SEG Technical Program Expanded Abstracts 2001 2001
DOI: 10.1190/1.1816577
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Joint stratigraphic inversion of angle‐limited stacks

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Cited by 52 publications
(12 citation statements)
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“…The pre-stack stratigraphic inversion algorithm described by Tonellot et al (2001) was applied to a 750-1400 ms time window. Strong weighting was given to the a priori information, by stipulating high correlation length values, because the geological layers are relatively flat and there is only weak lateral variation of impedance outside of the CO 2 plume.…”
Section: Right) Vertical Distributions Of Acoustic Impedance Obtainementioning
confidence: 99%
“…The pre-stack stratigraphic inversion algorithm described by Tonellot et al (2001) was applied to a 750-1400 ms time window. Strong weighting was given to the a priori information, by stipulating high correlation length values, because the geological layers are relatively flat and there is only weak lateral variation of impedance outside of the CO 2 plume.…”
Section: Right) Vertical Distributions Of Acoustic Impedance Obtainementioning
confidence: 99%
“…The stratigraphic inversions run at step 1 follow the methodology described in Tonellot et al (2001). Each dataset (baseline and monitors) is inverted in its own traveltime basis.…”
Section: Three-step Time-lapse Stratigraphic Inversion Workflowmentioning
confidence: 99%
“…The final results are 3D optimal models parameterized in P-wave impedance, S-wave impedance and density, consistent with all the input data. Similar to the poststack (Brac et al, 1988) and prestack (Tonellot et al, 2001) stratigraphic inversion techniques, the joint stratigraphic inversion methodology is based on a Bayesian formalism, where uncertainties are described by Gaussian probabilities with covariance operators C d in the data space and C m in the model space.…”
Section: Three-step Time-lapse Stratigraphic Inversion Workflowmentioning
confidence: 99%
“…Seismic amplitude is appropriate for structural interpretation because it reflects the presence of an interface between two layers of different elastic properties, but also carries information on elastic properties themselves (impedances) that can be extracted from seismic amplitudes by means of stratigraphic inversion. Most algorithms and software solutions rely on the acoustic approximation of the elastic wave equation, which allows us to model seismic amplitudes with the convolution model (Tonellot et al 2001). This approximation, which is based on Zoeppritz equations (Aki & Richards 1980), allows the direct estimation of an optimal elastic model in compressional and shear impedances, under the constraint of geological and petrophysical a priori information.…”
Section: Pre-stack Seismic Data Inversionmentioning
confidence: 99%