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波动方程偏移成像阴影的照明补偿
引用本文:陈生昌,马在田,Wu Ru-Shan.波动方程偏移成像阴影的照明补偿[J].地球物理学报,2007,50(3):844-850.
作者姓名:陈生昌  马在田  Wu Ru-Shan
作者单位:1.浙江大学地球科学系,杭州310027 2 同济大学海洋与地球科学院,上海200092 3 Modeling and Imaging Laboratory, IGPP, University of California, Santa Cruz CA95064, USA
基金项目:国家自然科学基金项目(40674065),国家高技术研究发展(863)计划项目(2006AA09Z307)资助
摘    要:受地下复杂构造和地震数据采集系统的影响,使地震波对地下目标的照明出现不均匀性,地震采集系统难以有效地获取地下某些目标的反射信息,进而使数据偏移成像在这些目标体上出现成像阴影. 根据波场和Green函数的窗口Fourier框架展开,利用角度域波动方程偏移成像和波动方程照明分析,并结合波动方程反演理论,提出一种角度域波动方程偏移成像阴影照明补偿方法. 这种补偿方法能同时考虑地震数据采集系统和波场传播路径对偏移成像的影响,消除复杂构造区的偏移成像阴影,改进波动方程叠前深度偏移成像在复杂构造区的成像效果.

关 键 词:波动方程  窗口Fourier框架展开  角度域  偏移成像阴影  照明分析  补偿  
文章编号:0001-5733(2007)03-0844-07
收稿时间:2006-7-11
修稿时间:2006-07-11

Illumination compensation for wave equation migration shadow
CHEN Sheng-Chang,MA Zai-Tian,Wu Ru-Shan.Illumination compensation for wave equation migration shadow[J].Chinese Journal of Geophysics,2007,50(3):844-850.
Authors:CHEN Sheng-Chang  MA Zai-Tian  Wu Ru-Shan
Institution:1.Department of Earth Sciences, Zhejiang University, Hangzhou 310027, China 2 School of Ocean and Earth Science, Tongji University, Shanghai 200092, China 3 Modeling and Imaging Laboratory, IGPP, University of California, Santa Cruz, CA 95064, USA
Abstract:Due to the effects of complicated subsurface structures and seismic acquisition systems, the seismic wave illumination to some subsurface targets may be inhomogenous, so the seismic acquisition system can not effectively acquire the reflected information from these targets, and migrated images of these targets will have some migration shadows. Based on the windowed Fourier frame expansion of wavefield and Green function, an illumination compensation method for wave equation migration shadow is proposed by using the wave equation migration and illumination analysis in angle domain and combining the wave equation inverse theory. The compensation method can take account into the effects of the seismic acquisition system and wave propagation path, remove the migration shadow on the complicated subsurface structures, and improve the results of wave equation prestack depth migration in complex structure regions.
Keywords:Wave equation  Windowed Fourier frame  Expansion  Angle domain  Migration shadow  Illumination analysis  Compensation
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