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EAGE/SEG Research Workshop 1990
- Conference date: 15 Jul 1990 - 18 Jul 1990
- Location: Cambridge, UK
- ISBN: 978-94-6282-136-1
- Published: 15 July 1990
1 - 20 of 69 results
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A rule based system for the determination of stacking velocities
By F. CoppensOne of the most commonly used tool for obtaining stacking velocities is the velocity spectrum. An expert system for aid in the interpretation of velocity spectra on a profile is presented. The raw velocity spectra computed by conventional seismic data processing software and a simplified description of the geological and geophysical context of the survey are input data for the system. In the expert system, the reasoning of the geophysicist picking a velocity spectrum is expressed in the form of rules using the objects of the velocity spectrum (spectrum extrema) and the information about the survey context. The generating of the search space and its filtering are carried out with heuristics specific to geophysical criteria and adapted to the velocity analysis problem.
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Accurate interactive velocity analysis using localised semblance analysis
More LessEstimation of stacking velocities from surface seismic data remains an interpretative procedure. Although various methods for automatic analysis and picking have been proposed, none of them are completely reliable under a range of differing conditions.
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Use of horizon oriented velocity analysis on 3D seismic
By M. SewardIn mid-1989, Shell Canada acquired a 3D seismic survey, Ram 3D, in the foreland basin of the Canadian Rocky Mountains. The surveyed area includes steeply dipping layers from surface outcrop to Precambrian basement. The azimuths of these layers vary greatly throughout.
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Velocity analysis by iterative delay time modeling of plane wave seismograms
Authors W. T. Wood and P. L. StoffaVelocity analysis in the domain of intercept time and ray parameter can be performed exactly for shot and CMP (common midpoint) gathers for the case of dipping isovelocity layers.
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The use of common offset migration for velocity model building and verification
Authors B. Barley, S. M. Deregowski, J. Longbottom, B. Raynaud and T. RedshawFor some time the seismic processing industry has possessed the algorithmic capability to accurately migrate seismic data from areas of structural complexity. What has stopped this ability being used in practice is the fact that the required depth migrations are themselves very sensitive to the supplied velocity depth model.
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Velocity gradient measurement from time migration analysis
Authors A. L. Downie and M. O. MarcouxTime migration velocity analysis is discussed for velocity gradients of sufficient magnitude to require nonhyperbolic diffraction time surface definition. Since multiparameter semblance analysis is costly and can be ambiguous, we developed a method of common-offset time migration that uses linear gradient theory to control the expansion coefficients defining the diffraction surface. Synthetic and field data are used to demonstrate our approach to migration parameter analysis and time imaging.
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Estimation of macro P and S velocity models
Authors H. L. H. Cox, G. Blacquièri, C. P. A. Wapenaar and A. J. BerkhoutIn this paper a macro model estimation technique is presented based on non-recursive wave field extrapolation. By shot record redatuming, using an initial macro model, true Common Depth Point (CDP-) gathers are generated at grid points along one or more lateral positions (such as potential boreholes).
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Resolving short-wavelength lateral variations in interval velocity using prestack depth migration - A Case Study
Authors D. E. Eggers and T. S. LathamLateral variations in structure which are short relative to the receiver array cause distortions in conventional CDPstacking parameters. These effects are easy to recognize over complexstructures, when the data will nat stack using any self-consistent, physically-reasonable NMO velocities.
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Analysis of a Depth Model - Common Offset Depth Migration as a Velocity Analysis Tool
Authors S. Wang, D. Hanson, T. Cavanaugh and R. BaumelTime domain processing has been extensively developed during the eighties to the stage that, with DMO, good quality images can be formed for most situations. However, in structurally complex areas, converting the time image to a correct depth image has been a serious problem. Recently, prestack depth migration has attracted more and more attention because of its capability of placing the image at the correct location, laterally and vertically.
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Interval velocity estimation using iterative pre-stack, depth migration in the constant angle domain
Authors N. D. Whitmore and J. D. GaringPre-stack imaging can be applied in a variety of domains to achieve accurate subsurface images and subsurface velocity information. In particular, depth migration in the constant angle (Tau-P) domain has proven to be a very useful tool for helping to unravel interval velocity models and complex structure.
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Velocity estimation using the prestack split-step fourier migration algorithm for plane-wave decomposed CMP data
Authors R. Tatalovic, P. L. Stoffa, J. T. Fokkema and M. SenThere are basically two approaches to the dipping layers problem: the combination of normal move-out (NMO) and dip move-out (DMO) followed by post-stack migration and depth conversion, and full pre-stack depth migration.
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Velocity analysis for prestack depth migration: Examples using synthetic and real subsalt data
Authors G. W. Purnell, D. v. Sukup and W. W. KaminerIn seismic prospecting under salt, poststack depth migration often provides unsatisfactory results. A common contributor to the problem is the occurrence of large lateral velocity variation associated with salt (high velocity) of nonuniform thickness encased in sediments (lower velocity).
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Invariant-Convolution PSI
Authors E. J. Isom and G. H. F. GardnerSeveral methods for dip moveout (DMO) and prestack Imaging (PSI) have reduced the operations to invariant convolutlons by resampling the data.
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Estimation of detailed P- and S-velocity models
Authors J. C. de Haas and A. J. BerkhoutThe angle dependent reflectivity (ADR), as present in multi-offset seismic data, contains information about the elastic parameters of the reflecting medium.
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Limitations on the determination of interval velocity from reflection seismic data
Authors C. J. Sicking and T. K. KanInterval velocity is often computed from Normal Moveout (NMO) or migration velocities. Examples of using interval velocity from these sources are shown for lithology discrimination and geopressure prediction.
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Limits on the velocity model
More LessIn order to obtain from seismic data a good image of complex geologic structures we must meet several demands. First among these is a correct velocity model whose detail is related to the complexity of the structures and which is geologically plausible. In order to limit our search for the velocity model to part of the model space we should incorporate in our model construction a priori geophysical and geological constraints on the model. My presentation deals with these limits on the velocity model.
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PS-wave stacking velocities
Authors G. Tessmer, P. Krajewski, J. Fertig and A. BehleNumerical tests show that the traveltime of PS-reflections can be approximated with sufficient accuracy for a certain offset range by a two-term series truncation. Therefore NMO-corrections can be calculated by standard routines which use the hyperbolic approximation of the reflection traveltime curves.
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Model-based interval velocity analysis
Authors S. Maher, G. Mellman and D. HadleyA velocity analysis process, SIVA, is described which combines the information in CMP gathered trace data with interpreted seismic data (eg, time maps) to create a model of structure and P wave interval velocity.
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