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NMO Inversion for Multilayer Subsurface with Horizontal Transverse Isotropic Layers

机译:具有水平各向同性层的多层地下NMO反演

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The NMO inversion problem for HTI medium was solved by Contrera et al (1999) using a technique, originally developed by Grechka and Tsvankin (1999). They derived a formula for azimuth-dependent NMO velocity using 2×2 matrices responsible for the 'interval' NMO ellipses in each layer. Here I suggest an alternative approach to NMO velocity derivation for the multilayered transverse isotropic model with depth-varying orientation of the symmetry axis. This approach leads to a simplier explicit formula for NMO velocity. Explicit analytical formula for azimuth-dependent NMO velocity helps to develop insight on the anisotropy influence on reflection trveltime and to develop Dix-type inversion algorithm
机译:Contrera等人(1999)使用最初由Grechka和Tsvankin(1999)开发的技术解决了HTI介质的NMO反演问题。他们使用负责每个层中“间隔” NMO椭圆的2×2矩阵,得出了与方位角有关的NMO速度的公式。在这里,我建议采用对称轴深度变化方向的多层横向各向同性模型的NMO速度推导的另一种方法。这种方法可以简化NMO速度的显式公式。依赖于方位角的NMO速度的明确解析公式有助于洞察各向异性对反射旅行时间的影响并开发Dix型反演算法

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