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Implementing the CRS beam prestack depth migration with double-smearing operator within the unified Kichhoff imaging theory

机译:在统一的Kichhoff成像理论中用双涂算子实现CRS束叠前深度偏移

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摘要

The unified Kirchhoff imaging theory provides an essential theoretical foundation for understanding any Kirchhoff-type imaging methods. The local kinematic attributes are important information regarding a local coherently event in seismic dataset. We develop a double-smearing operator based common-reflection-surface (CRS) beam prestack depth migration (PSDM) based on the unified Kirchhoff imaging theory and the local kinematic attributes. Differing from the previous works based on the Hugens-curve-stacking scheme, the double-smearing operator employed in this paper is derived on the basis of the isochrones-smearing scheme defined in the unified Kirchhoff imaging theory. It provides a parallel approach to implement the CRS beam PSDM. The synthetic and real data examples demonstrate the effectiveness and robustness of the double-smearing CRS beam PSDM operator.
机译:统一的基尔霍夫成像理论为理解任何基尔霍夫型成像方法提供了重要的理论基础。局部运动学属性是有关地震数据集中局部相干事件的重要信息。我们基于统一的Kirchhoff成像理论和局部运动学属性,开发了基于双涂抹算子的共反射面(CRS)束叠前深度偏移(PSDM)。与以前的基于Hugens曲线叠加方案的工作不同,本文采用的双重涂抹算子是基于统一的Kirchhoff成像理论中定义的等时涂抹方案推导的。它提供了一种并行方法来实现CRS波束PSDM。综合和真实的数据示例证明了双重涂抹CRS光束PSDM算子的有效性和鲁棒性。

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