Seismic migration using the complex shiftable pyramid

Abstract : We consider how the 2-D seismic Kirchhoff migration scheme can benefit from a recently introduced shiftable directional pyramid. First, the pyramidal dual-tree directional filter bank is presented with some modifications to make it more suitable to the seismic migration problem. Since the decomposition by this filter bank is multiresolution and multidirectional, it can be regarded as a digital curvelet transform. We implement the first-order approximation of the Kirchhoff migration scheme. It essentially consists of a rotation, a scaling and a shift of each curvelet. These three operations are implemented in the decomposition domain of the filter bank. The reconstructed image using several percentages of highest curvelet coefficients provides a first order approximation of the migrated seismic section. Migration results are presented in the case of homogeneous and non homogeneous background velocity models. We aim at demonstrating that the complex shiftable directional pyramid provides a good quality migrated result.
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https://hal-mines-paristech.archives-ouvertes.fr/hal-00535853
Contributeur : Herve Chauris <>
Soumis le : samedi 13 novembre 2010 - 14:37:09
Dernière modification le : lundi 12 novembre 2018 - 10:55:31

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  • HAL Id : hal-00535853, version 1

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Truong Nguyen, Hervé Chauris. Seismic migration using the complex shiftable pyramid. Workshop WO8 Curvelets, contourlets, seislets, .. in seismic data processing - where are we and where are we going?, 69th EAGE Conference and Technical Exhibition, Eur. Ass. of Geoscientists and Engineers, Jun 2007, London, United Kingdom. Workshop 08. ⟨hal-00535853⟩

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