2013
DOI: 10.3997/9789073834569
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Seismic Multiple Removal Techniques: Past, present and future. Revised Edition

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Cited by 61 publications
(85 citation statements)
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“…Suppression of surface-related multiples has been addressed successfully by a few methods (Verschuur, 2013), whereas relatively few methods exist that identify and attenuate internal multiples. Methods that rely on move-out discrimination, for example, in the Radon domain (Hampson, 1986), tend to fail for internal multiples because their moveout velocities are often similar to those of primaries.…”
Section: Introductionmentioning
confidence: 99%
“…Suppression of surface-related multiples has been addressed successfully by a few methods (Verschuur, 2013), whereas relatively few methods exist that identify and attenuate internal multiples. Methods that rely on move-out discrimination, for example, in the Radon domain (Hampson, 1986), tend to fail for internal multiples because their moveout velocities are often similar to those of primaries.…”
Section: Introductionmentioning
confidence: 99%
“…Conventional imaging approaches such as reverse time migration (RTM) (Baysal et al, 1983) and Kirchhoff migration (Schneider, 1978) are based on the single-scattering approximation, which presupposes that the data are free of multiples. Free-surface multiples (those which have a downward reflection on the sea or land surface) can be attenuated using a variety of methods, a review of which can be found in Verschuur (2006). Unlike free-surface multiples, whose downward reflections occur at the known earth's surface, internal multiples have a downward reflections at a priori unknown subsurface interfaces making their detection, prediction, and attenuation much more difficult.…”
Section: Introductionmentioning
confidence: 99%
“…Failure to satisfy either of these constraints can lead to artifacts in the resulting image. To avoid this multiples should be attenuated prior to migration by the use of techniques such as SRME (see Verschuur (2006)). Not only is this process computationally expensive and imperfect, but it also causes the information about the subsurface that is contained in the multiples to be lost.…”
Section: Limitations Of Conventional Rtmmentioning
confidence: 99%