Analysis of the inverse scattering series (ISS) internal multiple-attenuation and elimination algorithms as effective tool box choices for absorptive and dispersive media with interfering events
- Qiang Fu (M-OSRP, Physics Department, University of Houston) | Yanglei Zou (M-OSRP, Physics Department, University of Houston) | Jing Wu (M-OSRP, Physics Department, University of Houston) | Arthur B. Weglein (M-OSRP, Physics Department, University of Houston)
- Document ID
- Society of Exploration Geophysicists
- 2018 SEG International Exposition and Annual Meeting, 14-19 October, Anaheim, California, USA
- Publication Date
- Document Type
- Conference Paper
- 2018. Society of Exploration Geophysicists
- Attenuation, Acoustic, Multiples, Amplitude, Q
- 0 in the last 30 days
- 9 since 2007
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The Inverse Scattering Series (ISS) internal multiple attenuation algorithm can predict the exact time and approximate amplitude of every internal multiple at all offsets at once. This algorithm does not require any subsurface information and it is model-type independent. When the primaries and multiples are isolated, the ISS internal multiple attenuation algorithm plus energy minimization adaptive subtraction can effectively eliminate internal multiples independent of the the medium model type (e.g. acoustic, elastic, anisotropic, inelastic, etc.). However, when internal multiples are proximal to and/or interfering with a primary, the energy-minimization adaptive subtraction can fail. In proximal /interfering cases the ISS elimination algorithm is needed for predicting the exact time and exact amplitude of multiples, and it would not depend on the energy minimization criteria to fill the gap between attenuating and eliminating the internal multiple. Thus M-OSRP proposed developing ISS internal multiple elimination algorithm to accommodate these proximal/interfering cases. We have an interest in examining the issue of the elimination of interfering internal multiples for increasingly realistic subsurface circumstances. We also recognize the benefit of studying each step of added realism and complexity in isolation. Absorption/dispersion can have a very significant impact on amplitude, often more significant than the acoustic/elastic differences. There is a line of research in the ISS initiative that extends the development and analysis to the absorptive/dispersive world by studying an acoustic absorptive medium. For example, Innanen and Weglein (2003, 2005); Innanen and Lira (2008, 2010); Wu and Weglein (2014). This paper follows that line of contributions and extends ISS internal multiple elimination to absorptive/dispersive acoustic medium, which is the simplest world with an absorptive/dispersive property. We test the current ISS internal multiple elimination algorithm on synthetic data (P-only events) from attenuating medium both analytically and numerically. The analysis and results of the tests show that the current elimination algorithm predicts P-only internal multiple in an absorptive/dispersive medium with both the exact time and amplitude if the absorption/dispersion (finite Q) is only located beneath the generator (which is where the the downward reflection occurs) of the first-order internal multiple, without knowing the medium and its absorptive/dispersive properties. Under this type of circumstances the current ISS internal multiple elimination algorithm is fully effective in predicting accurate P-only internal multiples in an absorptive/dispersive medium. That is positive news for the exploration plays where absorption is only significant below the major internal multiple generators. For instance, that can be the situation for a single absorptive salt body. In this case the major internal multiple generator is often either the water bottom or the top of the salt body and the major attenuation happens within the salt body. Thus the absorption is only existing below the generator, the current acoustic based elimination algorithm is sufficient for predicting an effective P-only internal multiple in this type of exploration play.
Presentation Date: Monday, October 15, 2018
Start Time: 1:50:00 PM
Location: 211A (Anaheim Convention Center)
Presentation Type: Oral
|File Size||200 KB||Number of Pages||5|
Araujo,F. V.,A. B.Weglein,P. M.Carvalho, andR. H.Stolt,1994,Inverse scattering series for multiple attenuation: An example with surface and internal multiples:64th Annual International Meeting, SEG,Expanded Abstracts,1039–1041,10.1190/1.1822691.
de Melo,F. X.,M.Idris,Z. J.Wu, andC.Kostov,2013,Cascaded internal multiple attenuation with inverse scattering series: Western Canada case study:83rd Annual International Meeting, SEG,Expanded Abstracts,10.1190/segam2014-0863.1.
Fu,Q.,Y.Luo,P. G.Kelamis,S.Huo,G.Sindi,S.Hsu, andA. B.Weglein,2010,The inverse scattering series approach towards the elimination of land internal multiples:80th Annual International Meeting, SEG,Expanded Abstracts,10.1190/1.3513567.
Fu,Q., andA. B.Weglein,2014,Internal multiple attenuation on Encana data:84th Annual International Meeting, SEG,Expanded Abstracts,10.1190/segam2014-0891.1.
Herrera,W., andA. B.Weglein,2013,Eliminating first-order internal multiples with downward reflection at the shallowest interface: Theory and initial examples:83rd Annual International Meeting, SEG,Expanded Abstracts,10.1190/segam2013-1153.1.
Hung,B.,M.Wang,K.Yang, andX.Wu,2014,Enhanced internal multiple attenuation in shallow water environment:84th Annual International Meeting, SEG,Expanded Abstracts,10.1190/segam2014-0276.1.
Innanen,K. A., andJ. E.Lira,2008,Direct nonlinear q compensation of primaries in layered media: Theory and synthetic examples:78th Annual International Meeting, SEG,Expanded Abstracts,10.1190/1.3063960.
Innanen,K. A., andJ. E.Lira,2010,Direct nonlinear q-compensation of seismic primaries reflecting from a stratified, two-parameter absorptive medium:Geophysics,75,no.2,V13–V23,10.1190/1.3337695.
Innanen,K. A., andA. B.Weglein,2005,Towards non-linear construction of a q-compensation operator directly from reflection seismic data:75th Annual International Meeting, SEG,Expanded Abstracts,10.1190/1.2148023.
Matson,K.,1999,Inverse scattering internal multiple attenuation: Results from complex synthetic and field data examples:69th Annual International Meeting, SEG,Expanded Abstracts,10.1190/1.1820681.
Weglein,A. B.,F. V.Araujo,P. M.Carvalho,R. H.Stolt,K. H.Matson,R. T.Coates,D.Corrigan,D. J.Foster,S. A.Shaw, andH.Zhang,2003,Inverse scattering series and seismic exploration:Inverse Problems,19,R27–R83,10.1088/0266-5611/19/6/r01.
Weglein,A. B.,F. A.Gasparotto,P. M.Carvalho, andR. H.Stolt,1997,An inverse-scattering series method for attenuating multiples in seismic reflection data:Geophysics,62,1975–1989,10.1190/1.1444298.
Wu,J., andA. B.Weglein,2014,The first test and evaluation of the inverse scattering series internal multiple attenuation algorithm for an attenuating medium:84th Annual International Meeting, SEG,Expanded Abstracts,10.1190/segam2014-1430.1.
Zou,Y., andA. B.Weglein,2015,An internal-multiple elimination algorithm for all first-order internal multiples for a 1d earth:85th Annual International Meeting, SEG,Expanded Abstracts,10.1190/segam2015-5903808.1.
Zou,Y., andA. B.Weglein,2016,The first inverse-scattering-series internal multiple elimination method for a multidimensional subsurface:86th Annual International Meeting, SEG,Expanded Abstracts,10.1190/segam2016-13968267.1.