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Linearized Least-square Imaging of Internally Scattered DataNormal access

Authors: A. Aldawood, I. Hoteit, G. Turkiyyah, M. Zuberi and T. Alkhalifah
Event name: 76th EAGE Conference and Exhibition 2014
Session: Least-squares Migration and Quasi-P - Theory
Publication date: 16 June 2014
DOI: 10.3997/2214-4609.20141160
Organisations: EAGE
Language: English
Info: Extended abstract, PDF ( 632.81Kb )
Price: € 20

Internal multiples deteriorate the quality of the migrated image obtained conventionally by imaging single scattering energy. However, imaging internal multiples properly has the potential to enhance the migrated image because they illuminate zones in the subsurface that are poorly illuminated by single-scattering energy such as nearly vertical faults. Standard migration of these multiples provide subsurface reflectivity distributions with low spatial resolution and migration artifacts due to the limited recording aperture, coarse sources and receivers sampling, and the band-limited nature of the source wavelet. Hence, we apply a linearized least-square inversion scheme to mitigate the effect of the migration artifacts, enhance the spatial resolution, and provide more accurate amplitude information when imaging internal multiples. Application to synthetic data demonstrated the effectiveness of the proposed inversion in imaging a reflector that is poorly illuminated by single-scattering energy. The least-square inversion of double-scattered data helped delineate that reflector with minimal acquisition fingerprint.

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