TY - JOUR
T1 - Multi-dimensional seismic imaging using the inverse scattering series
AU - Liu, Fang
AU - Weglein, Arthur B.
AU - Innanen, Kristopher A.
AU - Nita, Bogdan G.
PY - 2006/1
Y1 - 2006/1
N2 - The inverse scattering series (ISS) is a comprehensive multidimensional theory for processing and inverting seismic reflection data, that may be task-separated such that meaningful sub-problems of the seismic inverse problem may be accomplished individually, each without an accurate velocity model. We describe a task-separated subseries of the ISS geared towards accurate location in depth of reflectors, in particular the mechanisms of the series that act in multiple dimensions. We show that some 2D ISS imaging terms have analogs in previously developed 1D ISS imaging theory (e.g., Weglein et al., 2002; Shaw, 2005) and others do not; the former are used to create a 2D depth-only imaging prototype algorithm which is tested on synthetic salt-model data, and the latter are used to discuss ongoing research into reflector location activity within the series that acts only in the case of lateral variation and the presence of, e.g., diffraction energy in the data. Numerical tests are encouraging and show clear added value.
AB - The inverse scattering series (ISS) is a comprehensive multidimensional theory for processing and inverting seismic reflection data, that may be task-separated such that meaningful sub-problems of the seismic inverse problem may be accomplished individually, each without an accurate velocity model. We describe a task-separated subseries of the ISS geared towards accurate location in depth of reflectors, in particular the mechanisms of the series that act in multiple dimensions. We show that some 2D ISS imaging terms have analogs in previously developed 1D ISS imaging theory (e.g., Weglein et al., 2002; Shaw, 2005) and others do not; the former are used to create a 2D depth-only imaging prototype algorithm which is tested on synthetic salt-model data, and the latter are used to discuss ongoing research into reflector location activity within the series that acts only in the case of lateral variation and the presence of, e.g., diffraction energy in the data. Numerical tests are encouraging and show clear added value.
UR - http://www.scopus.com/inward/record.url?scp=33845417442&partnerID=8YFLogxK
U2 - 10.1190/1.2370155
DO - 10.1190/1.2370155
M3 - Article
AN - SCOPUS:33845417442
SN - 1052-3812
VL - 25
SP - 3026
EP - 3030
JO - SEG Technical Program Expanded Abstracts
JF - SEG Technical Program Expanded Abstracts
IS - 1
ER -