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- W2094235087 abstract "Abstract It has progressively become more accepted that fracture growth, particularly in extremely low permeability, naturally fractured reservoirs cannot be reliably represented by conventional planar simulations. Characterizing evolution of multiple, non-planar, interconnected, and possibly non-vertical hydraulic fractures requires hydraulic and mechanical characterization of the nominally intact matrix as well as existing latent or healed fracture networks. This paper describes an approach to representing and assessing complex fracture growth and associated production prediction through this generated fracture. There are three stages in this protocol. The first is a representation of the fracture networks. The second is importing this DFN (discrete fracture network) into a coupled geomechanical simulator and representation of fracture evolution. The final step is importing the resultant conductive system into a multiphase DFN reservoir simulator for the prediction of production rates and the generation of pressure and saturation maps. The complex fracture network evolution during stimulation is represented using a Discrete Element Method, DEM – starting from the representation of a naturally fractured reservoir and modeling complex, non-planar, hydraulic fracture propagation. A representative fracture network was used under a variety of conditions. The objectives of this modeling include: 1) assessing the effects that operational parameters (such as injection rate) have on the volumetric extent of the fracture system or domain and the extent of fluid penetration in the natural fractures; and 2) assessing the degree of water blocking and loss of conductivity in the fracture system using a DFN reservoir simulation model. Both these issues are crucial for treatments in shale gas systems." @default.
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- W2094235087 date "2010-02-10" @default.
- W2094235087 modified "2023-09-27" @default.
- W2094235087 title "Modeling Fluid Invasion and Hydraulic Fracture Propagation in Naturally Fractured Rock: A Three-Dimensional Approach" @default.
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- W2094235087 doi "https://doi.org/10.2118/127888-ms" @default.
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