Abstract :
This Naturally Fractured Reservoir (NFR) is become challenging to identify the behavior of performance in fluid flow in producing well at SF oil Field. Generally, this unique of mechanism that cannot be treated as homogenous reservoir, because has two porous media in this reservoir such as matrix and fracture, the dominantly fluid flow comes from the networks of fractures, but for matrix porous media as function of source that transfer fluid to the fractures. This complexity of reservoir needs deepest investigate the characteristic of this reservoir and estimating the reservoir parameter such as permeability fracture, storativity coefficient ratio (omega) and interporosity flow coefficient (lamda) of SF production wells at SF oil Field are the main objective of this study. There are two wells that are analyzed in this study, and the result of this study yields significant interpretation by analyzing the production data in order to approximate the characteristic of dual porosity in naturally fractured oil reservoir by applying the decline rate type curve matching.
Keywords :
decline rate type curve matching, interporosity flow coefficient, naturally fracture reservoir, permeability fracture, storativity coefficient ratioReferences :
- DA Prat. (1990): Well Test Analysis for Fracture Reservoir Evaluation, Elsevier books.
- Humberto L. Najurieta. (1980): A Theory for Pressure Transient Analysis in Naturally Fractured Reservoirs, Paper SPE 6017
- J. Mavor dan H. Cinco Ley, (1979): Transient Pressure Behavior of Naturally Fractured Reservoir, SPE Paper 7977
- Warent and Root. (1963): The Behavior of Naturally Fractured Reservoirs, Paper SPE 426.
- C. Ley and F. Samaniago. (1982): Pressure Transient Analysis for Naturally Fractured Reservoir, SPE Paper 11026.
- Kazemi, H: Pressure Transient Analysis Fractured Reservoir with Uniform Fracture Distribution,SPEJ (1969).
- De Swaan O. A.: “Analytic Solutions for Determining NFR Properties by Well Testing,” SPEJ (June 1976) 117
- Nelson, R.A.: Geologic Analysis of Naturally Fractured Reservoirs, Gulf Professional Publishing, Woburn, MA, 2001.
- Najurieta, H.L.: “A Theory for the Pressure Transient Analysis in NFR,” paper SPE 6017 presented at the 1976 SPE Annual Technical Conference, New Orleans, 3-6 October.
- Cinco-Ley, H., Samaniego V.F., and Dominguez, A.N.: “Unsteady-State Flow Behavior for a Well Near a Natural Fracture,” paper SPE 6019 presented at the 1976 SPE Annual Technical Conference and Exhibition, New Orleans, 3-6 October.
- Sri Feni Maulindani, D. Abdassah. T. Marhaendrajana et all. (2021) Application of Pressure Type Curve Matching for Characterizing the Naturally Fractured Reservoir. Journal of Earth Energy Science, Engineering, and Technology, Vol. 4, No. 1, URL: https://doi.org/10.25105/jeeset.v4i1.9060.
- Maulindani, S. F., Marhaendrajana, T., & Abdassah, D. (2023). Pressure Transient Analysis using Generated Simulation Reservoir Data for Dual Porosity Model of Naturally Fractured Reservoir. Journal of Earth Energy Engineering, 12(1), 10–18. https://doi.org/10.25299/jeee.2023.10978.
- Bourdet, Dominique: Well Test Analysis (2002): The Use of Advanced Interpretation Models, Elsevier.
- Arps, J. J. (1945). Analysis of Decline Curves. Transactions of the AIME, 160(01), 228–247. https://doi.org/10.2118/945228-G
- Sageev, A., Da Prat, G., & Ramey, H. J. (1985). Decline curve analysis for double-porosity systems. Society of Petroleum Engineers – SPE California Regional Meeting, CRM 1985. https://doi.org/10.2523/13630-ms
- Stehfest, H.: “Numerical Inversion of Laplace Transforms,” Communications of the ACM (January 1970), 13, No. 1, 47-49. (Algorithm 368 with correction (October 1970), 13, No. 10).
- Gaver, G. P., Jr., Observing stochastic processes, and approximate transform inversion, Oper. Res., 14(3), 444-459, 1966.
- Van Everdingen A F, Hurst The application of the Laplace transforms to flow problems in reservoirs. Petroleum Trans AIME, 1949, 186: 305–324.
- Fetkovich, M. J. (1973). “Decline Curve Analysis Using Type Curves.”, 48th Int. SPE Conf., Las Vegas, USA, PP. 1067-1077.
- Fetkovich, M. J. and et al. (1987). “Decline Curve Analysis Using Type Curves-Case ”Proc., Int. SPE Annual Technical Conference and Exhibition,Houston, USA, PP. 637-656.
- Blasingame T. A., and Lee W. J. 1986. Variable-Rate Reservoir Limits Testing. Permian Basin Oil & Gas Recovery Conference of the SPE. Midlan, TX, March 13-14, SPE 15028.
- Blasingame, T. A., Johnston, J. L., & Lee, W. J. (2007). Type-Curve Analysis Using the Pressure Integral Method. 4. https://doi.org/10.2523/18799-ms.
- Blasingame, T. and Mc Cray, T. (1993). “Decline Curve Analysis for Variable Pressure Drop/Variable Flow Rate Systems.”, Int. SPE Gas Symposium,Houston, USA, SPE 21513.
- Blasingame, T. and Palacio, J. (1993). “Decline Curve Analysis Using Type Curves- Analysis of Gas Well Production ”Proc., Int. SPE Joint Rocky Mountain Regional and Low Permeability Reservoirs Symposium, Denver, USA, SPE 25909.
- Agarwal, , Gardner, D., Kleinsteiber, S. and Fussell, D. (1998). “Analyzing Well Production Data Using Combined Type Curve and Decline Curve Analysis Concepts.” Proc., Int. SPE Annual Technical Conference and Exhibition, Louisiana, USA, SPE 49222.