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Theory of 3-D angle gathers in wave-equation seismic imaging

机译:波方程地震成像中的3-D角道集理论

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I present two methods for constructing angle gathers in 3-D seismic imaging by downward extrapolation. Angles in angle gathers refer to the scattering angle at the reflector and provide a natural access to analyzing migration velocity and amplitudes. In the first method, angle gathers are extracted at each downward-continuation step by mapping transformations in constant-depth frequency slices. In the second method, one extracts angle gathers after applying the imaging condition by transforming local offset gathers in the depth domain. The second approach generalizes previously published algorithms for angle-gather construction in 2-D and common-azimuth imaging.
机译:我介绍了两种通过向下外推在3D地震成像中构建角集的方法。角度聚集中的角度是指反射器处的散射角,为分析迁移速度和幅度提供了自然的途径。在第一种方法中,通过在恒定深度频率切片中映射变换,在每个向下连续的步骤中提取角度聚集。在第二种方法中,在应用成像条件后,通过在深度域中变换局部偏移量的收集点来提取角度收集点。第二种方法概括了先前发布的二维和共方位角成像中的角度聚集构造算法。

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