Comparison of machine learning methods for estimating permeability and porosity of oil reservoirs via petro-physical logs

Mohammad Ali Ahmadi , Zhangxing Chen

Petroleum ›› 2019, Vol. 5 ›› Issue (3) : 271 -284.

PDF
Petroleum ›› 2019, Vol. 5 ›› Issue (3) :271 -284. DOI: 10.1016/j.petlm.2018.06.002
research-article
Comparison of machine learning methods for estimating permeability and porosity of oil reservoirs via petro-physical logs
Author information +
History +
PDF

Abstract

This paper deals with the comparison of models for predicting porosity and permeability of oil reservoirs by coupling a machine learning concept and petrophysical logs. Different machine learning methods including conventional artificial neural network, genetic algorithm, fuzzy decision tree, the imperialist competitive algorithm (ICA), particle swarm optimization (PSO), and a hybrid of those ones are employed to have a comprehensive comparison. The machine learning approach was constructed and tested via data samples recorded from northern Persian Gulf oil reservoirs. The results gained from the machine learning models used in this paper are compared to the relevant real petrophysical data and the outputs achieved by other methods employed in our previous studies. The average relative absolute deviation between the approach estimations and the relevant actual data is found to be less than 1% for the hybridized approaches. The results reported in this paper indicate that implication of hybridized machine learning methods in porosity and permeability estimations can lead to the construction of more reliable static reservoir models in simulation plans.

Keywords

Machine learning / Neural network / support vector machine / Porosity / Permeability / Well logs / Petro-physic

Cite this article

Download citation ▾
Mohammad Ali Ahmadi, Zhangxing Chen. Comparison of machine learning methods for estimating permeability and porosity of oil reservoirs via petro-physical logs. Petroleum, 2019, 5(3): 271-284 DOI:10.1016/j.petlm.2018.06.002

登录浏览全文

4963

注册一个新账户 忘记密码

References

[1]

P. Nelson, Permeability-porosity relationships in sedimentary rocks, Log. Anal. 1 (1994) 38-62.

[2]

N. Ezekwe, Petroleum Reservoir Engineering Practice, Prentice Hall, 2010.

[3]

K. Edlmann, J. M.Somerville, B.G. Smart, S. Hamilton, B.R. Crawford, Predicting Rock Mechanical Properties from Wireline Porosities, SPE, 1996, pp. 169-175. Trondheim,Norway: SPE 47344.

[4]

L. Zhang, Aspects of Rock Permeability, Springer, Tucson, Arizona, USA, 2013.

[5]

Y. Zhang, P. Lollback, J. Rojahn, H. Salisch, W. Stuart, A Methodology for Estimating Permeability from Well Logs in a Formation of Complex Lithology, SPE, Adelaide, Australia, 28-31 October 1996, pp. 561-566.

[6]

A.I. Johnson, Application of Laboratory Permeability Data, Water resources division, Denver, Colorado, 1963.

[7]

T. Ahmed, Reservoir Engineering Handbook, second ed., Elsevier, Oxford, UK, 2006.

[8]

G.H. Newman, J.C. Martin, Equipment and experimental methods for obtaining laboratory compression characteristics of reservoir rocks under various stress and pressure conditions, in: SPE Paper No. 6855, 52nd Annual Technical Conference of SPE, Denver, Colorado, October 9-12, 1977.

[9]

F.A.L. Dullien, Porous Media -Fluid Transport and Pore Structure, second ed., Academic, San Diego, Calif., United States, 1992.

[10]

A.P. Byrnes,Measurements of independent and dependent variables for petrophysical properties prediction, SEPM short course #30, in: M.D. Wilson (Ed.), Reservoir Quality Assessment and Prediction in Clastic Rocks, 1994, pp. 231e 247 & p. 293-31.

[11]

Wu T., Ph.D. Dissertation, Department of Geology and Geophysics, Texas A&M University, College Station, Texas, United States, December 2004.

[12]

D.C. Thomas, V.J. Pugh, A statistical analysis of accuracy and reproducibility of standard core analysis, in: Proceeding of Society of Core Analysis, 1987. Paper no. 8701.

[13]

R. Rezaee, A. Saeedi, B. Clennell, Tight gas sands permeability estimation from mercury injection capillary pressure and nuclear magnetic resonance data, J. Petrol. Sci. Eng. (2012) 92-99.

[14]

I.I. Bogdanov, V.V. Mourzenko, J.F. Thovert, Effective permeability of fractured porous media with power-law distribution of fracture sizes, Phys. Rev. 76 (3) (2007) 15.

[15]

A.M. Saidi, Reservoir Engineering of Fractured Reservoirs, Total Edition Press, Paris, France, 1987.

[16]

T.D. Van Golf-Racht, Fundamentals of Fractured Reservoir Engineering, Elsevier, Netherland, 1982.

[17]

A. Lamur, J. Kendrick, G. Eggertsson, R. Wall, J. Ashworth, Y. Lavallée, The permeability of fractured rocks in pressurised volcanic and geothermal systems, Sci. Rep. 7 (2017), 6173.

[18]

J.A.K. Suykens, J. Vandewalle, Least squares support vector machine classifiers, Neural Process. Lett. 9 (1999) 293-300.

[19]

C. Cortes, V. Vapnik, Support-vector networks, Mach. Learn. 20 (1995) 179-188.

[20]

J.A.K. Suykens, T. Van Gestel, J. De Brabanter, B. De Moor, J. Vandewalle, Least Squares Support Vector Machines, World Scientific, Singapore, 2002, 2002.

[21]

K. Pelckmans, J.A.K. Suykens, T. Van Gestel, D. De Brabanter, L. Lukas, B. Hamers, B. De Moor, J. Vandewalle, LS-svmlab:a Matlab/C Toolbox for Least Squares Support Vector Machines; Internal Report 02-44, 2002. ESATSISTA; K. U. Leuven: Leuven, Belgium.

[22]

M.A. Ahmadi, M. Ebadi, S.M. Hosseini, Prediction breakthrough time of water coning in the fractured reservoirs by implementing low parameter support vector machine approach, Fuel 117 (2014a) 579-589.

[23]

M.A. Ahmadi, M. Ebadi, P. Soleimani Marghmaleki, M. Mahboubi Fouladi, Evolving predictive model to determine condensate-to-gas ratio in retrograded condensate gas reservoirs, Fuel 124C (2014b) 241-257.

[24]

M.A. Ahmadi, M. Masoumi, R. Askarinezhad, Evolving connectionist model to monitor efficiency of the in-situ combustion process: application to heavy oil recovery, J. Energy Technol. 2 (9-10) (2014c) 811-818.

[25]

M.A. Ahmadi, T. Kashiwao, A. Bahadori, Prediction of oil production rate using vapor-extraction technique in heavy oil recovery operations, Petrol. Sci. Technol. 33 (20) (2015a) 1764-1769.

[26]

M.A. Ahmadi, M. Galedarzadeh, S.R. Shadizadeh, Low parameter model to monitor bottom hole pressure in vertical multiphase flow in oil production wells, Petroleum 2 (3) (2016) 258-266.

[27]

M.A. Ahmadi, M. Zahedzadeh, S.R. Shadizadeh, R. Abassi, Connectionist model for predicting minimum gas miscibility pressure: application to gas injection process, Fuel 148 (2015c) 202-211.

[28]

M.A. Ahmadi, M. Lee, A. Bahadori, Prediction of a solid desiccant dehydrator performance using least squares support vector machines algorithm, J. Taiwan Inst. Chem. Eng. 50 (2015d) 115-122.

[29]

M.H. Ahmadi, M.A. Ahmadi, A. Sadatsakkak, Connectionist intelligent model estimates output power and torque of stirling engine, Renew. Sustain. Energy Rev. 50 (2015e) 871-883.

[30]

M.A. Ahmadi, M. Masoumi, R. Askarinezhad, Evolving smart model to predict combustion front velocity throughout in-situ combustion process employment, Energy Technol. 3 (2015f) 128-135.

[31]

M.A. Ahmadi, M. Ebadi, Evolving smart approach for determination dew point pressure of condensate gas reservoirs, Fuel 117 (B) (2014) 1074-1084.

[32]

M.A. Ahmadi, M. Pournik, A predictive model of chemical flooding for enhanced oil recovery purposes: application of least square support vector machine, Petroleum 2 (2) (2015) 177-182.

[33]

M.A. Ahmadi, Connectionist approach estimates gas-oil relative permeability in petroleum reservoirs: application to reservoir simulation, Fuel 140C (2015a) 429-439.

[34]

M.A. Ahmadi, B. Mahmoudi, A. Yazdanpanah, Development of robust model to estimate gaseoil interfacial tension using least square support vector machine: experimental and modeling study, J. Supercrit. Fluids 107 (2016) 122-128.

[35]

M.A. Ahmadi, A. Bahadori, A LSSVM approach for determining well placement and conning phenomena in horizontal wells, Fuel 153 (2015) 276-283.

[36]

J.M. Adamo, Fuzzy decision trees, Fuzzy Set Syst. 4 (3) (1980) 207-219.

[37]

Y. Yuan, M.J. Shaw, Induction of fuzzy decision trees, Fuzzy Set Syst. 69 (2) (1995) 125-139.

[38]

X. Wang, B. Chen, et al., On the optimization of fuzzy decision trees, Fuzzy Set Syst. 112 (1) (2000) 117-125.

[39]

C. Olaru, L. Wehenkel, A complete fuzzy decision tree technique, Fuzzy Set Syst. 138 (2) (2003) 221-254.

[40]

M.J. Beynon, M.J. Peel, et al., The application of fuzzy decision tree analysis in an exposition of the antecedents of audit fees, Omega 32 (3) (2004) 231-244.

[41]

M. Ebadi, M.A. Ahmadi, K. Farhadi Hikoei, Application of fuzzy decision tree analysis for prediction asphaltene precipitation due natural depletion; case study, Aust. J. Basic Appl. Sci. 6 (2012) 190-197.

[42]

A. Bain, Mind and Body: the Theories of Their Relation, D. Appleton and Company, New York, 1873.

[43]

W. James, The Principles of Psychology, H. Holt and Company, New York, 1980.

[44]

M.A. Ahmadi, M. Golshadi, Neural network based swarm concept for prediction asphaltene precipitation due natural depletion, J. Petrol. Sci. Eng. 98-99 (2012) 40-49.

[45]

M.A. Ahmadi, M. Ebadi, A. Shokrollahi, Majidi, SMJ, Evolving artificial neural network and imperialist competitive algorithm for prediction oil flow rate of the reservoir, Appl. Soft Comput. 13 (2) (2013a) 1085-1098.

[46]

M.A. Ahmadi, S. Zendehboudi, A. Lohi, A. Elkamel, I. Chatzis, Reservoir permeability prediction by neural networks combined with hybrid genetic algorithm and particle swarm optimization, Geophys. Prospect. 61 (2013b) 582-598.

[47]

M.A. Ahmadi, Prediction of asphaltene precipitation using artificial neural network optimized by imperialist competitive algorithm, J. Petrol. Explor. Prod. Technol. 1 (2011) 99-106.

[48]

M.A. Ahmadi, Neural network based unified particle swarm optimization for prediction of asphaltene precipitation, Fluid Phase Equil. 314 (2012) 46-51.

[49]

M.A. Ahmadi, S.R. Shadizadeh, New approach for prediction of asphaltene precipitation due to natural depletion by using evolutionary algorithm concept, Fuel 102 (0) (2012) 716-723.

[50]

M.A. Ahmadi, Developing a robust surrogate model of chemical flooding based on the artificial neural network for enhanced oil recovery implications, Math. Probl Eng. 2015 (2015b) 1-9. Article ID 706897.

[51]

K. Hornick, M. Stinchcombe, H. White, Multilayer feed forward networks are universal approximators, Neural Network. 2 (1989) 359-366.

[52]

K. Hornick, M. Stinchcombe, H. White, Universal approximation of an unknown mapping and its derivatives using multilayer feed forward networks, Neural Network. 3 (5) (1990) 551-600.

[53]

N. Garcia-Pedrajas, C. Hervas-Martinez, J. Munoz-Perez, COVNET: a cooperative co evolutionary model for evolving artificial neural networks, IEEE Trans. Neural Network. 14 (2003) 575-596.

[54]

J.H. Holland,Adaptation in Natural and Artificial Systems, 2ed edn, MIT Press, Cambridge, MA, United States, 1975.

[55]

R. Hassan, B. Cohanim, O. Weck, A comparison of particle swarm optimization and genetic algorithm, in: Proceedings of 46th AIAA/ASME/ASCE/AHS/ASC Structures, Structural Dynamics & Materials Conference, Austin, Texas, 2005, pp. 18-21.

[56]

E. Atashpaz-Gargari, C. Lucas, Imperialist competitive algorithm: an algorithm for optimization inspired by imperialistic competition, in: IEEE Congress on Evolutionary Computation, IEEE, New York, 2007, pp. 4661-4667, 2007.

[57]

X. Qul, J. Feng, W. Sun, Parallel genetic algorithm model based on AHP and neural networks for enterprise comprehensive business, in: Intelligent Information Hiding and Multimedia Signal Processing. Harbin, 15-17 August 2008.

[58]

B. Balan, S. Mohaghegh, S. Ameri, State of the art in permeability determination fromwelllogdata:Part1da comparative study, model development,in:SPE Eastern Regional Conference and Exhibition, Morgantown, SPE 30978. West Virginia, 1995.

[59]

C.F. Juang, A hybrid of genetic algorithm and particle swarm optimization for recurrent network design, IEEE Trans. Syst. Man Cybern. B Cybern. 34 (2) (2004) 997-1006.

[60]

A. Timur, An investigation of permeability, porosity, & residual water saturation relationships for sandstone reservoirs, Log. Anal. IX (4) (1968) 8-17.

[61]

G.R. Coates, J.L. Dumanoir, A new approach to improved log derived permeability, Log. Anal. (1981) 17.

[62]

M.P. Tixier, Evaluation of permeability from electric log resistivity gradient, Earth Sci. J. 2 (1949), 113-113.

[63]

I. Aigbedion, A case study of permeability modeling and reservoir performance in the absence of core data in the Niger Delta, Nigeria, J. Appl. Sci. (2007) 772-776.

[64]

J. Kozeny, Ueber kapillare Leitung des Wassers im Boden, Sitzungsber Akad. Wiss., Wien 136 (2a) (1927) 271-306.

[65]

H. Pape, C. Clauser, J. Iffland, Permeability prediction based on fractal pore space geometry, Geophysics 64 (1999) 1447-1460.

[66]

D.G. Jorgensen, Estimating geohydrologic properties from boreholegeophysical logs, Ground Water Monit. Remediation 11 (3) (1991 Aug 1)123-129.

[67]

M.A. Ahmadi, M.R. Ahmadi, S.M. Hosseini, M. Ebadi, Connectionist model predicts the porosity and permeability of petroleum reservoirs by means of petro-physical logs: application of artificial intelligence, J. Petrol. Sci. Eng. 123 (2014) 183-200.

PDF

0

Accesses

0

Citation

Detail

Sections
Recommended

/