Prestack depth migration velocity analysis: linear theory revised , by John T. Etgen

A residual moveout correction applied to prestack-depth-migrated constant- offset sections approximates remigrating the constant-offset sections with a perturbed interval-slowness model. The residual moveout correction is applied to each offset for all points in the migrated image, and a moveout corrected stacked section is made for a range of residual slownesses. The result constitutes the data space for an optimization problem that estimates perturbations to the interval-slowness model that will result in the most coherent migrated image. Changes in the interval-slowness model can be linearly related to changes in the residual moveout curves that best approximate the offset-stacking curves required to form the migrated image produced by the perturbed interval-slowness model. The linear relation between changes in the interval-slowness model and the best fitting residual moveout curves is used to compute the gradient of the total coherence of the image with respect to the interval-slowness model from the precomputed data space. An iterative optimization alogrithm driven by this gradient will estimate the interval- slowness model that produces the most coherent prestack depth migrated image of the data.


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