Citation: | Wu LIJUNup, FENG RUIup, HUANG ZHIMINGup2. 1991: THE WAVE FIELD CONTINUATION FOR SEISMIC REFRACTION. Acta Seismologica Sinica, 13(1): 41-52. |
[1] Clayton,R. W. and McMechan, G. A., 1981. lnversion of refraction data field continuation. Geophysics,46,860——868.
[2] Carrion, P. M. Kuo, J. T.and Patton, W. A., 1984. Inversion of seismic data: accuracy and convergence of an iterative scheme based on acoustic imaging. Geophys. J. R. Astr. Sac 79, 425——437. [3] Milkcreit, B., Mooney, W. D. and Kohler, W. M., 1985. Inversion of setsmtc rafraction data in planar dipping structure. Geophys, J. R. Astr. Sac,82, 81——103. [4] Aki, K. and Richards, P. G., 1980. Quarztitative Srismulogy: Theury and Medthods, Vol. 1. 274.W.H. Freeman and rn,San Fraciscn. [5] 武利钧、冯锐,1989.地震层析成象的△——ξ变换.地震学报,2,170——180 [6] Chspm,n, C. H 1978. A new method foer computing synthetic seisnograms,Grophys,J. R.astr.Soc.,54 481——518 [7] Ulrvch, T. J,1971. Application of homomorpnic decovolotion to seismology. Geophyficr, 36, 4, 650——660. [8] Diebold, J. B. and Stoffa, P. L., 1981. The travcltime equation, tau——p mapping, and inversion of common midpoint data. Grophysics, 46, 3, 238——254. [9] 武利钧、冯锐 1986.走时反演中的τ法最优化.地震研究,9,659——673, [10] Bcssonova, E. N., Fishman, V. M,Ryaboyi,V. A. and Sirnikova, G. A., 1974. The rau merhod for inversion of traveltimes——I, Deep seismic sounding data. Geophys. J., 36,377——398
[1] Clayton,R. W. and McMechan, G. A., 1981. lnversion of refraction data field continuation. Geophysics,46,860——868.
[2] Carrion, P. M. Kuo, J. T.and Patton, W. A., 1984. Inversion of seismic data: accuracy and convergence of an iterative scheme based on acoustic imaging. Geophys. J. R. Astr. Sac 79, 425——437. [3] Milkcreit, B., Mooney, W. D. and Kohler, W. M., 1985. Inversion of setsmtc rafraction data in planar dipping structure. Geophys, J. R. Astr. Sac,82, 81——103. [4] Aki, K. and Richards, P. G., 1980. Quarztitative Srismulogy: Theury and Medthods, Vol. 1. 274.W.H. Freeman and rn,San Fraciscn. [5] 武利钧、冯锐,1989.地震层析成象的△——ξ变换.地震学报,2,170——180 [6] Chspm,n, C. H 1978. A new method foer computing synthetic seisnograms,Grophys,J. R.astr.Soc.,54 481——518 [7] Ulrvch, T. J,1971. Application of homomorpnic decovolotion to seismology. Geophyficr, 36, 4, 650——660. [8] Diebold, J. B. and Stoffa, P. L., 1981. The travcltime equation, tau——p mapping, and inversion of common midpoint data. Grophysics, 46, 3, 238——254. [9] 武利钧、冯锐 1986.走时反演中的τ法最优化.地震研究,9,659——673, [10] Bcssonova, E. N., Fishman, V. M,Ryaboyi,V. A. and Sirnikova, G. A., 1974. The rau merhod for inversion of traveltimes——I, Deep seismic sounding data. Geophys. J., 36,377——398 |