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《Chinese Journal of Geophysics》 1991-05
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APPROXIMATE METHOD OF INVERSION OF THE ACOUS-TIC WAVE EQUATION BY INVERSE SCATTERING

HUANG LIAN-JIE(Institute of Geophysics, Academia Sinica, Beijing 100101)YANG WEN-CAI(Beijing Computer Center, Ministry of Geology and Mineral Resources, Beijing 100083)  
In the previous paper, we have presented the acoustic inverse scattering theory for a linear reference velocity model, giving an analytic solution for the inverse scattering problem. Considering the practical applications of this method, we have introduced correspondent solutions for the following cases: 1. the two-and-one-half dimensional model with a point source, 2. high-frequency approximation of the solution. The extended studies shown in this paper make previously suggested methods of the inverse scattering more applicable while the advantages tn the previous approach proposed by the authors, e.g. high computational speed due to employment of the FFT algorithm and more endurable to the assumption of Born approximation, are still hold.
【Fund】: 国家自然科学基金
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【References】
Chinese Journal Full-text Database 10 Hits
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【Citations】
Chinese Journal Full-text Database 1 Hits
1 HUANG LIAN-JIE(Institute of Geophysics, Academia Sinica, Beijing 100101)YANG WEN-CAI(Beijing Computer Center, Ministry of Geology and Mineral Resources, Beijing 100083);INVERSION OF THE ACOUSTIC WAVE EQUATION BY INVERSE SCATTERING IN A MEDIUM OF LINEAR REFERENCE VELOCITY[J];Chinese Journal of Geophysics;1991-01
【Co-citations】
Chinese Journal Full-text Database 8 Hits
1 DING Ke~(1),SONG Shou-gen~(2),XIE Zhong-qiu~(1) (1.College of Architecture Engineering,Central-South Forestry University,Changsha 410004,China;2.Western Canada Kerui Hi-Tech Co.,Ltd.,Beijing 100085,China);Development and future application of inverse scattering theory[J];Progress In Geophysics;2005-03
2 TAO Zhi-Yong~(1,2) 1 State Key Laboratory of Modern Acoustics and Institute of Acoustics, Nanjing University, Nanjing 210093, China2 Department of Electronic Science and Engineering, Nanjing University, Nanjing 210093, China;Elastic wave inverse scattering perturbation theory[J];Chinese Journal of Geophysics;2005-04
3 HUANG LIAN-JIE;WU RU-SHAN(Institute of Geophysics,Academia Sinica, Beijing 100101);MULTIFREQUENCY BACKSCATTERING TOMOGRAPHY IN A VERTICALLY VARYING BACKGROUND[J];Chinese Journal of Geophysics;1994-01
4 WANG SHOU-DONG LIU JIn-QI(Department of Mathematic,Harbin Institute of Technology,Harbin 150006)HUANG WEN-HU Department of Space Science and Technology,Harbin Institute of Technology,Harbin 150006);A METHOD OF VELOCITY INVERSIONOF TWO DIMENSIONAL ACOUSTICWAVE EQUATION[J];Chinese Journal of Geophysics;1995-06
5 GAO Er-gen,XU Guo-ming,LI Guoang-pin,HE Chuan-song,LIU Tong-qing;2-D ROBUST ITERATIVE VELOCITY INVERSION OF ACOUSTIC WAVE EQUATION[J];GEOLOGY AND PROSPECTING;2000-05
6 Tian Yue Chen Xiaofei (Department of Geophysics, Peking University, Beijing 100871, China);A RAPID AND ACCURATE TWO POINT RAY TRACING METHOD IN HORIZONTALLY LAYERED VELOCITY MODEL[J];Acta Seismologica Sinica;2005-02
7 YANG Xiao-chun, LI Xiao-fan, ZHANG Mei-gen (Institute of Geology & Geophysics ,Chinese Academy of Science, Beijing 100101,China);Some Mathematical Prolems in Nonlinear Inversion of Seismic Wave[J];Journal of Seismology;2003-01
8 YU Chang-qing(Institute of Geology,Chinese Academy of Geological Sciences,Beijing 100037,China);The application of seismic attributes variance analysis method for oil and gas detection in Tazhong area[J];Geology in China;2011-04
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Chinese Journal Full-text Database 10 Hits
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【Secondary References】
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