2018
DOI: 10.1016/j.petrol.2017.11.009
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Stress behavior in the near fracture region between adjacent horizontal wells during multistage fracturing using a coupled stress-displacement to hydraulic diffusivity model

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Cited by 22 publications
(19 citation statements)
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“…From the displacement results of the first stage of fracturing, as shown in Figure 7(a), the left side of the fracture can be seen to have exhibited positive values, while the right side has negative values caused by the expansion in fracture volume induced by fluid injection. These deformation distributions represent typical patterns of the displacement field around the fracture (Abdollahipour et al, 2016;Manríquez, 2018). Additionally, the deformations around Fracture 1 appear almost symmetric, causing the fracture to propagate in a planar pattern and not to exhibit deflection.…”
Section: Stratal Movement Induced By Multistage Propagation Of Three-dimensional Hydraulic Fracturesmentioning
confidence: 80%
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“…From the displacement results of the first stage of fracturing, as shown in Figure 7(a), the left side of the fracture can be seen to have exhibited positive values, while the right side has negative values caused by the expansion in fracture volume induced by fluid injection. These deformation distributions represent typical patterns of the displacement field around the fracture (Abdollahipour et al, 2016;Manríquez, 2018). Additionally, the deformations around Fracture 1 appear almost symmetric, causing the fracture to propagate in a planar pattern and not to exhibit deflection.…”
Section: Stratal Movement Induced By Multistage Propagation Of Three-dimensional Hydraulic Fracturesmentioning
confidence: 80%
“…Therefore, the cluster spaces between the initial perforations in a horizontal wells and fracturing scenarios (e.g. sequential, alternate and simultaneous fracturing) require further consideration; specifically, stratal movement and compressional effects should be analyzed (Alghannam and Rahim, 2014;Manríquez, 2018;Manríquez et al, 2017;Ziarani et al, 2014). However, few methods and technologies exist that may help elucidate the mechanisms of stratal movement and microseismicity in multistage fracturing.…”
Section: Introductionmentioning
confidence: 99%
“…By controlling the geometry of the adjacent fracture and the fluid pressure, we can artificially intervene in the stress [34]. In research on fracture direction control during secondary fracturing, there is a series of studies on the relationship between stress field reconstruction and fracture direction [35][36][37][38][39]. The results show that the stress can be changed by adjacent fractures to control the fracture direction.…”
Section: Manual Intervention Of Interface Slippage In Hydraulic Fractmentioning
confidence: 99%
“…Therefore, additional numerical methods and models have been proposed to study these complex effects. The influence of the stress shadow effect and other fracturing parameters on fracture interaction behavior was studied using the extended finite element method (XFEM). , Other studies have combined the XFEM and discrete element method (DEM) to study the propagation law of hydraulic fractures in porous media containing natural fracture blocks . The finite element method (FEM) or combined finite element-DEM (FE-DE method or FDEM) was used to simulate fracture propagation; based on the adaptive mesh refinement techniques. , Several of these methods have developed analysis models with high-precision stress solutions in hydraulic fracture propagation. To simulate and analyze the fracture propagation behavior and stress field evolution in hydrofracturing, numerical models should be flexibly built according to the specific conditions of the research object. , The stress shadow size and pore size of unconventional shales in hydrofracturing were analyzed by combining the FEM of a simple fracture geometry with an analytical solution of 2D hydraulic fractures .…”
Section: Introductionmentioning
confidence: 99%