,Vol.53,No.11,P.1425-1437。
    [38] Lindgren J. , Waveform inversion of seismic reflection data through local optimization methods,Ph.D. thesis,The Geophysics Tomography Group,Periodical Rep., No.21, Institut de Physique du Globe,Paris,France,1992。
    [39] Lines L. R.,Kelly K. R. and Queen J.,Channel waves in cross-borehole data, Geophysics,1992,Vol.57,P.334-342。
    [40] Luo Y.,and Schuster G.,Wave equation traveltime inversion,Geophysics,1991, Vol.56,P.1223-1225。
    [41] M. Laporte,et al.,et al.,Seismic measurements by transmission-apllication to civil engineering,Geophysics.Prosp.,1973,Vol.21,P.146-158。
    [42] Macrides C. G.,Kanasewich E. R.,Bharatha S.,Multi-borehole seismic imaging in steam injection heavy oil recovery projects,Geophysics,1983,Vol.53,P.65-75。
    [43] Mora P.,Elastic waveform inversion,Ph.D.,thesis,Stanford University,1987。
    [44] Moser T. J.,Shortest path calculation of seismic ray,Goephysics,1991,Vol.56, No.1,P.59-67。
    [45] Neep J.P.,Sams M.S.,Worthington M.H.,and O’Hara-Dhand K.A.,Measurement of seismic attenuation for high-resolution crosshole data,Geophysics,1996,Vol.61, P.1175-1188。
    [46] Nolet,Seismic wave propagation and seismic tomography,D.Reidel Publ,Co., 1987。
    [47] P. Bios,M. LA. Porte,M. Lavergne,and G. Thomas,Well-to-well seismic measurements,Geophysics,1972,Vol.37,No.6,P.471-480。
    [48] Paige C.C. and Saunders M.A.,LSQR:An algorithm for sparse linear equations and sparse least squares,ACM Trans. Math. Software,1982,Vol.8,P.43-71。
    [49] Paige C.C. and Saunders M.A.,LSQR:An algorithm for sparse linear equations and sparse least squares,ACM Trans. Math. Software,1982,Vol.8,P.43-71。
    [50] Paige C.C. and Saunders M.A.,LSQR:Sparse linear equations and least squares problems,ACM Trans. Math. Software,1982,Vol.8,P.195-209。
    [51] Paulsson B. N. P.,et al.,Elastic-Wave velocity and attenuation in an underground granitic repository for nuclear waste,Geophysics,1985,Vol.50,P.551-570。
    [52] Peng C. and Toksoz M. N.,An optimal absorbing boundary condition for elastic wave modeling,Geophysics,1995,Vol.60,No.1,P.296-301。
    [53] Philip Carrion,et al. 高分辨率走时层析成像,The Leading Edge,1995,P.26-28。
    [54] Phillips W.S. and Fehler M.C.,Traveltime tomography:A Comparison of popular methods,Geophysics,1991,Vol.56,P.1639-1649,。
    [55] Pica A.,Diet J. P. and Tarantola A.,Nonlinear inversion of seismic of seismic reflection data in a laterally invariant medium,Geophysics,1990,Vol.55, P.284-292。
    [56] Pratt R. G.,Worthington M. h.,The application of diffraction tomography to crossbole seismic data,Geophysics,1984,Vol.53,P.1284-1294。
    [57] Pratt R.G.,and Sams M.S.,Reconciliation of crosshole seismic velocities with well information in a layered sedimentary environment,Geophysics,1996,Vol.61, P.549-560。
    [58] Qin F.,Olsen K. B.,Cai W. and Schuster,Finite-difference solution of the eikonal equation along expanding wavefronts,Goephysics,1992,Vol.57 ,No.3,P.478-487。
    [59] Qingbo Liao and George A. McMechan,Multifrequency Viscoacoustic modeling and inversion,Geophysics,1996,Vol.61,No.5,P.1371-1378。
    [60] Rainer Tonn.,The determination of the seismic quality factor Q from VSP data:A comparison of different computational methods[J],Geophysical Prospecting,1991, Vol.39,P.1-27。
    [61] Saleck F. M.,Bunks C.,Zaleski S.,and Chavent G.,Combining the multigrid and gradient methods to solve the seismic inversion problem,63rd Ann. Intern. Mtg.,Soc. Expl. Geophys.,Expanded Abstracts,1993,P.688-691。
    [62] Sava. P.,and Fomel. S.,Hugens wavefront tracing:A robust alternative to ray tracing,68 Ann. Internat. Mtg.,Soc. Expl. Geophys.,Expanded Abstracts,1998, P.1961-1964。
    [63] Scales J.A.,Tomographic inversion via the conjugate gradient method,Geophysics, 1987,Vol.52,P.179-185。
    [64] Sears E. M.,Bonner B. P.,Ultrasonic attenuation measurement by spectral ratio utilizing signal processing techniques,IEEE Transaction on Geoscience and Remote sensing ,GE-19[C],1981,Vol.2,P.95-99。
    [65] Shunhua Cao and Stewart Greehalgh , 2.5-D modeling of seismic wave propagation:Boundary condition,stability criterion,and efficiency,Geophysics, 1998,Vol.63,No.6,P.2082-2090。
    [66] Singh R.P. and Singh Y.P.,RAYPT:anew inversion technique for geotomographic data,Geophysics,1991,Vol.56,P.1215-1227。
    [67] Somerstein,Radio-frequencey geotomography for remotely probing the interior of operating mini and commercial-sized oil-shale retorts,Geophysics,1984,Vol.49, P.1288-1300。
    [68] Spencer C.,et al.,Combining perturbation and Bending approaches to seismic ray tracing,63rd Ann. Mtg. SEG Expanded Abstracts,1993,P.946-949。
    [69] Stekl I. And Pratt R. G.,Accurate viscoelastic modeling by frequency-domain finite differences using rotated operators,Geophysics,1998,Vol.63,No.5,P.1779-1794。
    [70] Symes W. W.,A slowness matching finite difference method for traveltimes beyond transmission caustics,68 Ann. Internat. Mtg.,Soc. Expl. Geophys.,Expanded Abstracts,1998,P.1945-1948。
    [71] Tarantola A.(著),张先康等(译),反演理论,北京:学术期刊出版社,1991。
    [72] Tarantola A.,Inversion of seismic reflection data in the acoustic approximation, Geophysics,1984,Vol.49,P.1259-1266。
    [73] Tarantola A.,Inversion of traveltime and seismic waveforms,in Nolet,G. Ed., Seismic tomography,D. Reidel Publishing Co.,1987,P.135-157。
    [74] Thurber C. H.,et al.,Rapid solution of ray tracing problems in heterogeneous media,Bull. Seis.,Soc. Am.,1980,Vol.70,P.1137—1148。
    [75] Tokua Y.,Tome Nye and Murat. K.,Porosity,permeability,shear strength:Cross well tomography below an iron foundry,Geophysics,1994,Vol.59,No.10。
    [76] Tura M. A. C. , Greaves R. J. , and Beydoun W. B. , Crosswell seismic reflection/diffraction tomography : A reservoir characterization application , Geophysics,1994,Vol.59,No.3,P.351-361。
    [77] Van Trier J.,and Symes W. W.,Upwind finite-difference calculation of travel times, Geophysics,1991,Vol.56,P.812-821。
    [78] Vetle Vinje,Einar Iversen,and Havar Gjoystdal. Traveltime and amplitude estmation using wavefront construction,Goephysics,1993,Vol.58,No.8,P.1157-1166。
    [79] Vidal J.,Finite-difference calculation of travel time,Bull. Seis. Soc. Am.,1988, Vol. 78,P.1821-1839。
    [80] Vidale J. E.,Finite-difference calculation of travel times,Bull. Seis. Soc. Am., 1988,Vol.78,P.2062-2076。
    [81] Virieux J.,P-SV wave propagation in heterogeneous media : velocity stress finite difference method,Geophyscis,1986,Vol.51,No.4,P.899-901。
    [82] Ward R. W.,Tokson M. N.,Causes of regional variation of magnitudes,Bulletin of the Seismological Society of America,1979,Vol.44,P.681-690。
    [83] Youli Quan,Jerry M. Harris,Seismic attenuation tomography using the frequency shift method,Geophysics,1997,Vol.63,No.3,P.895-905。
    [84] Z.S. Yao,K. S. Osypov and R. G. Roberts,Traveltime tomography using regularized recursive least squares,Geophysical Joural International,1998,Vol.134,No.1-3, P.545-553。
    [85] Zahradnlk J. O.,Leary P. and Sochacki J.,Finite-difference schemes for clastic waves based on the intergration approach,Geophysics,1994,Vol.59,No.6, P.928-937。
    [86] 曹俊兴,跨孔地震波及电磁波层析成像研究,博士学位论文,成都理工学院, 1996。
    [87] 曹俊兴,严忠琼. 地震波跨孔旅行时层析成像分辨率估计,成都理工学院学报, 1995,Vol.22,No.4,P.95-101。
    [88] 曹小林,井间地震波波形反演,硕士学位论文,成都理工学院,1997。
    [89] 常旭,卢孟夏,刘伊克,地震层析成像反演中3 种广义解的误差分析与评价, 地球物理学报,1999,Vol.42, No.5,P.696-701。
    [90] 董良国,弹性波数值模拟中的吸收边界条件,石油地球物理勘探,1999,Vol.34, No.1,P.45-56。
    [91] 渡边俊树,佐佐宏一,使用地震波初至振幅的衰减层析成像法,国外油气勘探, 1994,Vol.6, No.5,P.589-599。
    [92] 渡边俊树,佐佐宏一,使用地震波初至振幅的衰减层析成像法,物理探查(日), 1992,Vol.45,No.1。
    [93] 范祯祥,邓玉琼,准各向异性粘弹介质地震波数字仿真,地球物理学报,1998, Vol.31,No.2,P.198-209。
    [94] 傅承义等,地球物理学基础,北京:科学出版社,1985。
    [95] 傅旦丹,刘洋,陈遵德,王慎中,粘弹介质中声波的伪谱法模拟,江汉石油学院学报,1993,Vol.15,No.4,P.32-39。
    [96] 甘利灯,地震层析成像的现状与展望,石油地球物理勘探,1993,Vol.28,No.3。
    [97] 高林,孙刚,地球物理业的市场经济浅析,石油物探译丛,1996,No.3。
    [98] 何樵登,地震波理论,北京:地质出版社,1988。
    [99] 贺振华等,反射地震资料偏移处理与反演方法,重庆大学出版社,1989。
    [100]黄联捷,李幼铭,吴如山,用于图像重建的波前法射线追踪,地球物理学报, 1992,Vol.35,P.223-232。
    [101]李小军,粘弹性场地地形对地震动影响分析的显式有限元-有限差分方法,地震学报,1995,Vol.17,No.3,P.362-369。
    [102]李正文,高分辨率地震勘探,成都科技大学出版社,1993。
    [103]刘洪,孟凡林,李幼铭,计算最小走时和射线路径的界面网全局算法,地球物理学报,1995,Vol.38,No.6。
    [104]刘建华,郭惠娟,董晓丽,高精度波动方程正演模拟,哈尔滨工业大学学报, 1994,Vol.26,No.4,P.1-4。
    [105]刘清林,程函方程差分法层析成像,石油物探,1995,Vol.34,No.4。
    [106]刘伊克,常旭,地震层析成像中解的评价及其应用,地球物理学报,2000,Vol.43, No.2,P.251-256。
    [107]陆孟基等,地震勘探原理及资料解释,北京:石油工业出版社,1991。
    [108]马德堂,朱光明,虚谱法求解波动方程的算法改进,西安工程学院学报,2000, Vol.22,No.2,P.63-66。
    [109]孟凡顺,郭海燕,和转,王渝明,复杂地质体粘弹性波正演模拟的有限差分法, 青岛海洋大学学报,2000,Vol.30,No.2,P.315-320。
    [110]牛彦良,杨文采,跨孔地震CT 中的逐次线性化方法,地球物理学报,1995, Vol.38,P.378-386。
    [111]钱绍瑚,地震勘探,中国地质大学出版社,1989。
    [112]邵秀民,蓝志凌,非均匀各向同性介质弹性介质中地震波传播的数值模拟,地球物理学报,1995,Vol.38,No.1(增刊),P.39-55。
    [113]宋建国,井间地震技术综述,世界石油科学,1997,No.2。
    [114]宋正宗等,高分辨率地震勘探技术,“八五”国家科技攻关报告,1995。
    [115]唐建光,赵连锋,郑圻森,Derpph 与Surfer 接口技术及应用,物探化探计算技术,2002,Vol.24,No.4,P.370-374。
    [116]王辉,常旭,高峰,井间地震波衰减成像的几种方法,地球物理学进展,2001, Vol.16,No.1,P.104-109。
    [117]王辉,常旭,刘尹克,时间域相邻道地震波衰减成像研究,地球物理学报,2001, Vol.44,No.3,P.396-403。
    [118]王山山,邓玉琼,弹性波正演模拟的混合算法,石油地球物理勘探,1997,Vol.32, No.6,P.804-808。
    [119]王世库,刘清林,综合应用井间地震等多种资料确定精细地质模型,石油物探, 1995,Vol.34,No.10。
    [120]吴清岭,李伟,陈可为,崔敬伟,无反射波动方程正演模型及其应用,石油地球物理学报,2000,Vol.35,No.2,P.147-153。
    [121]吴清岭,张平,施泽龙,波动方程正演模型及应用,大庆石油地质与开发,1998, Vol.17,No.3,P.35-37。
    [122]徐明果,周蕙兰,地震学原理,北京:地质出版社,1982。
    [123]阎贫,何樵登,横向各向同性粘弹介质中的地震波,石油物探,1992,Vol.31, No.4,P.23-34。
    [124]杨文采,地球物理反演和地震层析成像,北京:地质出版社,1989。
    [125]杨文采,地球物理反演和地震层析成像,北京:地质出版社,1989。
    [126]杨文采,杜剑渊,层析成像新算法及其在工程检测中的应用,地球物理学报, 1994,Vol.37,P.239-244。
    [127]张建贵,张荣峰,宋守根,袁修贵,粘弹性波动方程聚焦成像技术在塔里木盆地的应用,中南工业大学学报,1999,Vol.30,No.2,P.542-618。
    [128]张建中,地震勘探初至波正反演及静校正方法研究,博士学位论文,1002。
    [129]张霖斌,刘迎曦,赵振峰,有限差分波动方程正演模拟震源处理,石油地球物理勘探,1993,Vol.28,No.1,P.46-50。
    [130]张釙,刘洪,李幼铭. 射线追随踪方法的发展现状,地球物理学进展,2000, Vol.15,No.1。
    [131]张维冈,刘保华,波速线性变化介质中的地震波传播特征,青岛海洋大学学报, 1997,Vol.28,No.2,P.329-332。
    [132]张文生,何樵登,约束走时层析成像,石油地球物理勘探,1997,Vol.32,No.1, P.68-74。
    [133]赵连锋,曹俊光,潘显军,唐建光,QL-BORN 迭代法电磁散射计算,计算物理, 2003,Vol.20,No.6,P.133-136。
    [134]赵连锋,朱介寿,曹俊兴,地震层析成像中的交错网格技术,地球物理学会年刊(北海),2002。
    [135]赵连锋,朱介寿,曹俊兴,严忠琼,有序波前重建同步射线追踪算法,地球物理学会年刊(北海),2002。
    [136]赵连锋,朱介寿,严忠琼,刘红桂,许汉刚,岩溶勘察层析成像试验:成像效果分析,物探化探计算技术,2002,Vol.24,No.4,P.332-336。
    [137]周兵,朱介寿,一种新的地震射线层析成像计算方法,石油物探,1994,Vol.33, No.1,P.45-54。
    [138]朱介寿,地震学中的计算方法,北京:地震出版社,1988。
    [139]朱介寿,严忠琼,曹俊兴,井间地球物理层析成像软件系统研究,物探化探计算技术,1994,Vol.62,P.310-321,。
    [140]庄东海,王超,肖斌,虚谱法三维地震波动方程正演模拟,江汉石油学院学报, 1998,Vol.20,No.4,P.30-33。

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