Zobrazeno 1 - 10
of 11
pro vyhledávání: '"Jerome R. Krebs"'
Autor:
Scott A. Mitchell, David F. Aldridge, Jerome R. Krebs, Gregory Von Winckel, Bart G. van Bloemen Waanders, James Overfelt, Curtis C. Ober, S. Scott Collis, Stephen D. Bond, Thomas Smith, Nathan J. Downey
Publikováno v:
SEG Technical Program Expanded Abstracts 2016.
Autor:
David F. Aldridge, Gregory Von Winckel, Jerome R. Krebs, Curtis C. Ober, James Overfelt, Thomas Smith, Nathan J. Downey, S. Scott Collis, Bart G. van Bloemen Waanders
Publikováno v:
SEG Technical Program Expanded Abstracts 2016.
Autor:
Sunwoong Lee, Anatoly Baumstein, Martin-Daniel Lacasse, David L. Hinkley, Jerome R. Krebs, Ramesh Neelamani, John E. Anderson
Publikováno v:
GEOPHYSICS. 74:WCC177-WCC188
Full-wavefield seismic inversion (FWI) estimates a subsurface elastic model by iteratively minimizing the difference between observed and simulated data. This process is extremely computationally intensive, with a cost comparable to at least hundreds
Publikováno v:
The Leading Edge. 24:622-634
There are many geologic settings where anisotropic migration is necessary to obtain accurate seismic images. While this is well known, stable anisotropic parameter estimation has posed a serious challenge. Seismic data, though extensive in coverage,
Autor:
J.G. Young, B.G. van Bloemen-Waanders, Nathan J. Downey, Thomas M. Smith, Jerome R. Krebs, S. Scott Collis, James Overfelt, Curtis C. Ober
Publikováno v:
Proceedings.
We have developed a flexible Discontinuous Galerkin (DG) toolkit for full-wave inversion (FWI) that operates on unstructured non-affine meshes using a variety of element types (quadrilateral, triangular, hexahedral). The code handles spatially-variab
Autor:
David L. Hinkley, Jerome R. Krebs, Anatoly Baumstein, Ramesh Neelamani, Sunwoong Lee, Martin-Daniel Lacasse, John E. Anderson
Publikováno v:
SEG Technical Program Expanded Abstracts 2009.
Full Wavefield Seismic Inversion (FWI) estimates a subsurface elastic model by iteratively minimizing the difference between observed and simulated data. This process is extremely compute intensive, with a cost on the order of at least hundreds of pr
Autor:
Jerome R. Krebs
Publikováno v:
GEOPHYSICS. 55:1251-1259
A three‐dimensional (3-D) wave‐equation migration program is used to migrate swath data (swath data are here defined as a very narrow 3-D survey consisting of approximately ten seismic lines and having a width of about 500 m). Three‐dimensional
Publikováno v:
66th EAGE Conference and Exhibition - Workshops.
Surface seismic reflections, surface seismic direct arrivals, well data and prior geologic information can be used to constrain a subsurface velocity model. These various sources of subsurface velocity information have different strengths and weaknes
Publikováno v:
Proceedings.
Accurate seismic migration, particularly of steeply dipping or overturned reflectors, requires an accurate velocity model (Lamer, Beasley et al . 1989). Recent research has focused on the notion that the migration velocity model must include velocity
Publikováno v:
SEG Technical Program Expanded Abstracts 1995.
Accurate seismic migration, particularly of steeply dipping or overturned reflectors, requires an accurate velocity model (Lamer, Beasley et al . 1989). Recent research has focused on the notion that the migration velocity model must include velocity