Quantitative theory for fines migration and formation damage

Proceedings - SPE International Symposium on Formation Damage Control

Volumn 2, Issue , 2010, Pages 1041-1062

  Bedrikovetsky, P ^a   Siqueira, F D ^b   Furtado, C ^c   De Souza, A L S ^c  

^a UNIVERSITY OF ADELAIDE   (Australia)

^b UNIVERSIDADE ESTADUAL DO NORTE FLUMINENSE DARCY RIBEIRO   (Brazil)

^c PETROBRAS   (Brazil)

Author keywords

[No Author keywords available]

Indexed keywords

CAKE SURFACES; COLLOID TRANSPORT; COREFLOOD TESTS; DIMENSIONLESS RATIOS; EXACT SOLUTION; EXPLICIT FORMULA; FILTRATION COEFFICIENT; FINES MIGRATION; FORMATION DAMAGE; GOVERNING EQUATIONS; GRAVITY FORCES; MATRIX; MECHANICAL EQUILIBRIUM; MICRO-SCALES; MODEL PARAMETERS; NEW MATHEMATICAL MODEL; NORMAL FORCES; ONE-DIMENSIONAL PROBLEM; PARTICLE CAPTURE; PARTICLE RELEASE; PORE SPACE; QUANTITATIVE THEORY; SUSPENSION INJECTION; TORQUE BALANCE; TORQUE EQUILIBRIUM; TRANSPORT IN POROUS MEDIA;

DRAG; FILTRATION; MATHEMATICAL MODELS; OIL WELL DRILLING; PETROLEUM RESERVOIR EVALUATION; POROUS MATERIALS; TORQUE; WELL STIMULATION;

SUSPENSIONS (FLUIDS);

EID: 77954232784     PISSN: None     EISSN: None     Source Type: Conference Proceeding    
DOI: None     Document Type: Conference Paper

References (39)

1. Akhatov, I. S., Hoey, J. M., Swenson, O. F., Schulz, D. L., 2008, Aerosol focusing on micro-capillaries: Theory and Experiment, J of Aerosol Sci., 39 691-709
2. Al-Abduwani, F., Bedrikovetsky, P., Farajzadeh, R., van den Broek, W., Currie, P., 2005, External Filter Cake Erosion: Mathematical Model and Experimental Study, SPE paper 94635 presented at the SPE 6th European Formation Damage Conference, Scheveningen, The Netherlands, 25-27 May 2005.
3. Altmann, J. and S. Ripperger, Particle deposition and layer formation at the cross flow micro filtration. Journal of Membrane Science, 1997. 124: p. 119-128.
4. Amix, R. Bass, A. Whiting, A., Applied Reservoir Engineering, McGraw Hill Book Co, NY (1964)
5. Barenblatt, G. I., Entov, V. M., Ryzhik, V. M., 1990, Theory of Fluid Flows Through natural Rocks, Kluwer Academic Publishers.
6. Bedrikovetsky P.G., Marchesin, D., Checaira, F., Serra, A. L., Resende, E., 2001, Characterization of Deep Bed Filtration System from Laboratory Pressure Drop Measurements , Journal of Petroleum Science and Engineering, v.64, No. 3, p. 167-177.
7. nd ed. 2007, Gulf Professional Publishing
8. Dabrowski, W., 1988, Consequences of the Mass Balance Simplification in Modelling Deep Filtration, Wat. Res. Vol. 22, No. 10. pp. 1219-1227.
9. Derjagin B. V., Landau L.D.: Theory of the stability of strongly charged lyophobic sols and of the adhesion of strongly charged particles in solutions of electrolytes. Acta physicochim. URSS. Vol. 14. N6, pp. 633-662 (1941)
10. Dullien, F. A. L.: Porous Media: Fluid Transport and Pore Structure, Academic Press INC, NY/Boston/London (1992)
11. Elimelech, M., 1994, Particle deposition onideal collectors from dilute flowing suspensions: Mathematical formulation, numerical solution, and simulations, J of Separation Technology, V. 4, October, p. 186-212.
12. Elimelech, M., Gregory, J., Jia, X. and Williams, R. A., 1995: Particle Deposition and Aggregation, Butterworth-Heinemann, USA.
13. Entov, V. M., Mirzhadzhanzade, A. Kh., 1990, Hydrodynamics in drilling, Moscow, Nedra (in Russian).
14. Foppen, J.W.A. and Schijven, J.F.: Evaluation of data from the literature on the transport and survival of Escherichia coli and thermotolerant coliforms in aquifers under saturated conditions, Water Research, 40, 401-426 (2006)
15. Freitas, A. M. and Sharma, M. M., 2001, Detachment of Particles from Surfaces: An AFM Study, Journal of Colloid and Interface Science, 233, pp. 73-82.
16. Frimmel, F.H., von der Kammer, F, Flemming, F-C., 2007, Colloidal Transport in Porous Media. Springer-Verlag Berlin Heidelberg
17. Furtado, C. J. A., De Carvalho, M. R., Rondinini, S. B. and De Souza, A. L. S., Advanced experimental tests for evaluation of water injection and re-injection, 2005 Annual Seminar on Reserves and Reservoirs, Rio de Janeiro, Brazil, October.
18. Gregory, J., Approximate expressions for retarded Van der Waals interaction. Journal of Colloid and Interface Science, 1981. 83(1): p. 138-145.
19. Herzig, J.P., D.M. Leclerc, and P. Le Goff, Flow of suspensions through porous media - application to deep filtration. Industrial and Engineering Chemistry, 1970. 65(5): p. 8-35.
20. Ilina T., Panfilov M., Buès M., and Panfilova I. A pseudo two-phase model for colloid facilitated transport in porous media. Transport in Porous Media, V. 71, no. 3, 2008, pp. 311-329.
21. Israelachvili, J., 2006, Intermolecular and Surface Forces, Academic Press.
22. Jiao, D. and M.M. Sharma, Mechanism of Cake Build-up in Cross flow Filtration of Colloidal Suspensions. Journal of Colloid and Interface Science, 1994. 162: p. 454-462.
23. Johnson, W. P., Li, X., Assemi, S., 2007, Deposition and Re-Entrainment Dynamics of Microbes and Non-Biological Colloids during Non-Perturbed Transport in Porous Media in the Presence of an Energy Barrier to Deposition, Advances in Water Resources, v. 30, p. 1432-1454.
24. Kang, S.-T., A. Subramani, E.M.V. Hoek, M.A. Deshusses, and M.R. Matsumoto, Direct observation of biofouling in cross-flow microfiltration: mechanisms of deposition and release. Journal of Membrane Science, 2004. 244: p. 151-165.
25. Khilar, K. and Fogler, S., 1998: Migration of Fines in Porous Media, Kluwer Academic Publishers, Dordrecht/London/Boston.
26. Landau, L.D. and Lifshitz, E.M.: Statistical Physics, Part 1 (Course in Theoretical Physics, V.5), Pergamon Press, Oxford (1980)
27. Landau, L.D. and Lifshitz, E.M., 1987: Fluid Mechanics (Course on Theoretical Physics, v.6), 2nd edition, Pergamon Press, Oxford.
28. Logan, D.J.: Transport Modeling in Hydrogeochemical Systems, Springer (2001).
29. Miranda, R.M., Underdown, D.R., 1993, Laboratory Measurement of Critical Rate: A Novel Approach for Quantifying Fines Migration Problems, SPE paper 25432 presented at the Production Operations Symposium held in Oklahoma City, OK, March 21-23.
30. Ochi, J., J.-L., Vernoux, J-F., 1998, Permeability decrease in sandstone reservoirs by fluid injection. Hydrodynamic and chemical effects, J of Hydrology, v. 208, p. 237-248.
31. O'Neill, M. E., 1968, A Sphere in Contact with a Plane Wall in a Slow Linear Shear Flow, Chem Eng Sci., v.23, pp. 1293-1298.
32. Panfilov M., Stepanyants Y., and Panfilova I. Mechanisms of particle transport acceleration in porous media. Transport in Porous Media, V. 74, no 1, 2008, pp 49-71.
33. Pang, S., Sharma, M.M., 1997. A Model for Predicting Injectivity Decline in Water-Injection Wells, SPEFE-28489, vol.12, No.3, 194-201, September.
34. Saffmann, P.G., The lift on a small sphere in a slow shear flow. Journal of Fluid Mechanics, 1965. 22: p. 385-400.
35. Saffmann, P.G., Correction to "The lift on a small sphere in a slow shear flow". Journal of Fluid Mechanics, 1968. 31: p. 624.
36. Seljakov, V. I. and Kadet, V. V., 1996: Percolation Models in Porous Media, Kluwer Academic, Dordrecht-NY-London.
37. Tran, T.K., Permeability decrease of sandstone as a result of injection of oil- and solids-containing water, in Applied Earth Sciences. 1998, Delft University of Technology: Delft.
38. Tufenkji, N., Elimelech., M., 2004, Correlation Equation for Predicting Single-Collector Efficiency in Physicochemical Filtration in Sarurated Porous Media, J. of Environ., Sci. Technol., v. 38, p. 529-536.
39. Wennberg K. E., Sharma M. M., 1997. Determination Of The Filtration Coefficient And The Transition Time For Water Injection Wells, Paper SPE 38181 Presented At The SPE European Formation Damage Conference, 2-3 June, The Hague, Netherlands.