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Sensitivity Analysis of Fluid–Fluid Interfacial Area, Phase Saturation and Phase Connectivity on Relative Permeability Estimation Using Machine Learning Algorithms
by
Johns, Russell T.
, Mukherjee, Sanchay
in
Algorithms
/ Connectivity
/ Contact angle
/ Data mining
/ Decision trees
/ Drainage
/ fluid–fluid interfacial area
/ Hydrocarbons
/ Machine learning
/ OTHER INSTRUMENTATION
/ out-of-bag predictor importance
/ Permeability
/ phase connectivity
/ relative permeability
/ saturation
/ Sensitivity analysis
/ Simulation
/ state function
/ Viscosity
2022
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Sensitivity Analysis of Fluid–Fluid Interfacial Area, Phase Saturation and Phase Connectivity on Relative Permeability Estimation Using Machine Learning Algorithms
by
Johns, Russell T.
, Mukherjee, Sanchay
in
Algorithms
/ Connectivity
/ Contact angle
/ Data mining
/ Decision trees
/ Drainage
/ fluid–fluid interfacial area
/ Hydrocarbons
/ Machine learning
/ OTHER INSTRUMENTATION
/ out-of-bag predictor importance
/ Permeability
/ phase connectivity
/ relative permeability
/ saturation
/ Sensitivity analysis
/ Simulation
/ state function
/ Viscosity
2022
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Do you wish to request the book?
Sensitivity Analysis of Fluid–Fluid Interfacial Area, Phase Saturation and Phase Connectivity on Relative Permeability Estimation Using Machine Learning Algorithms
by
Johns, Russell T.
, Mukherjee, Sanchay
in
Algorithms
/ Connectivity
/ Contact angle
/ Data mining
/ Decision trees
/ Drainage
/ fluid–fluid interfacial area
/ Hydrocarbons
/ Machine learning
/ OTHER INSTRUMENTATION
/ out-of-bag predictor importance
/ Permeability
/ phase connectivity
/ relative permeability
/ saturation
/ Sensitivity analysis
/ Simulation
/ state function
/ Viscosity
2022
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Sensitivity Analysis of Fluid–Fluid Interfacial Area, Phase Saturation and Phase Connectivity on Relative Permeability Estimation Using Machine Learning Algorithms
Journal Article
Sensitivity Analysis of Fluid–Fluid Interfacial Area, Phase Saturation and Phase Connectivity on Relative Permeability Estimation Using Machine Learning Algorithms
2022
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Overview
Recent studies have shown that relative permeability can be modeled as a state function which is independent of flow direction and dependent upon phase saturation (S), phase connectivity (X), and fluid–fluid interfacial area (A). This study evaluates the impact of each of the three state parameters (S, X, and A) in the estimation of relative permeability. The relative importance of the three state parameters in four separate quadrants of S-X-A space was evaluated using a machine learning algorithm (out-of-bag predictor importance method). The results show that relative permeability is sensitive to all the three parameters, S, X, and A, with varying magnitudes in each of the four quadrants at a constant value of wettability. We observe that the wetting-phase relative permeability is most sensitive to saturation, while the non-wetting phase is most sensitive to phase connectivity. Although the least important, fluid–fluid interfacial area is still important to make the relative permeability a more exact state function.
Publisher
MDPI AG,MDPI
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