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Subsalt Velocity Analysis by Combining Wave Equation Based Redatuming and Kirchhoff Based Migration Velocity Analysis

机译:通过结合基于波动方程的重新基准和基于基尔霍夫的迁移速度分析来进行盐下速度分析

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Due to the geometrical complexity of the typical Gulf of Mexico (GOM) velocity models, with embedded salt bodies of any shapes, wave equation migration is used preferentially over Kirchhoff methods for subsalt velocity model building. This preference is based on the ability of wave-equation based migrations to overcome the need for tracing complex ray paths through the salt bodies and for a better handling of multi-path arrivals via wavefield reconstruction. Subsalt velocity analysis uses prestack wave equation migration scans that are created from perturbed velocity models: this is an accurate albeit expensive and time consuming approach that requires multiple runs of prestack migrations. To make this process more efficient, we present in this paper an alternative methodology to perform subsalt velocity analysis. For those cases where sediment velocity structure is relatively simple, we perform a single one-time redatuming to the base of salt (BOS), using existing prestack wave equation tools. By redatuming, we remove the complexity of the wavefield caused by the salt bodies. Once having obtained a simplified wavefield by stripping off the effects of the complex overburden, we can employ less expensive Kirchhoff imaging algorithms for performing subsalt velocity model building.
机译:由于典型的墨西哥湾(GOM)速度模型的几何复杂性,并且具有任何形状的嵌入式盐体,因此波动方程偏移优先于Kirchhoff方法用于盐下速度模型构建。此优先级基于基于波方程的迁移能力,以克服通过盐体追踪复杂的射线路径以及通过波场重构更好地处理多路径到达的需求。盐下速度分析使用从扰动速度模型创建的叠前波动方程偏移扫描:这是一种精确的方法,尽管它是昂贵且耗时的方法,需要多次运行叠前偏移。为了使此过程更有效,我们在本文中介绍了执行盐下速度分析的替代方法。对于沉积物速度结构相对简单的那些情况,我们使用现有的叠前波动方程工具对盐基(BOS)进行一次一次性的重新标定。通过重新计算,我们消除了由盐体引起的波场的复杂性。通过去除复杂上覆层的影响获得简化的波场后,我们可以采用较便宜的Kirchhoff成像算法来进行盐下速度模型的建立。

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