| [1] | kims,kcrncrc.3-dtravcltimccomputationusingsecondorderenoscheme[j].geophysics.1999,64(6):1867-1897
|
| [2] | komatitsehd.spectralandspectral-elementmeth-odsforthe2dand3delastodynamicsequationsinheterogeneousmedia[d].institutedophysiqueduulobc，paris，france，1997
|
| [3] | baylissa，jordankf，lcmcsuricrbj，turkcle.afourth-orderaccuratefinitcdifferenceschemeforthecomputationofelasticwave.1311seismsocam，1986，76(4):111-132
|
| [4] | fornbergb.thepscudospectralmethod:comparisonwithfinitedifferencesfortheelasticwaveequation.cieophysics，1987，52(4):483-501
|
| [5] | fcit,larnerk.eliminationofnumericaldispersioninfinitedifferencemodelingandmigrationbyflux-correctedtransport.geophysics，199，60(6):1830-1842
|
| [6] | lixf,wangws,lumwetal.structure-prescr-wingmodelingofelasticwave;asymplecticdiscretesingularconvolutiondifferetiatormethod[j].geophysjin.2012,188(3):1382-1392
|
| [7] | morap.elasticfinintedifferencewithconvolutionaloperatrors.stanfordexplorationprojectreport，california,1986:277-290
|
| [8] | fengbf,wciuw.acomparisonofthespectralandthediscretesingularconvolutionschemesforthekdv-typeequations.journalofcomputationap-pliedmathematics，2002，145(1):138-188
|
| [9] | 龙桂华，李小凡，张美根.基于shannon奇异核理论的褶积微分算子在地震波模拟中的应用.地球物理学报，2009,52(4);1011-102longuuihua,lixiaofan,ghangmcigcn.theappli-canonofconvolutionaldifferentiatorinseismicmodcl-ingbasedonshannonsingularkerneltheory.chinesejgeophys，2009，52(4):101-102
|
| [10] | 陈景波，秦孟兆.辛几何算法在射线追踪中的应用.数值计算与计算机应用，2000,21（4);255-265chenjingbo，qinmcngzhao.raytracingbysym-plccticalogorithm.journalofnumericalmethodsandcumpurerapplzcations，2000，21(4):255-265
|
| [11] | paoyh，varatharajuluv.huygerisprinciple,radi-anonconditions,andintergralformulasforthescat-teringofelasticwave[j].jacoussocam.1976,59(6):1361-1371
|
| [12] | ursinb.reviewofelasticandelectromagneticwavepropagationinhorizontallylayeredmedia.geophyszcs，1983，44(8):1063-1081
|
| [13] | 胡英，陈辉，苏百等.基于双向介质yisq模型的地震波正演模拟.石油地球物理勘探，2012,47(6);901-907huying,chcnhui，suyunetal.seismicwavemodellingoftwo-phasemediabasedonbisqmodel.ogp，2012，47(6):901-907
|
| [14] | uazdagj.modelingoftheacousticwaveequationwithtransformmethods.geophysics，1985，46(5):854-859
|
| [15] | 薛东川，土尚旭.波动方程有限元叠前逆时偏移.石油地球物理勘探，2008,43(1);17-21xucdongchuan,wangshangxu.waveequationti-niteclementprestackreversctimemigration.ogp，2008，43(1):17-21
|
| [16] | dormyf，tarantolaa.numericalsimulationofclas-ticwavepropagationusingafinitevolumemethod.journalofgeophysicalresear，199，100(y2):2123-2133
|
| [17] | holbcrgo.computationaspectsofthechoiceofop-cratorandsamplingintervalfornumericaldifferntia-tioninlarge-scalesimulationofwavephenomena[j].geophysicalprospecting.1987,35(6):629-655
|
| [18] | zhoub,urecnhalghs.seismicscalarwaveequationmodelingbyaconvolutonaldifferentiator.13511seisrnsocann，1992，82(1):289-303
|
| [19] | 戴志阳，孙建国，查显杰.地震波场模拟中的褶积微分算子法.吉林大学学报(地球科学版),2005,35(4):520-524daighiyang,sunjianguo，ghaxianjic.seismicwavefieldmodelingwithconvolutionaldifferentiatoralgo-rithm.journalofjilinuiiversity(earthscicncce-dition)，2005，35(4):520-524
|
| [20] | 龙桂华，赵宇波，赵家福.地震波数值模拟中的最优shannnon奇异核褶积微分算子.地震学报，2011,33(5):650-662longuuihua,zhaoyubo,zhaojiafu.optimalshan-nonsingularkernelconvolutionaldifferentiatorinseismicwavemodeling.actaseisrnologicasinica，2011，33(5):650-662
|
| [21] | wciuw.quasiwavcletsandquasiinterpolatingwavelets[j].chemicalphysicsletters.1998,296(3-4):215-220
|
| [22] | qianlw.ontheregularizedwhittaker-kotclnikovshannonshamplingformula.americanmathematicalsociety，2002，131(4):1169-1176
|
| [23] | joch，shinc，suhjh.anoptimal9-point，finitc-difference，frequency-space，2-dscalarwaveextrapo-lator[j].geophysics.1996,61(2):529-537
|
| [24] | 熊章强，毛承英.声波数值模拟中改进的非分裂式pmi.边界条件.石油地球物理勘探，2011,46(1);35-39xiongzhangqiang,maoc;hengying,improvedun-splitpmi.boundaryconditionsinacousticwavenu-mcricalsimulation.0gp，2011，46(1):34-39
|
