Numerical simulation of profile control by clay particles after polymer flooding
A three-dimensional,two-phase,five-component mathematical model has been developed to describe flow characteristics of clay particles and flocs in the profile control process,in which the clay particle suspension is injected into the formation to react with residual polymer.This model considers the...
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| Veröffentlicht in: | Petroleum science Jg. 7; H. 4; S. 509 - 514 |
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Beijing
China University of Petroleum (Beijing)
01.12.2010
School of Petroleum Engineering,China University of Petroleum,Beijing 102249,China%School of Petroleum Engineering,China University of Petroleum,Qingdao,Shandong 266555,China School of Petroleum Engineering,China University of Petroleum,Qingdao,Shandong 266555,China Shengli Oil Production Research Institute,SINOPEC,Dongying,Shandong 257000,China%School of Petroleum Engineering,China University of Petroleum,Qingdao,Shandong 266555,China%Bozhong Operation Company,CNOOC,Tianjin 300452,China |
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| ISSN: | 1672-5107, 1995-8226 |
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| Abstract | A three-dimensional,two-phase,five-component mathematical model has been developed to describe flow characteristics of clay particles and flocs in the profile control process,in which the clay particle suspension is injected into the formation to react with residual polymer.This model considers the reaction of clay particles with residual polymer,apparent viscosity of the mixture,retention of clay particles and flocs,as well as the decline in porosity and permeability caused by the retention of clay particles and flocs.A finite difference method is used to discretize the equation for each component in the model.The Runge-Kutta method is used to solve the polymer flow equation,and operator splitting algorithms are used to split the flow equation for clay particles into a hyperbolic equation for convection and a parabolic equation for diffusion,which effectively ensures excellent precision,high speed and good stability.The numerical simulation had been applied successfully in the 4-P1920 unit of the Lamadian Oilfield to forecast the blocking capacity of clay particle suspension and to optimize the injection parameters. |
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| AbstractList | A three-dimensional,two-phase,five-component mathematical model has been developed to describe flow characteristics of clay particles and flocs in the profile control process,in which the clay particle suspension is injected into the formation to react with residual polymer.This model considers the reaction of clay particles with residual polymer,apparent viscosity of the mixture,retention of clay particles and flocs,as well as the decline in porosity and permeability caused by the retention of clay particles and flocs.A finite difference method is used to discretize the equation for each component in the model.The Runge-Kutta method is used to solve the polymer flow equation,and operator splitting algorithms are used to split the flow equation for clay particles into a hyperbolic equation for convection and a parabolic equation for diffusion,which effectively ensures excellent precision,high speed and good stability.The numerical simulation had been applied successfully in the 4-P1920 unit of the Lamadian Oilfield to forecast the blocking capacity of clay particle suspension and to optimize the injection parameters. TE3; A three-dimensional,two-phase,five-component mathematical model has been developed to describe flow characteristics of clay particles and flocs in the profile control process,in which the clay particle suspension is injected into the formation to react with residual polymer.This model considers the reaction of clay particles with residual polymer,apparent viscosity of the mixture,retention of clay particles and flocs,as well as the decline in porosity and permeability caused by the retention of clay particles and flocs.A finite difference method is used to discretize the equation for each component in the model.The Runge-Kutta method is used to solve the polymer flow equation,and operator splitting algorithms are used to split the flow equation for clay particles into a hyperbolic equation for convection and a parabolic equation for diffusion,which effectively ensures excellent precision,high speed and good stability.The numerical simulation had been applied successfully in the 4-P1920 unit of the Lamadian Oilfield to forecast the blocking capacity of clay particle suspension and to optimize the injection parameters. |
| Author | Feng Qihong Shi Shubin Wang Sen Zheng Lu |
| AuthorAffiliation | School of Petroleum Engineering, China University of Petroleum, Qingdao, Shandong 266555, China School of Petroleum Engineering, China University of Petroleum, Beijing 102249, China Shengli Oil Production Research Institute, SINOPEC, Dongying, Shandong 257000, China Bozhong Operation Company, CNOOC, Tianjin 300452, China |
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| Copyright | China University of Petroleum (Beijing) and Springer-Verlag Berlin Heidelberg 2010 Copyright © Wanfang Data Co. Ltd. All Rights Reserved. |
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| Keywords | flocs detention Clay particles operator splitting algorithms numerical simulation |
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| Notes | TE357.46 Clay particles, flocs, detention, operator splitting algorithms, numerical simulation 11-4995/TE TQ328.9 |
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| References | LiS. X.GuJ. W.Reservoir Numerical Simulation2009DongyingChina University of Petroleum Press127131 Pedro G R, Manuel K S and Francisco J M M. Streamline methodology using an efficient operator splitting for accurate modeling of capillarity and gravity effects. Paper SPE 79693 presented at SPE Reservoir Simulation Symposium held in Houston, Texas, February 3–5, 2003 XiongS. C.WangY. F.HeY.The study on IOR after polymer flooding of Gudao OilfieldFault-block Oil & Gas Field20051233840 YuanS. Y.A mathematical model of high permeability channel blockage in a heterogeneous reservoir by in-situ polymer gelation processActa Petrolei Sinica19911214958 IserlesA.A First Course in the Numerical Analysis of Differential Equations2005BeijingTsinghua University Press3250 LiuX. P.HouL. P.A mathematical model for simulating formation damage due to solid particle invasion during water injectionJournal of Jianghan Petroleum Institute19951726973 FengQ. H.ZhangG.TaoY.Study of fast simulation method for flowing gel drivingJournal of China University of Petroleum20063066366 YuD. H.TangH. Z.Numerical Methods for Differential Equations2003BeijingScience Press218219 Sorbie K S, Tsibuklis N B and Dwebi A. Experimental testing of mobility prediction in averaged models of viscous fingering. Paper SPE 22617 presented at SPE Annual Technical Conference and Exhibition held in Dallas, Texas, October 6–9, 1991 Pavone D. Observation and correlations for immiscible viscous-fingering experiments. Paper SPE 19670 presented at SPE Annual Technical Conference and Exhibition held in San Antonio, October 8–11, 1989 Liu X and Civan F. Characterization and prediction of formation damage in two-phase flow systems. Paper SPE 25429 presented at the Production Operations Symposium held in Oklahoma City, March 21–23, 1993. DaiC. L.ZhaoF. L.XiaoJ. H.Studies of the reutilization techniques of the residual polymer in formation after polymer floodingJournal of Xi’an Shiyou University (Natural Science Edition)20062165660 Allen E and Boger D V. The influence of rheological properties on mobility control in polymer-augmented waterflooding. Paper SPE 18097 presented at SPE Annual Technical Conference and Exhibition held in Houston, Texas, October 2–5, 1988 LuJ. P.GuanZ.Numerical Methods for Partial Differential Equations1987BeijingTsinghua University Pressl00130 LiW. G.HuangB. J.TongD. K.Numerical Calculation Method2004DongyingChina University of Petroleum Press243249 LiuY. Z.EOR Technology After Polymer Flooding2006BeijingPetroleum Industry Press102125 YanenkoN. N.The Method of Fractional Steps — The Solution of Problems of Mathematical Physics in Several Variables1992BeijingScience Press1947 SerightR. S.Impact of dispersion on gel placement for profile controlSPE Reservoir Engineering19916334335210.2118/20127-PA10.2118/20127-PA 101_CR11 101_CR12 101_CR7 101_CR14 J. P. Lu (101_CR10) 1987 C. L. Dai (101_CR2) 2006; 21 S. C. Xiong (101_CR15) 2005; 12 Q. H. Feng (101_CR3) 2006; 30 Y. Z. Liu (101_CR9) 2006 S. Y. Yuan (101_CR18) 1991; 12 101_CR1 N. N. Yanenko (101_CR16) 1992 S. X. Li (101_CR5) 2009 W. G. Li (101_CR6) 2004 X. P. Liu (101_CR8) 1995; 17 R. S. Seright (101_CR13) 1991; 6 D. H. Yu (101_CR17) 2003 A. Iserles (101_CR4) 2005 |
| References_xml | – reference: LiuX. P.HouL. P.A mathematical model for simulating formation damage due to solid particle invasion during water injectionJournal of Jianghan Petroleum Institute19951726973 – reference: XiongS. C.WangY. F.HeY.The study on IOR after polymer flooding of Gudao OilfieldFault-block Oil & Gas Field20051233840 – reference: LiW. G.HuangB. J.TongD. K.Numerical Calculation Method2004DongyingChina University of Petroleum Press243249 – reference: Pavone D. Observation and correlations for immiscible viscous-fingering experiments. Paper SPE 19670 presented at SPE Annual Technical Conference and Exhibition held in San Antonio, October 8–11, 1989 – reference: YuD. H.TangH. Z.Numerical Methods for Differential Equations2003BeijingScience Press218219 – reference: YuanS. Y.A mathematical model of high permeability channel blockage in a heterogeneous reservoir by in-situ polymer gelation processActa Petrolei Sinica19911214958 – reference: FengQ. H.ZhangG.TaoY.Study of fast simulation method for flowing gel drivingJournal of China University of Petroleum20063066366 – reference: YanenkoN. N.The Method of Fractional Steps — The Solution of Problems of Mathematical Physics in Several Variables1992BeijingScience Press1947 – reference: Sorbie K S, Tsibuklis N B and Dwebi A. Experimental testing of mobility prediction in averaged models of viscous fingering. Paper SPE 22617 presented at SPE Annual Technical Conference and Exhibition held in Dallas, Texas, October 6–9, 1991 – reference: IserlesA.A First Course in the Numerical Analysis of Differential Equations2005BeijingTsinghua University Press3250 – reference: LiuY. Z.EOR Technology After Polymer Flooding2006BeijingPetroleum Industry Press102125 – reference: LuJ. P.GuanZ.Numerical Methods for Partial Differential Equations1987BeijingTsinghua University Pressl00130 – reference: Pedro G R, Manuel K S and Francisco J M M. Streamline methodology using an efficient operator splitting for accurate modeling of capillarity and gravity effects. Paper SPE 79693 presented at SPE Reservoir Simulation Symposium held in Houston, Texas, February 3–5, 2003 – reference: DaiC. L.ZhaoF. L.XiaoJ. H.Studies of the reutilization techniques of the residual polymer in formation after polymer floodingJournal of Xi’an Shiyou University (Natural Science Edition)20062165660 – reference: LiS. X.GuJ. W.Reservoir Numerical Simulation2009DongyingChina University of Petroleum Press127131 – reference: SerightR. S.Impact of dispersion on gel placement for profile controlSPE Reservoir Engineering19916334335210.2118/20127-PA10.2118/20127-PA – reference: Liu X and Civan F. Characterization and prediction of formation damage in two-phase flow systems. Paper SPE 25429 presented at the Production Operations Symposium held in Oklahoma City, March 21–23, 1993. – reference: Allen E and Boger D V. The influence of rheological properties on mobility control in polymer-augmented waterflooding. Paper SPE 18097 presented at SPE Annual Technical Conference and Exhibition held in Houston, Texas, October 2–5, 1988 – start-page: 218 volume-title: Numerical Methods for Differential Equations year: 2003 ident: 101_CR17 – volume: 30 start-page: 63 issue: 6 year: 2006 ident: 101_CR3 publication-title: Journal of China University of Petroleum – ident: 101_CR11 – ident: 101_CR12 – start-page: 127 volume-title: Reservoir Numerical Simulation year: 2009 ident: 101_CR5 – volume: 17 start-page: 69 issue: 2 year: 1995 ident: 101_CR8 publication-title: Journal of Jianghan Petroleum Institute – ident: 101_CR14 doi: 10.2118/22617-MS – start-page: 243 volume-title: Numerical Calculation Method year: 2004 ident: 101_CR6 – volume: 12 start-page: 38 issue: 3 year: 2005 ident: 101_CR15 publication-title: Fault-block Oil & Gas Field – volume: 6 start-page: 343 issue: 3 year: 1991 ident: 101_CR13 publication-title: SPE Reservoir Engineering doi: 10.2118/20127-PA – start-page: l00 volume-title: Numerical Methods for Partial Differential Equations year: 1987 ident: 101_CR10 – volume: 21 start-page: 56 issue: 6 year: 2006 ident: 101_CR2 publication-title: Journal of Xi’an Shiyou University (Natural Science Edition) – volume: 12 start-page: 49 issue: 1 year: 1991 ident: 101_CR18 publication-title: Acta Petrolei Sinica – ident: 101_CR1 doi: 10.2118/18097-MS – start-page: 32 volume-title: A First Course in the Numerical Analysis of Differential Equations year: 2005 ident: 101_CR4 – ident: 101_CR7 doi: 10.2118/25429-MS – start-page: 102 volume-title: EOR Technology After Polymer Flooding year: 2006 ident: 101_CR9 – start-page: 19 volume-title: The Method of Fractional Steps — The Solution of Problems of Mathematical Physics in Several Variables year: 1992 ident: 101_CR16 |
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| Snippet | A three-dimensional,two-phase,five-component mathematical model has been developed to describe flow characteristics of clay particles and flocs in the profile... A three-dimensional, two-phase, five-component mathematical model has been developed to describe flow characteristics of clay particles and flocs in the... TE3; A three-dimensional,two-phase,five-component mathematical model has been developed to describe flow characteristics of clay particles and flocs in the... |
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| Title | Numerical simulation of profile control by clay particles after polymer flooding |
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