引文
Becache,E.,Givoli,D.,and Hagstrom,T.,2010,Highorder absorbing boundary conditions for anisotropic and convective wave equations:Journal of Computational Physics,229(4),1099-1129.
Berenger,J.P.,1994,A perfectly matched layer for the absorption of electromagnetic waves:Journal of Computational Physics,114,185-200.
Becache,E.,Fauqueux,S.,and Joly,P.,2003,Stability of perfectly matched layers,group velocities and anisotropic waves:Journal of Computational Physics,188(2),399-433.
Cerjan,C,Kosloff,D.,Kosloff,R.,and Moshe,R.,1985,A non-reflection boundary condition for discrete acoustic and elastic wave equation:Geophysics,50(4),705-708.
Clayton,R.,and Engquist,B.,1977,Absorbing boundary conditions for acoustic and elastic wave equations:Bulletin of the Seismological Society of America,67(6),1529-1540.
Collino,F.,1993,High order absorbing boundary conditions for wave propagation models:Straight line boundary and corner cases:Proceedings of the 2nd International Conference on Mathematical and Numerical Aspects of Wave Propagation,161-171.
Collino,F.,and Tsogka,C,2001,Application of the perfectly matched absorbing layer model to the linear elastodynamic problem in anisotropic heterogeneous media:Geophysics,66(1),294-307.
Gedney,S.D.,1996,An anisotropic perfectly matched layer-absorbing medium for the truncation of FDTD lattices:Antennas and Propagation,IEEE Transactions on,44(12),1630-1639.
Givoli,D.,Neta,B.,2004,High-order non-reflecting boundary scheme for time-dependent waves:Journal of Computational Physics,186(1),24-46.
Hagstrom,T.,Givoli,D.,Rabinovich,D.,and Bielak,J.,2014,The Double Absorbing Boundary method:Journal of Computational Physics,259,220-241.
Higdon,R.L.,1987,Numerical absorbing boundary conditions for the wave equation:Mathematics of Computation,49(179),65-90.
Komatitsch,D.and Tromp,J.,2003,A perfectly matched layer absorbing boundary condition for the secondorder seismic wave equation:Geophysical Journal International,154(1),146-153.
Liu,Y.,and Sen,M.K.,2010,A hybrid scheme for absorbing edge reflections in numerical modeling of wave propagation:Geophysics,75(2),A1-A6.
Liu,Y.,and Sen,M.K.,2012,A hybrid absorbing boundary condition for elastic staggered-grid modeling:Geophysical Prospecting,60(6),1114-1132.
Rabinovich,D.,Givoli,D.,and Becache,E.,2010,Comparison of high-order absorbing boundary conditions and perfectly matched layers in the frequency domain:International Journal for Numerical Methods in Biomedical Engineering,26(10),1351-1369.
Roden,J.A.,and Gedney S.D.,2000,Convolutional PML(CPML):An efficient FDTD implementation of the CFS-PML for arbitrary media:Microwave and Optical Technology Letters,27(5),334-339.
Song J.Y,Zheng X.D.,Zhang Y,Xu J.Q.,Qin Z.,and Song X.J.,2011,Frequency domain wave equation forward modeling using gaussian elimination with static pivoting:Applied Geophysics,8(1),60-68.
Yan,H.Y,and Liu Y,2013a,Visco-acoustic prestack reverse-time migration based on the time-space domain adaptive high-order finite-difference method:Geophysical Prospecting,61,941-954.
Yan,H.Y,Liu Y,2013b,Acoustic VTI modeling and prestack reverse-time migration based on the time-space domain staggered-grid finite-difference method:Journal of Applied Geophysics,90,41-52.
Zhao,J.G.,and Shi,R.Q.,2013,Perfectly matched layerabsorbing boundary condition for finite-element timedomain modeling of elastic wave equations:Applied Geophysics,10(3),323-336.