2020
DOI: 10.3390/w12082195
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Application of Fractional Flow Theory for Analytical Modeling of Surfactant Flooding, Polymer Flooding, and Surfactant/Polymer Flooding for Chemical Enhanced Oil Recovery

Abstract: Fractional flow theory still serves as a powerful tool for validation of numerical reservoir models, understanding of the mechanisms, and interpretation of transport behavior in porous media during the Chemical-Enhanced Oil Recovery (CEOR) process. With the enrichment of CEOR mechanisms, it is important to revisit the application of fractional flow theory to CEOR at this stage. For surfactant flooding, the effects of surfactant adsorption, surfactant partition, initial oil saturation, interfacial tension, and … Show more

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Cited by 34 publications
(8 citation statements)
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“…The saturation vs the length curves from the interacting multi-capillary system are consistent with the observations from the imbibition phenomena in porous media described by Dong et al, Ding et al, Debbabi et al, and Akbari et al, 47,[55][56][57] . Further, it was also experimentally shown by Bico and Quéré that, the propagating fluid front in a porous medium has two fronts; a leading microscopic front and a lagging macroscopic front 58 .…”
Section: Comparison Of Bundle-of-tubes Model and Interacting Multi-ca...supporting
confidence: 88%
“…The saturation vs the length curves from the interacting multi-capillary system are consistent with the observations from the imbibition phenomena in porous media described by Dong et al, Ding et al, Debbabi et al, and Akbari et al, 47,[55][56][57] . Further, it was also experimentally shown by Bico and Quéré that, the propagating fluid front in a porous medium has two fronts; a leading microscopic front and a lagging macroscopic front 58 .…”
Section: Comparison Of Bundle-of-tubes Model and Interacting Multi-ca...supporting
confidence: 88%
“…As the interface is a moving boundary, the effect of interfacial tension is considered in the equation of motion. The equation of motion is expressed as follows: where σ represents the interfacial tension between the polymer solution and the oil (mN/m; considered as a constant value in this study); represents the remaining oil surface including point x B ; represents the curvature of the remaining oil surface; n represents the external method of the remaining oil surface to the unit vector; δ (x−x B ) represents the second-order δ function; and T represents the stress tensor [ 43 ].…”
Section: Methodsmentioning
confidence: 99%
“…However, the residual oil saturations for foam and water–gas flooding may be identical. This is probably because the increase in viscous force and capillary number during FF may not be sufficient to decrease the residual oil saturation. , Note that the interfacial tension between 0.5 wt % APG (in SSB) and crude oil is 0.879 mN/m at 131 °F. The oil recovery during continuous surfactant injection was only 0.6% OOIP under oil-wet conditions (Section S.6).…”
Section: Resultsmentioning
confidence: 99%