引文
[1]Cerjan C,Kosloff D,Kosloff R et al.A nonreflectingboundary condition for discrete acoustic and elasticwave equations.Geophysics,1985,50(4):705~708
[2]Bérenger J P.Three-dimensional perfectly matchedlayer for the absorption of electromagnetic waves.JComput Phys,1996,127(2):363~379
[3]赵海波,王秀明,王东等.完全匹配层吸收边界在孔隙介质弹性波模拟中的应用.地球物理学报,2007,50(2):581~591Zhao Haibo,Wang Xiuming,Wang Dong et al.Ap-plications of the boundary absorption using aperfectlymatched layer for elastic wave simulation in poroelas-tic media.Chinese J Geophys,2007,50(2):581~591
[4]徐义,张剑锋.地震波数值模拟的非规则网格PML吸收边界.地球物理学报,2008,51(5):1520~1526Xu Yi,Zhang Jianfeng.An irregular-grid perfectlymatched layer absorbing boundary for seismic wavemodeling.Chinese J Geophys,2008,51(5):1520~1526
[5]王守东.声波方程完全匹配层吸收边界.石油地球物理勘探,2003,38(1):31~34Wang Shoudong.Absorbing boundary condition foracoustic wave equation by perfectly matched layer.OGP,2003,38(1):31~34
[6]熊章强,毛承英.声波数值模拟中改进的非分裂式PML边界条件.石油地球物理勘探,2011,46(1):35~39Xiong Zhangqiang,Mao Chengying.Improved un-split PML boundary conditions in acoustic wave nu-merical simulation.OGP,2011,46(1):35~39
[7]韩令贺,何兵寿.VTI介质一阶准P波方程正演模拟及边界条件.石油地球物理勘探,2010,45(6):819~825Han Linghe,He Bingshou.First-order Quasi-P waveequation forward modeling and boundary conditions inVTI medium.OGP,2010,45(6):819~825
[8]杜启振,孙瑞艳,张强.组合边界条件下二维三分量TTI介质波场数值模拟.石油地球物理勘探,2011,46(2):187~195Du Qizhen,Sun Ruiyan,Zhang Qiang.Numericalsimulation of three-component elastic wavefield in 2DTTI media in the condition of the combined bounda-ry.OGP,2011,46(2):187~195
[9]Clayton R,Engquist B.Absorbing boundary condi-tions for acoustic and elastic wave equations.Bulletinof the Seismological Society of America,1977,67(6):1529~1540
[10]Clayton R,Engquist B.Absorbing boundary condi-tions for wave equations migration.Geophysics,1980,45(3):895~904
[11]夏凡,董良国,马在田.三维弹性波数值模拟中的吸收边界条件.地球物理学报,2004,47(1):132~136Xia Fan,Dong Liangguo,Ma Zaitian.Absorbingboundary conditions in 3D elastic-wave numericalmodeling.Chinese J Geophys,2004,47(1):132~136
[12]杜启振,李宾.组合吸收边界条件下VTI介质地震波场模拟.石油地球物理勘探,2009,44(2):173~178Du Qizhen,Li Bin.Seismic wavefield simulation ofVTI medium under combined absorption condition.OGP,2009,44(2):173~178
[13]李文杰,魏修成,宁俊瑞.一种新的弹性波数值模拟吸收边界条件.石油地球物理勘探,2009,44(4):501~507Li Wenjie,Wei Xiucheng,Ning Junrui.A new nu-meric simulating absorbing boundary condition of e-lastic wave.OGP,2009,44(4):501~507
[14]Guddati M N,Heidari A H.Migration with arbitrar-ily wide-angle wave equations.Geophysics,2005,70(3):61~70
[15]Guddati M N,Heidari A H.Application of arbitrari-ly wide-angle wave equations to subsurface imagingand nondestructive evaluation.Proceedings of the16th Engineering Mechanics Conference,AmericanSociety of Civil Engineers,2003,794~804
[16]Guddati M N,Tassoulas J L.Continued-fractionsabsorbing boundary conditions for the wave equation.Journal of Computational Acoustics,2000,8(1):139~156
[17]Guddati M N.Arbitrarily wide-angle wave equationsfor complex media.Computer Methods in AppliedMechanics and Engineering,2006,195(3):65~93
[18]孙歧峰,杜启振.任意广角波动方程频率—空间域叠前深度偏移成像.石油地球物理勘探,2011,46(6):890~896Sun Qifeng,Du Qizhen.The frequency-space domainprestack depth migration with arbitrarily wide-anglewave equation.OGP,2011,46(6):890~896
[19]孙歧峰.基于任意广角波动方程的频率—空间域深度偏移方法研究.CT理论与应用研究,2010,19(2):17~24Sun Qifeng.The frequency-space domain depth mi-gration based on arbitrarily wide-angle wave equation.CT Theory and Applications,2010,19(2):17~24
[20]何兵寿,张会星,张晶.任意广角波动方程叠前逆时深度偏移.地震学报,2008,30(5):491~499He Bingshou,Zhang Huixing,Zhang Jing.Prestackreverse-time depth migration of arbitrarily wide-anglewave equations.Acta Seismologica Sinica,30(5):491~499
[21]周辉,谢春临,王尚旭等.复杂地表地震资料叠前深度偏移成像.吉林大学学报(地球科学版),2012,42(1):262~268Zhou Hui,Xie Chunlin,Wang Shangxu et al.Pre-stack depth migration for geological structures withcomplicated surface.Journal of Jilin University(Earth Science Edition),2012,42(1):262~268
[22]Claerbout J F.Fundamentals of Geophysical DataProcessing.New York:McGraw-Hill,1976