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Improving seismic interpretation: a high-contrast approximation to the reflection coefficient of a plane longitudinal wave

机译:改善地震解释:平面纵波反射系数的高对比度近似

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摘要

Linearized approximations of reflection and transmission coefficients set a foundation for amplitude versus offset (AVO) analysis and inversion in exploration geophysics. However, the weak properties contrast hypothesis of those linearized approximate equations leads to big errors when the two media across the interface vary dramatically. To extend the application of AVO analysis and inversion to high contrast between the properties of the two layers, we derive a novel nonlinearized high-contrast approximation of the PP-wave reflection coefficient, which establishes the direct relationship between PP-wave reflection coefficient and P-wave velocities, S-wave velocities and densities across the interface. (A PP wave is a reflected compressional wave from an incident compressional wave (P-wave).) This novel approximation is derived from the exact reflection coefficient equation with Taylor expansion for the incident angle. Model tests demonstrate that, compared with the reflection coefficients of the linearized approximations, the reflection coefficients of the novel nonlinearized approximate equation agree with those of the exact PP equation better for a high contrast interface with a moderate incident angle. Furthermore, we introduce a nonlinear direct inversion method utilizing the novel reflection coefficient equation as forward solver, to implement the direct inversion for the six parameters including P-wave velocities, S-wave velocities, and densities in the upper and lower layers across the interface. This nonlinear inversion algorithm is able to estimate the inverse of the nonlinear function in terms of model parameters directly rather than in a conventional optimization way. Three examples verified the feasibility and suitability of this novel approximation for a high contrast interface, and we still could estimate the six parameters across the interface reasonably when the parameters in both media across the interface vary about 50%.
机译:反射系数和透射系数的线性近似值为勘探地球物理学中的振幅与偏移(AVO)分析和反演奠定了基础。但是,当界面上的两种介质发生巨大变化时,那些线性近似方程的弱特性对比假设会导致较大的误差。为了将AVO分析和反演的应用扩展到两层属性之间的高对比度,我们推导了一种新颖的PP波反射系数的非线性高对比度逼近,从而建立了PP波反射系数与P之间的直接关系。界面上的海浪速度,海浪速度和密度。 (PP波是来自入射压缩波(P波)的反射压缩波。)这个新颖的近似值是从具有入射角的泰勒展开的精确反射系数方程得出的。模型测试表明,与线性近似的反射系数相比,对于具有中等入射角的高对比度界面,新型非线性近似方程的反射系数与精确PP方程的反射系数更好地吻合。此外,我们引入了一种非线性的直接反演方法,该方法利用新颖的反射系数方程作为正求解器,对界面上上下两层的P波速度,S波速度和密度这六个参数实施了直接反演。 。该非线性反演算法能够直接根据模型参数来估计非线性函数的反演,而无需采用传统的优化方法。三个例子证明了这种新颖的近似方法对于高对比度界面的可行性和适用性,并且当界面上两种介质中的参数变化约50%时,我们仍然可以合理地估计界面上的六个参数。

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