Simultaneous Interpretation and Uncertainty Analysis of SCAL Data from Complex Rocks

Publikationen: KonferenzbeitragPaper(peer-reviewed)

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Simultaneous Interpretation and Uncertainty Analysis of SCAL Data from Complex Rocks. / Amrollahinasab Mahdiabad, Omidreza; Azizmohammadi, Siroos; Ott, Holger.
2022. Beitrag in International Symposium of the Society of Core Analysts, Austin, USA / Vereinigte Staaten.

Publikationen: KonferenzbeitragPaper(peer-reviewed)

Harvard

Amrollahinasab Mahdiabad, O, Azizmohammadi, S & Ott, H 2022, 'Simultaneous Interpretation and Uncertainty Analysis of SCAL Data from Complex Rocks', Beitrag in International Symposium of the Society of Core Analysts, Austin, USA / Vereinigte Staaten, 19/09/22 - 22/09/22. <https://jgmaas.com/SCA/2022/SCA2022-33.pdf>

Vancouver

Amrollahinasab Mahdiabad O, Azizmohammadi S, Ott H. Simultaneous Interpretation and Uncertainty Analysis of SCAL Data from Complex Rocks. 2022. Beitrag in International Symposium of the Society of Core Analysts, Austin, USA / Vereinigte Staaten.

Author

Amrollahinasab Mahdiabad, Omidreza ; Azizmohammadi, Siroos ; Ott, Holger. / Simultaneous Interpretation and Uncertainty Analysis of SCAL Data from Complex Rocks. Beitrag in International Symposium of the Society of Core Analysts, Austin, USA / Vereinigte Staaten.

Bibtex - Download

@conference{c782ec9b886a4a0a948e0ffa79b86640,
title = "Simultaneous Interpretation and Uncertainty Analysis of SCAL Data from Complex Rocks",
abstract = "Relative permeability and capillary pressure saturation functions are key uncertainties in reservoir engineering. Many resources are spent on measuring these functions in special core analysis (SCAL) for field developments. Despite the effort and time invested, it is not yet common practice to numerically interpret SCAL data, nor is it common practice to study the resulting uncertainty to reliably extract these two-phase saturation functions. Further developments are particularly important for complex rock types such as microscopically and macroscopically heterogeneous carbonates.Here, we present a MATLAB-MRST-based simulator for simultaneous matching of SCAL data sets from different experimental techniques. We focus on the most common SCAL techniques, namely, steady-state relative permeability and centrifuge capillary pressure. We discuss the implementation of the common parametrized relative permeability representations and their deficiency to describe data from rather complex rocks such as carbonates. To overcome this limitation, a point-by-point approach is developed and applied to an extensive carbonate data set. For uncertainty analysis, a Markov chain Monte Carlo (MCMC) sampling-based workflow is implemented and applied. The uncertainty is discussed in the frame of the individual data set, simultaneously analyzed data sets, and the sample-to-sample variation, which is an essential step toward stochastic reservoir modeling.",
author = "{Amrollahinasab Mahdiabad}, Omidreza and Siroos Azizmohammadi and Holger Ott",
year = "2022",
month = sep,
language = "English",
note = "International Symposium of the Society of Core Analysts ; Conference date: 19-09-2022 Through 22-09-2022",

}

RIS (suitable for import to EndNote) - Download

TY - CONF

T1 - Simultaneous Interpretation and Uncertainty Analysis of SCAL Data from Complex Rocks

AU - Amrollahinasab Mahdiabad, Omidreza

AU - Azizmohammadi, Siroos

AU - Ott, Holger

PY - 2022/9

Y1 - 2022/9

N2 - Relative permeability and capillary pressure saturation functions are key uncertainties in reservoir engineering. Many resources are spent on measuring these functions in special core analysis (SCAL) for field developments. Despite the effort and time invested, it is not yet common practice to numerically interpret SCAL data, nor is it common practice to study the resulting uncertainty to reliably extract these two-phase saturation functions. Further developments are particularly important for complex rock types such as microscopically and macroscopically heterogeneous carbonates.Here, we present a MATLAB-MRST-based simulator for simultaneous matching of SCAL data sets from different experimental techniques. We focus on the most common SCAL techniques, namely, steady-state relative permeability and centrifuge capillary pressure. We discuss the implementation of the common parametrized relative permeability representations and their deficiency to describe data from rather complex rocks such as carbonates. To overcome this limitation, a point-by-point approach is developed and applied to an extensive carbonate data set. For uncertainty analysis, a Markov chain Monte Carlo (MCMC) sampling-based workflow is implemented and applied. The uncertainty is discussed in the frame of the individual data set, simultaneously analyzed data sets, and the sample-to-sample variation, which is an essential step toward stochastic reservoir modeling.

AB - Relative permeability and capillary pressure saturation functions are key uncertainties in reservoir engineering. Many resources are spent on measuring these functions in special core analysis (SCAL) for field developments. Despite the effort and time invested, it is not yet common practice to numerically interpret SCAL data, nor is it common practice to study the resulting uncertainty to reliably extract these two-phase saturation functions. Further developments are particularly important for complex rock types such as microscopically and macroscopically heterogeneous carbonates.Here, we present a MATLAB-MRST-based simulator for simultaneous matching of SCAL data sets from different experimental techniques. We focus on the most common SCAL techniques, namely, steady-state relative permeability and centrifuge capillary pressure. We discuss the implementation of the common parametrized relative permeability representations and their deficiency to describe data from rather complex rocks such as carbonates. To overcome this limitation, a point-by-point approach is developed and applied to an extensive carbonate data set. For uncertainty analysis, a Markov chain Monte Carlo (MCMC) sampling-based workflow is implemented and applied. The uncertainty is discussed in the frame of the individual data set, simultaneously analyzed data sets, and the sample-to-sample variation, which is an essential step toward stochastic reservoir modeling.

M3 - Paper

T2 - International Symposium of the Society of Core Analysts

Y2 - 19 September 2022 through 22 September 2022

ER -