| Citation: |
Jiangchuan Niup, Yuntai Chenup, Ming Wangup, Mingxi Wuup, Jiayu Zhouup, Peide Wangup, Francis T. Wuup2styledi. 1991: MOMENT TENSOR INVERSION OF SOME AFTERSHOCKS OF THE APRIL 18, 1985, LUQUAN, YUNNAN, CHINA, EARTHQUAKE. Acta Seismologica Sinica, 13(4): 412-419.
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[1] Stump, B. W. and Johnson, L. R. 1977. The determination of source properties by the linear inversion of seismograms. Bull. Seism. Soc. Anger., 67. 1489——1502.
[2] Gilbert, F, and Dziewonski, A. M——1975. An application of normal mode theory to the retrieval of structural parameters and source mechanisms from seismic spectra. Phil. Truns. R. Soc,278, 187——269 [3] McCowan, D. W. 1976. Moment tensor representation of surface wave sources. Geophys. J. R. A.str. Su 44. 595——599. [4] Mendigurcn, J. A.,1977. lnvcrsion of surface wave data in source mechanism studies. J. Geophys. Res.,82. 889——894. [5] Aki. K, and Patton. H.,1978. Determination of seismic moment tensor using surface waves. Tectnnophysics.49. 213——222. [6] Kanamori. H. and Given, J. W, 1981. Use of longperiod surface waves for rapid determination of earthquak source parameters, Piys. Furth Planet. Interiors,27. 8——31. [7] Romannowicz, B——1982. Moment tensor inversion of long period Rayleigh waves:A new approach. J. Geophys. Res.,87. 5395——5407. [8] Lay. T,Given. J. W. and Kanamori, H., 1982. Long——period mechanism of the 8 November 1980 Eureka, California, earthquake.Bull. Seism. S'oc. Anger., 72. 439——456. [9] Fitch, T. J.,.McCowan, D. W. and Shields, M. W.,1980. Estimation of the seismic moment tensor from teleseismic body wave data with applications to intraplate and mantle earthquakes. J. Geophys. Res., 15,3817——3828 [10] Longston, C. A., 1981. Source inversion of seismic waveforms: The Koyna. India, earthquakes of 13 September 1967 Bull. Seism. Soc. Amer.,71, 1——24. [11] Doornbos. D. J.,1982. Seismic moment tensors and kinematic source parameters. Geophy.s. J. R. Astr. Sor.,69. 235——251. [12] Barker, J. S. and Langston, C. A., 1982. Moment tensor inversion of complex earthquakes·Geophys. J. R.9.soc.,68. 777——803. [13] Stump. B. W. and Johnson. L. R,1984. Nearfield source characterization ofcontained nuclear explosion in tuff Bull. Seisrn. Soc. Arur. 74, 1——26. [14] Lanczos, C. 1961. Linear Differential Operators. Van Nostrand, London, 564. [15] 吴明熙、王鸣、孙次昌、柯兆明、王培德、陈运泰、吴大铭,1990. 1985年地震部分余震的精确定位.地球物理学报,12, 2. 121——129. [16] Lamb, H——1904. On the propagation of tremors over the surface of an elastic solid. Phil. Truns. R. Sm. London. A203,1——42. [17] Johnson. J. R.,1974. Green's function for Lamb's problem. Geopftl}.s. J. R.4.str. Soc.,37, 91——131. [18] Dix. C. H——1954. The method of Cagniard in seismic pulse problem. Geophrsic.s, 19, 722——738. [19] Cagniard. L., 1962. ReJlectiort and Refraction of Progreesive Seismic Waves. Translated and revised by Flinn,E. A. and Dix. C. H.,McGrawHilh New York. [20] De Hoop. A. T.,1960. A modification of Cagniard's method for solving seismic pulse problems. Appl. Sci.Rcs. 88, 349——356.
[1] Stump, B. W. and Johnson, L. R. 1977. The determination of source properties by the linear inversion of seismograms. Bull. Seism. Soc. Anger., 67. 1489——1502.
[2] Gilbert, F, and Dziewonski, A. M——1975. An application of normal mode theory to the retrieval of structural parameters and source mechanisms from seismic spectra. Phil. Truns. R. Soc,278, 187——269 [3] McCowan, D. W. 1976. Moment tensor representation of surface wave sources. Geophys. J. R. A.str. Su 44. 595——599. [4] Mendigurcn, J. A.,1977. lnvcrsion of surface wave data in source mechanism studies. J. Geophys. Res.,82. 889——894. [5] Aki. K, and Patton. H.,1978. Determination of seismic moment tensor using surface waves. Tectnnophysics.49. 213——222. [6] Kanamori. H. and Given, J. W, 1981. Use of longperiod surface waves for rapid determination of earthquak source parameters, Piys. Furth Planet. Interiors,27. 8——31. [7] Romannowicz, B——1982. Moment tensor inversion of long period Rayleigh waves:A new approach. J. Geophys. Res.,87. 5395——5407. [8] Lay. T,Given. J. W. and Kanamori, H., 1982. Long——period mechanism of the 8 November 1980 Eureka, California, earthquake.Bull. Seism. S'oc. Anger., 72. 439——456. [9] Fitch, T. J.,.McCowan, D. W. and Shields, M. W.,1980. Estimation of the seismic moment tensor from teleseismic body wave data with applications to intraplate and mantle earthquakes. J. Geophys. Res., 15,3817——3828 [10] Longston, C. A., 1981. Source inversion of seismic waveforms: The Koyna. India, earthquakes of 13 September 1967 Bull. Seism. Soc. Amer.,71, 1——24. [11] Doornbos. D. J.,1982. Seismic moment tensors and kinematic source parameters. Geophy.s. J. R. Astr. Sor.,69. 235——251. [12] Barker, J. S. and Langston, C. A., 1982. Moment tensor inversion of complex earthquakes·Geophys. J. R.9.soc.,68. 777——803. [13] Stump. B. W. and Johnson. L. R,1984. Nearfield source characterization ofcontained nuclear explosion in tuff Bull. Seisrn. Soc. Arur. 74, 1——26. [14] Lanczos, C. 1961. Linear Differential Operators. Van Nostrand, London, 564. [15] 吴明熙、王鸣、孙次昌、柯兆明、王培德、陈运泰、吴大铭,1990. 1985年地震部分余震的精确定位.地球物理学报,12, 2. 121——129. [16] Lamb, H——1904. On the propagation of tremors over the surface of an elastic solid. Phil. Truns. R. Sm. London. A203,1——42. [17] Johnson. J. R.,1974. Green's function for Lamb's problem. Geopftl}.s. J. R.4.str. Soc.,37, 91——131. [18] Dix. C. H——1954. The method of Cagniard in seismic pulse problem. Geophrsic.s, 19, 722——738. [19] Cagniard. L., 1962. ReJlectiort and Refraction of Progreesive Seismic Waves. Translated and revised by Flinn,E. A. and Dix. C. H.,McGrawHilh New York. [20] De Hoop. A. T.,1960. A modification of Cagniard's method for solving seismic pulse problems. Appl. Sci.Rcs. 88, 349——356. |
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