AbstractWhen the elastic parameters of rocks such as shales vary with the propagation direction of a passing seismic wave that rock is called anisotropic. Modern seismic data are typically acquired over a wide azimuth range using long offsets. For such data, optimum imaging and subsequent quantitative amplitude interpretation requires taking subsurface anisotropy adequately into account during execution of the quantitative interpretation workflow. Here, we present a multi‐objective approach to find an optimal solution using both well logs and seismic data. We include minimization of a seismic match objective function as a constraint to narrow the uncertainty distribution around model parameters and to ensure that the model is consistent with seismic as well as well log data. Consequently, the resulting anisotropy model can be used for both well logs and seismic data analysis. First, the Hudson‐Cheng crack model is used to obtain rock matrices properties and aspect ratio of a set of ellipsoidal cracks. Then, we obtain a set of non‐dominated solutions, which minimizes the rock physics model multi‐parameter objective function and the Amplitude‐Versus‐Offset objective function. The approach is applied to field data with one vertical well log and pre‐stack migrated seismic data. In spite of the low signal‐to‐noise ratio of the seismic data, the overall results are consistent with the rock physics model and fit the seismic amplitude variations, particularly for the confidently interpretable mid‐to‐far angles of incidence. Furthermore, we extend the approach to predict seismic anisotropy away from well calibration, to map the occurrence of high‐quality organic‐rich shales.
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