引文
[1]牛滨华,孙春岩.黏弹介质与地震波传播[M].北京:地质出版社,2007:37-42Niu B H,Sun C Y.Viscoelastic medium and seismicwave propagation[M].Beijing:Geological PublishingHouse,2007:37-42
[2]Einar K.Constant Q-wave propagation and attenua-tion[J].Journal of Geophysical Research,1979,84(89):4737-4748
[3]Carcione J M,Dan K,Ronnie K.Viscoacoustic wavepropagation simulation in the earth[J].Geophysics,1988,53(6):769-777
[4]Carcione J M.Seismic modeling in viscoelastic media[J].Geophysics,1993,58(1):110-120
[5]Chen H W.Staggered-grid pseudospectral viscoacousticwave field simulation in two-dimensional media[J].A-coustical Society of America,1996,100(1):120-131
[6]杜启振.各向异性黏弹性介质伪谱法波场模拟[J].物理学报,2004,53(12):4428-4434Du Q Z.Wavefield forward modeling with the pseu-do-spectral method in viscoelastic and azimuthallyanisotropic media[J].Acta Physica Sinica,2004,53(12):4428-4434
[7]张智,刘财,邵志刚,等.伪谱法在常Q粘弹介质地震波场模拟中的应用效果[J].地球物理学进展,2005,20(4):945-949Zhang Z,Liu C,Shao Z G,et al.The application ofpseudo-spectral forward modeling of seismic wavefield in constant Q viscoelastic medium[J].Progressin Geophysics,2005,20(4):945-949
[8]Mcdonal F J,Angona F A,Mills R L,et al.Attenua-tion of shear and compressional waves in PierreShale[J].Geophysics,1958,23(3):421-439
[9]Blanch J O,Robertsson J O A,Symes W W.Model-ing of a constant Q:methodology and algorithm foran efficient and optimally inexpensive viscoelastictechnique[J].Geophysics,1995,60(1):176-184
[10]孙成禹,印兴耀.三参数常Q粘弹性模型构造方法研究[J].地震学报,2007,29(4):348-357Sun C Y,Yin X Y.Construction of constant-Q vis-coelastic model with three parameters[J].Acta Seis-mologica Sinica,2007,29(4):348-357
[11]孙成禹,肖云飞,印兴耀,等.黏弹介质波动方程有限差分解的稳定性研究[J].地震学报,2010,32(2):147-156Sun C Y,Xiao Y F,Yin X Y,et al.Study on the sta-bility of finite difference solution of visco-elasticwave equations[J].Acta Seismologica Sinica,2010,32(2):147-156
[12]苑春方,彭苏萍,张中杰,等.Kelvin-Voigt均匀黏弹性介质中传播的地震波[J].中国科学D辑,2005,35(10):957-962Yuan C F,Peng S P,Zhang Z J,et al.Seismic wavepropagating in Kelvin-Voigt homogeneous visco-e-lastic media[J].Science in China Ser.D Earth Sci-ences,2005,35(10):957-962
[13]Madariaga R.Dynamics of an expanding circularfault[J].Bulletin of the Seismological Society of A-merica,1976,66(3):639-666
[14]Robertsson J O A,Blanch J O,Symes W W.Viscoe-lastic finite-differnce modeling[J].Geophysics,1994,59(9):1444-1456
[15]Arntsen B,Nebel A G,Amundsen L.Visco-acousticfinite-difference modeling in the frequency domain[J].Journal of seismic exploration,1998,7(1):45-64
[16]Dablain M A.The application of high-differencing toscalar wave equation[J].Geophysics,1986,51(1):54-66
[17]董良国,马在田,曹景忠,等.一阶弹性波方程交错网格高阶差分解法[J].地球物理学报,2000,43(3):411-419Dong L G,Ma Z T,Cao J Z,et al.A staggered-gridhigh-order difference method of one-order elasticwave equation[J].Chinese Journal of Geophysics,2000,43(3):411-419
[18]宋常瑜,裴正林.井间地震粘弹性波场特征的数值模拟研究[J].石油物探,2006,45(5):508-513Song C Y,Pei Z L.Numerical simulation of viscoe-lastic wavefield for crosshole seismic exploration[J].Geophysical Prospecting for Petroleum,2006,45(5):508-513
[19]Moczo P.Finite-difference technique for SH wavesin 2-D media,using irregular grids:application to theseismic response problem[J].Geophysical JournalInternational,1989,99(2):321-329
[20]Falk J,Tessmer E,Gajewski D.Efficient finite-difference modeling of seismic waves using locallyadjustable time step sizes[J].Geophysical Prospec-ting,1998,46(6):603-616
[21]黄超,董良国.可变网格与局部时间步长的高阶差分地震波数值模拟[J].地球物理学报,2009,52(1):176-186Huang C,Dong L G.High-order finite-differencemethod in seismic wave simulation with variablegrids and local time-steps[J].Chinese Journal of Ge-ophysics,2009,52(1):176-186
[22]黄超,董良国.可变网格与局部时间步长的交错网格高阶差分弹性波模拟[J].地球物理学报,2009,52(11):2870-2878Huang C,Dong L G.Staggered-grid high-order fi-nite-difference method in elastic wave simulationwith variable grids and local time-steps[J].ChineseJournal of Geophysics,2009,52(11):2870-2878
[23]董良国,马在田,曹景忠,等.数值频散与人为边界反射的处理方法[C]//反射地震学论文集.上海:同济大学出版社,2000:161-169Dong L G,Ma Z T,Cao J Z,et al.Numerical disper-sion and artificial boundary reflection[C]//The pa-per collection of reflection seismology.Shanghai:Tongji University Press,2000:161-169
[24]董良国,马在田,曹景忠.一阶弹性波方程交错网格高阶差分解法稳定性研究[J].地球物理学报,2000,43(6):856-864Dong L G,Ma Z T,Cao J Z.A study on stability ofthe staggered-grid high-order difference method offirst-order elastic wave equation[J].Chinese Journalof Geophysics,2000,43(6):856-864