Flow in Elastic Medium Containing Fine Particles
Publication: Geo-Congress 2022
ABSTRACT
Permeability variations caused by fines migration could have a significant impact on the geomechanical response of geological reservoirs during energy and environmental operations. This study presents a fully coupled model that integrates the poroelasticity theory with fines migration phenomenon in saturated porous media under isothermal conditions. The formation of interest contains fine particles situated on the solid surface of a saturated porous skeleton. The maximal retention function adopted in this study is take to be a function of spatiotemporal fluid velocity alterations. Findings show a notable impact of the latter on in situ permeability, pore pressure, and stress/strain alterations, specifically at wellbore vicinity.
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REFERENCES
Atefi Monfared, K., and Rothenburg, L. (2017). “Poroelasticity During Fluid Injection in Confined Geological Reservoirs: Incorporating Effects of Seal-Rock Stiffness.” SPE Journal, 22(01), 184–197.
Bedrikovetsky, P., and Caruso, N. (2014). “Analytical model for fines migration during water injection.” Transport in porous media, 101(2), 161–189.
Bedrikovetsky, P., Siqueira, F. D., Furtado, C. A., and Souza, A. L. S. (2011). “Modified particle detachment model for colloidal transport in porous media.” Transport in porous media, 86(2), 353–383.
Bradford, S. A., Torkzaban, S., and Shapiro, A. (2013). “A theoretical analysis of colloid attachment and straining in chemically heterogeneous porous media.” Langmuir, 29(23), 6944–6952.
Cheng, A.-D. (1997). “Material coefficients of anisotropic poroelasticity.” International Journal of Rock Mechanics and Mining Sciences, 34(2), 199–205.
Chequer, L., Vaz, A., and Bedrikovetsky, P. (2018). “Injectivity decline during low-salinity waterflooding due to fines migration.” Journal of Petroleum Science and Engineering, 165, 1054–1072.
Civan, F. (2015). Reservoir formation damage: Gulf Professional Publishing.
Detournay, E., and Cheng, A. H.-D. (1993). Fundamentals of poroelasticity. In Analysis and design methods (pp. 113–171): Elsevier.
Herzig, J., Leclerc, D., and Goff, P. L. (1970). “Flow of suspensions through porous media—application to deep filtration.” Industrial & Engineering Chemistry, 62(5), 8–35.
Kanfar, M. F., Chen, Z., and Rahman, S. (2016). “Fully coupled 3D anisotropic conductive-convective porothermoelasticity modeling for inclined boreholes.” Geothermics, 61, 135–148.
Massoudieh, A., and Ginn, T. R. (2010). “Colloid-facilitated contaminant transport in unsaturated porous media.” Modelling of pollutants in complex environmental systems, 2, 263–286.
McTigue, D. F. (1986). “Thermoelastic Response of Fluid-Saturated Porous Rock.” Journal of Geophysical Research, 91(B9), 9533–9542.
Roshan, H., Masoumi, H., Zhang, Y., Al-Yaseri, A. Z., Iglauer, S., Lebedev, M., and Sarmadivaleh, M. (2018). “Microstructural effects on mechanical properties of shaly sandstone.” Journal of Geotechnical and Geoenvironmental Engineering, 144(2), 06017019.
Shapiro, A., and Wesselingh, J. (2008). “Gas transport in tight porous media: gas kinetic approach.” Chemical Engineering Journal, 142(1), 14–22.
Smith, I. M., Griffiths, D. V., and Margetts, L. (2013). Programming the finite element method: John Wiley & Sons.
You, Z., Badalyan, A., and Bedrikovetsky, P. (2013). “Size-exclusion colloidal transport in porous media--stochastic modeling and experimental study.” SPE Journal, 18(04), 620–633.
You, Z., Badalyan, A., Yang, Y., Bedrikovetsky, P., and Hand, M. (2019). “Fines migration in geothermal reservoirs: laboratory and mathematical modelling.” Geothermics, 77, 344–367.
You, Z., Yang, Y., Badalyan, A., Bedrikovetsky, P., and Hand, M. (2016). “Mathematical modelling of fines migration in geothermal reservoirs.” Geothermics, 59, 123–133.
Zhai, X., and Atefi-Monfared, K. (2021). “Injection-Induced Poroelastic Response of Porous Media Containing Fine Particles, Incorporating Particle Mobilization, Transport, and Straining.” Transport in porous media, 137(3), 629–650. doi:10.1007/s11242-021-01580-8.
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Published online: Mar 17, 2022
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