首页> 外文会议>nternational Workshop on Seismic Anisotropy; 20061022-27; Beijing(CN) >Analytic Solution to NMO-Velocity Surface for TTI Media and Computation of Effective NMO Velocity
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Analytic Solution to NMO-Velocity Surface for TTI Media and Computation of Effective NMO Velocity

机译:TTI介质NMO速度表面的解析解和有效NMO速度的计算

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TI (Transversal Isotropy) media is often used in seismic exploration research at present. Reflection moveout of pure modes in anisotropic media recorded on conventional-length spreads can be still described by a normal-moveout (NMO) velocity that depends on the orientation of the common-midpoint (CMP) line. NMO velocity contains information about the parameters of anisotropic velocity field. For obtaining relationship between the measured NMO velocity and anisotropic parameters, some authors studied NMO-velocity solutions for some special TI media (Thomsen, 1986; Tsvankin, 1995, 1997; Grechka, 1998). However, all these NMO-velocity solutions were obtained on the horizontal plane, and only fit for a TI layer. If a stack of TI layers separated by plane dipping interfaces is involved, these solutions can't be directly used to compute effective NMO velocities by applying Dix-type averaging and differentiation algorithms developed by Grechka and Tsvankin (2002), and Christoffel equations of TI layers need to be solved respectively.
机译:目前,TI(横向各向同性)介质经常用于地震勘探研究中。常规长度展布上记录的各向异性介质中纯模式的反射偏移仍可以通过法向偏移(NMO)速度来描述,该速度取决于共中点(CMP)线的方向。 NMO速度包含有关各向异性速度场参数的信息。为了获得测得的NMO速度与各向异性参数之间的关系,一些作者研究了一些TI特殊介质的NMO速度解(Thomsen,1986; Tsvankin,1995,1997; Grechka,1998)。但是,所有这些NMO速度解决方案都是在水平面上获得的,仅适合TI层。如果涉及由平面浸入接口隔开的TI层堆栈,则无法通过应用Grechka和Tsvankin(2002)开发的Dix型平均和微分算法以及TI的Christoffel方程直接将这些解决方案用于计算有效NMO速度。层需要分别解决。

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