PRESSURE TRANSIENT BEHAVIOR OF NON-NEWTONIAN/NEWTONIAN FLUID COMPOSITE SYSTEMS IN POROUS MEDIA WITH A FINITE CONDUCTIVITY VERTICAL FRACTURE.

T. Ertekin, O. Cicek, M. A. Adequmi, M. E. Daud

Research output: Contribution to conferencePaper

Abstract

The main objective of this study is to determine the location of the flood front, reservoir rock and fluid properties and fracture parameters via history matching of the test data. It is assumed that flow inside the matrix is two-dimensional, and one-dimensional inside the fracture. Two different fluid flow equations, one for the matrix and the other for the fracture, are used to describe the single-phase flow conditions. Four different fluid loss models in three different flow geometries (elliptical, linear and radial) are considered. These two non-linear equations are linearized numerically, and the resulting two systems of linear equations are solved simultaneously using the alternating direction implicit procedure. Extensive testing and validation of this generalized formulation was conducted by using it to study nine special cases previously reported in the literature. The results indicate that as the power-law index increases, the dimensionless bottom-hole pressure increases for a given injection rate.

Original languageEnglish (US)
StatePublished - Dec 1 1987
EventSoc Pet Eng AIME Pap SPE 1987, Proc - SPE East Reg Meet - Champion, PA, USA
Duration: Oct 21 1987Oct 23 1987

Other

OtherSoc Pet Eng AIME Pap SPE 1987, Proc - SPE East Reg Meet
CityChampion, PA, USA
Period10/21/8710/23/87

Fingerprint

Porous materials
Large scale systems
Fluids
Bottom hole pressure
Linear equations
Nonlinear equations
Flow of fluids
History
Rocks
Geometry
Testing

All Science Journal Classification (ASJC) codes

  • Engineering(all)

Cite this

Ertekin, T., Cicek, O., Adequmi, M. A., & Daud, M. E. (1987). PRESSURE TRANSIENT BEHAVIOR OF NON-NEWTONIAN/NEWTONIAN FLUID COMPOSITE SYSTEMS IN POROUS MEDIA WITH A FINITE CONDUCTIVITY VERTICAL FRACTURE.. Paper presented at Soc Pet Eng AIME Pap SPE 1987, Proc - SPE East Reg Meet, Champion, PA, USA, .
Ertekin, T. ; Cicek, O. ; Adequmi, M. A. ; Daud, M. E. / PRESSURE TRANSIENT BEHAVIOR OF NON-NEWTONIAN/NEWTONIAN FLUID COMPOSITE SYSTEMS IN POROUS MEDIA WITH A FINITE CONDUCTIVITY VERTICAL FRACTURE. Paper presented at Soc Pet Eng AIME Pap SPE 1987, Proc - SPE East Reg Meet, Champion, PA, USA, .
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abstract = "The main objective of this study is to determine the location of the flood front, reservoir rock and fluid properties and fracture parameters via history matching of the test data. It is assumed that flow inside the matrix is two-dimensional, and one-dimensional inside the fracture. Two different fluid flow equations, one for the matrix and the other for the fracture, are used to describe the single-phase flow conditions. Four different fluid loss models in three different flow geometries (elliptical, linear and radial) are considered. These two non-linear equations are linearized numerically, and the resulting two systems of linear equations are solved simultaneously using the alternating direction implicit procedure. Extensive testing and validation of this generalized formulation was conducted by using it to study nine special cases previously reported in the literature. The results indicate that as the power-law index increases, the dimensionless bottom-hole pressure increases for a given injection rate.",
author = "T. Ertekin and O. Cicek and Adequmi, {M. A.} and Daud, {M. E.}",
year = "1987",
month = "12",
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language = "English (US)",
note = "Soc Pet Eng AIME Pap SPE 1987, Proc - SPE East Reg Meet ; Conference date: 21-10-1987 Through 23-10-1987",

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Ertekin, T, Cicek, O, Adequmi, MA & Daud, ME 1987, 'PRESSURE TRANSIENT BEHAVIOR OF NON-NEWTONIAN/NEWTONIAN FLUID COMPOSITE SYSTEMS IN POROUS MEDIA WITH A FINITE CONDUCTIVITY VERTICAL FRACTURE.', Paper presented at Soc Pet Eng AIME Pap SPE 1987, Proc - SPE East Reg Meet, Champion, PA, USA, 10/21/87 - 10/23/87.

PRESSURE TRANSIENT BEHAVIOR OF NON-NEWTONIAN/NEWTONIAN FLUID COMPOSITE SYSTEMS IN POROUS MEDIA WITH A FINITE CONDUCTIVITY VERTICAL FRACTURE. / Ertekin, T.; Cicek, O.; Adequmi, M. A.; Daud, M. E.

1987. Paper presented at Soc Pet Eng AIME Pap SPE 1987, Proc - SPE East Reg Meet, Champion, PA, USA, .

Research output: Contribution to conferencePaper

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T1 - PRESSURE TRANSIENT BEHAVIOR OF NON-NEWTONIAN/NEWTONIAN FLUID COMPOSITE SYSTEMS IN POROUS MEDIA WITH A FINITE CONDUCTIVITY VERTICAL FRACTURE.

AU - Ertekin, T.

AU - Cicek, O.

AU - Adequmi, M. A.

AU - Daud, M. E.

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N2 - The main objective of this study is to determine the location of the flood front, reservoir rock and fluid properties and fracture parameters via history matching of the test data. It is assumed that flow inside the matrix is two-dimensional, and one-dimensional inside the fracture. Two different fluid flow equations, one for the matrix and the other for the fracture, are used to describe the single-phase flow conditions. Four different fluid loss models in three different flow geometries (elliptical, linear and radial) are considered. These two non-linear equations are linearized numerically, and the resulting two systems of linear equations are solved simultaneously using the alternating direction implicit procedure. Extensive testing and validation of this generalized formulation was conducted by using it to study nine special cases previously reported in the literature. The results indicate that as the power-law index increases, the dimensionless bottom-hole pressure increases for a given injection rate.

AB - The main objective of this study is to determine the location of the flood front, reservoir rock and fluid properties and fracture parameters via history matching of the test data. It is assumed that flow inside the matrix is two-dimensional, and one-dimensional inside the fracture. Two different fluid flow equations, one for the matrix and the other for the fracture, are used to describe the single-phase flow conditions. Four different fluid loss models in three different flow geometries (elliptical, linear and radial) are considered. These two non-linear equations are linearized numerically, and the resulting two systems of linear equations are solved simultaneously using the alternating direction implicit procedure. Extensive testing and validation of this generalized formulation was conducted by using it to study nine special cases previously reported in the literature. The results indicate that as the power-law index increases, the dimensionless bottom-hole pressure increases for a given injection rate.

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Ertekin T, Cicek O, Adequmi MA, Daud ME. PRESSURE TRANSIENT BEHAVIOR OF NON-NEWTONIAN/NEWTONIAN FLUID COMPOSITE SYSTEMS IN POROUS MEDIA WITH A FINITE CONDUCTIVITY VERTICAL FRACTURE.. 1987. Paper presented at Soc Pet Eng AIME Pap SPE 1987, Proc - SPE East Reg Meet, Champion, PA, USA, .