2007
DOI: 10.1016/j.jsg.2006.09.013
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Deflection and propagation of fluid-driven fractures at frictional bedding interfaces: A numerical investigation

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Cited by 252 publications
(121 citation statements)
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“…Factors such as pre-existing cracks, bedding planes, frictional effect, crustal stresses, and liquid-solid interaction may collectively influence the propagation of a hydraulic crack ( Warpinski and Teufel, 1987;Zhang and Jeffrey, 2006;Bunger and Detournay, 2008;Chuprakov et al, 2014 ). Such complexity renders it difficult to carry out theoretical analysis, and numerical methods were broadly employed to examine the hydraulic fracture: Zhang et al (2007), Olson (2011, 2014 ), Weng et al (2011), Kresse et al (2013), Guo et al (2015) and Zou et al (2016) simulated the interaction between a hydraulic fracture and frictional or sealed natural cracks. A coupled, implicit time-stepping numerical model was developed by Bunger et al (2013) to capture the hydraulic fracture that grows near a free surface and curves towards the surface.…”
Section: Introductionmentioning
confidence: 99%
“…Factors such as pre-existing cracks, bedding planes, frictional effect, crustal stresses, and liquid-solid interaction may collectively influence the propagation of a hydraulic crack ( Warpinski and Teufel, 1987;Zhang and Jeffrey, 2006;Bunger and Detournay, 2008;Chuprakov et al, 2014 ). Such complexity renders it difficult to carry out theoretical analysis, and numerical methods were broadly employed to examine the hydraulic fracture: Zhang et al (2007), Olson (2011, 2014 ), Weng et al (2011), Kresse et al (2013), Guo et al (2015) and Zou et al (2016) simulated the interaction between a hydraulic fracture and frictional or sealed natural cracks. A coupled, implicit time-stepping numerical model was developed by Bunger et al (2013) to capture the hydraulic fracture that grows near a free surface and curves towards the surface.…”
Section: Introductionmentioning
confidence: 99%
“…In recent years, different techniques have been used to incorporate heterogeneity into numerical models, such as FEM (Wang 2013), RFPA (Tang et al 2002;Yang et al 2004;Li et al 2013;Wang et al 2013), and PFC (Al-Busaidi et al 2005;Hiyama et al 2013;Shimizu et al 2011Shimizu et al , 2014 methods. In addition, there are other methods, such as unconventional fracture models (UFM) (Kresse et al 2011, BEM (Zhang et al 2007), XFEM (Wang et al 2015), DDM (Gu et al 2008). These numerical studies are useful for understanding and characterizing the initiation and propagation of hydrofracturing cracks.…”
Section: Introductionmentioning
confidence: 99%
“…Using two-dimensional particle flow code-PFC 2D , Wang et al investigated relevant parameters and analyzed the correlation between macroscopic and mesoscopic mechanical parameters [14]. Zhang et al established a two-dimensional numerical fracture model to analyze the coupled rock deformation and fluid flow in such fractures, and the results show that fracture escape from the interface is likely under the conditions of fracture growth from stiff to soft rocks, small layer-to-layer far-field stress contrasts, and moderately low fluid viscosity, and small parent fracture lengths and offset distances [15,16].…”
Section: Introductionmentioning
confidence: 99%