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A Robust Algorithm and Associated QC for Finding the Anisotropy Directions for Converted Wave Data

机译:一种强大的算法和相关的QC,用于查找转换波数据的各向异性方向

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Shear wave splitting, also called birefringence, is the phenomenon by which an incident S wave travels at two different velocities depending on the angle between the wave polarization and the so-called natural directions of the anisotropic medium; When the polarization is parallel to the fast (or slow) direction a single arrival is observed. However, for intermediate polarization angles, two arrivals are observed with their amplitude and polarity determined by the angle of the wave's polarization with the natural directions. This well known property gives a direct observation of the fracture directions, even though wide-azimuth P-wave data can also give such an estimate through a rather sophisticated processing sequence. In this paper we propose a robust method for estimating the natural directions based on the direct least-squares fit of the observation to a 1D, HTI model of the converted waves. The result of this algorithm is illustrated using synthetic and real data.
机译:剪切波分裂,也称为双折射,是入射的S波在两种不同速度下行进的现象,这取决于波极化和各向异性介质的所谓自然方向之间的角度;当偏振平行于快速(或慢速)方向时,观察到单个到达。然而,对于中间偏振角,通过通过波的偏振与自然方向确定的幅度和极性来观察两个到达。这种众所周知的属性可以直接观察裂缝方向,即使宽方位角P波数据也可以通过相当复杂的处理序列发出这种估计。在本文中,我们提出了一种稳健的方法,用于基于观察的直接最小二乘拟合对转换波的1D的直接分支拟合估计自然方向。使用合成和实数据说明该算法的结果。

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