2018
DOI: 10.1016/j.ijrmms.2017.11.003
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Coupled fluid flow and geomechanics modeling of stress-sensitive production behavior in fractured shale gas reservoirs

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Cited by 66 publications
(31 citation statements)
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“…Therefore, process of methane filtration into the hole´s cavity and roadway room is unsteady, and boundary conditions are mobile. Thus, a model should take into account the combined processes of ground movement, deformation, and damage as well as nonstationary filtration of methane under mobile boundary conditions (Jiang and Yang, 2018). It is evident that gas filtration process depends both on rate at the area of this panel, and the seam was prone to gas and coal bursts.…”
Section: Methodology Of Simulationmentioning
confidence: 99%
“…Therefore, process of methane filtration into the hole´s cavity and roadway room is unsteady, and boundary conditions are mobile. Thus, a model should take into account the combined processes of ground movement, deformation, and damage as well as nonstationary filtration of methane under mobile boundary conditions (Jiang and Yang, 2018). It is evident that gas filtration process depends both on rate at the area of this panel, and the seam was prone to gas and coal bursts.…”
Section: Methodology Of Simulationmentioning
confidence: 99%
“…When a reservoir exploits, the formation pressure decreases, and the effective stress acting on proppants increases, which results in proppant compression deformation and falling into the formation on the fracture surface (Figure 4). The decrease of the fracture width will lead to the decrease of flow capacity of hydraulic fractures [35][36][37][38][39]. According to results of physical simulation, the relationship between conductivity and effective stress can be expressed as [40]…”
Section: Construction Of Flow Model In Hydraulic Fracturesmentioning
confidence: 99%
“…A splitting-node technique is used to duplicate the nodes along the fractures: each node has its own degrees of freedom, but it shares the same coordinates as the other split nodes (Ji et al 2009;Garipov et al 2016). The linear or nonlinear interactions of fracture surfaces and fracture-proppant can be easily implemented using this technique (Jiang and Yang 2018). These split nodes form the so-called 'zero-thickness interface element' that is widely applied in fracture mechanics, such as the cohesive zone model.…”
Section: Discretization and Solution Schemementioning
confidence: 99%