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复杂地表的单程波动方程地震叠前正演
引用本文:熊晓军,贺振华,黄得济.复杂地表的单程波动方程地震叠前正演[J].应用地球物理,2006,3(1):13-17.
作者姓名:熊晓军  贺振华  黄得济
作者单位:成都理工大学油气藏地质与开发工程国家重点实验室,成都理工大学油气藏地质与开发工程国家重点实验室,成都理工大学油气藏地质与开发工程国家重点实验室 成都,610059,成都,610059,成都,610059
基金项目:This work was funded by National Natural Science Foundation of China (No. 40474044).
摘    要:作者基于数学检波器和等时叠加原理,实现了复杂地表的单程波动方程地震叠前正演模拟。该方法采用虚拟的数学检波器接收地下的反射地震信号,灵活地将接收点布置在地表的任何地方,从而满足地表起伏的要求。此外,根据等时叠加原理, 该方法采用单程波动方程进行波场延拓和成像,计算简单快速。通过复杂正断层的数值模拟,得到了高信噪比的共炮集地震记录,并采用适用于起伏地形的深度偏移方法对该共炮集地震记录进行了叠前深度偏移,较好地实现了地震波的偏移归位,从而证明了这里提出的起伏地表的单程波动方程地震叠前正演方法是正确和有效的。

关 键 词:数学检波器  等时叠加原理  地震叠前正演  起伏地形  单程波动方程
收稿时间:1 November 2005

One-way wave equation seismic prestack forward modeling with irregular surfaces
Xiaojun Xiong,Zhenhua He,Deji Huang.One-way wave equation seismic prestack forward modeling with irregular surfaces[J].Applied Geophysics,2006,3(1):13-17.
Authors:Xiaojun Xiong  Zhenhua He  Deji Huang
Institution:(1) State Key Lab. of Oil and Gas Reservoir Geology and Exploration, Chengdu University of Technology, Chengdu, 610059, China
Abstract:MathematicaI geophone (MG) and equal-time stacking (ETS) principles are used to implement seismic prestack forward modeling with irregular surfaces using the oneway acoustic wave-equation. This method receives seismic primary reflections from the subsurface using a set of virtual MGs. The receivers can be located anywhere on an irregular observing surface. Moreover, the ETS method utilizes the one-way acoustic wave equation to easily and quickly image and extrapolate seismic reflection data. The method is illustrated using high single-noise ratio common shot gathers computed by numerical forward modeling of two simple models, one with a flat surface and one with an irregular surface, and a complex normal fault model. A prestack depth migration method for irregular surface topography was used to reproduce the normal fault model with high accuracy.
Keywords:mathematical geophone  equal-time stacking principle  seismic prestack forward modeling  irregular surfaces  and one-way wave-equation    
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