Prediction of Stimulated Rock Volume Using Minimum-Volume Enclosing Ellipsoid Fitting Algorithm
DOI:
https://doi.org/10.54097/qkghb925Keywords:
Hydraulic Fracturing; Microseismic Monitoring; Embedded Discrete Fracture Model; Critical Pore Pressure; Stimulate Rock Volumetric.Abstract
This paper proposes an improved Embedded Discrete Fracture Model (EDFM) that integrates fluid flow-fracture mechanics mechanisms with microseismic event triggering criteria to achieve high-precision dynamic simulation of hydraulic fracture propagation and prediction of Stimulated Rock Volume (SRV). The model innovatively introduces critical pore pressure criteria and anisotropic permeability correction algorithms, addressing deficiencies in traditional PKN/KGD models that overlook matrix pore pressure and mixed fracture mechanisms. By combining Monte Carlo simulations with machine learning classification algorithms, microseismic event classification accuracy has been improved to 85%, while SR prediction errors have been reduced to within 8% compared to traditional methods. Case studies demonstrate that this model can effectively guide optimization in hydraulic fracturing design.
Downloads
References
[1] Advani S H, Khattab H, Lee J K. Hydraulic Fracture Geometry Modeling, Prediction, and Comparisons[J]. 1985, SPE13863.
[2] Alexander T, Baihly J, Boyer C, et al. Shale gas revolution (Chinese), Oil Review, 2011, 23(3): 40-55.
[3] Croux C, Haesbroeck G, Rousseeuw P J. Location adjustment for the minimum volume ellipsoid estimator[J]. Statistics & Computing, 2002, 12(3):191-200.
[4] Cipolla C L, Mack M G, Maxwell S C, et al. A Practical Guide to Interpreting Microseismic Measurements[C]// North American Unconventional Gas Conference & Exhibition. Society of Petroleum Engineers, 2011.
[5] Coulter G, Benton E, Thomson C. Water Fracs and Sand Quantity: A Barnett Shale Example[R]. SPE90891, 2004.
[6] Coulter G R, Gross B C, Benton E G, et al. Barnett Shale Hybrid Fracs-One Operator's Design, Application, and Results[R]. SPE102063, 2006.
[7] Coates R T, Schoenberg M. Finite-difference modeling of faults and fractures. Geophysics, 1995, 60(5): 1514-1526.
[8] Chunduru RK, Sen MK, Stoffa PL. Hybrid optimization methods for geophysical inversion [J]. Geophysics, 1997, 62(4):1196-1207.
[9] Dolia A N, Page S F, White N M, et al. D-optimality for Minimum Volume Ellipsoid with Outliers[C]// International Conference on Signal/image Processing and Pattern Recognition. 2004:73--76.
[10] Dinske C, Shapiro S A. Seismic Emission Induced by Hydraulic Fracturing of Gas Reservoirs – Features of the Kaiser Effect[C]// Eage Conference and Exhibition Incorporating Spe Europec. 2007.
[11] d’Huteau E, Gillard M, Miller M, et al. Open-channel Fracturing-A fast track to production (Chinese), Oilfield Review,2011, 23(3): 4-17.
[12] Fisher M K, Heinze J R, Harris C D, et al. Optimizing Horizontal Completion Techniques in the Barnett Shale Using Microseismic Fracture Mapping[J]. Society of Petroleum Engineers, 2004.
[13] Fisher M K, Wright C A, Davidson B M, et al. Integrating Fracture Mapping Technologies to Optimize Stimulations in the Barnett Shale[R]. SPE77441, 2002.
[14] Gajraj A, Lin A, Kiang L, et al. SRV Estimation Using Hydraulic Fracture Microseismic Event Data[J]. 2013.
[15] Jiang J, Younis R M. Hybrid Coupled Discrete Fracture-Matrix and Multicontinuum Models for Unconventional Reservoir Simulation[J]. Spe Journal, 2016, preprint(preprint).
[16] Kresse O, Cohen C, Weng X, et al. Numerical modeling of hydraulic fracturing in naturally fractured formations[J]. U.s.rock Mechanics, 2011, 15(5):516-535.
[17] Levorsen A I. Geology of petroleum[M]. San Francisico: W.H. Freeman and Company, 1956: 1-80.
[18] Lin A, Ma J. Stimulated-Rock Characteristics and Behavior in Multistage Hydraulic-Fracturing Treatment[J]. Spe Journal, 2015, 20(4):784-789.
[19] Li G, Chen J, Han M, et al. Accurate Microseismic Event Location Inversion Using
Downloads
Published
Issue
Section
License

This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.