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首页> 外文期刊>Journal of Petroleum Science & Engineering >Analysis of instability mechanisms of natural fractures during the approach of a hydraulic fracture
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Analysis of instability mechanisms of natural fractures during the approach of a hydraulic fracture

机译:液压骨折方法中自然裂缝稳定性机制分析

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A fluid-driven fracture propagation model dominated by viscosity-leak-off regime was presented to investigate the mechanical stability of natural fracture (NF) when hydraulic fracture (HF) approaches. The induced stresses generated by the approaching HF were calculated by a fully coupled integro-differential equation. The pore pressure effect caused by fracturing fluid leak-off was simulated based on dual porosity medium theory. The critical failure conditions of NF were determined based on maximum tensile criterion and Barton-Bandis criterion. The sensitivity of the stability of NF to in-situ stress anisotropy, approaching angle and distance, injection rate, fracturing fluid viscosity, and NF properties was analyzed in detail. Simulation results reveal that the shearing-mode failure of NF is obviously easier than the opening-mode failure, and the shear slip zone is much larger than the tensile failure zone. As HF approaches NF non-orthogonally, the induced debonding process is unstable, and the debonding zone is asymmetric with respect to the center of NF. The tensile-induced expansion zone is primarily located in the portion of NF ahead of the HF tip, however the shear-induced slip zone can even occur on NF behind of the HF tip. Induced stresses alone have negligible effect on the stability of the NF that is unconnected to the HF. The change in pore pressure due to leak-off effect dominates the final stimulated reservoir volume during large-scale fracturing. The instability of the NF dominates the propagation trajectory of the subsequent HF. A more suitable arrested/crossing condition by extending Gu-Weng criterion was established to predict the path of HF propagation.
机译:提出了一种由粘度泄漏状态为主导的流体驱动的断裂繁殖模型,以研究液压骨折(HF)方法时自然骨折(NF)的机械稳定性。通过完全耦合的积分微分方程计算接近HF产生的感应应力。基于双孔隙介质理论,模拟压裂液泄漏引起的孔隙压力效应。基于最大拉伸标准和Barton-Bandis标准来确定NF的临界故障条件。详细地分析了NF对原位应激各向异性,接近角度和距离,注射率,压裂流体粘度和NF性能的敏感性。仿真结果表明,NF的剪切模式故障明显比开启模式故障更容易,剪切滑动区远大于拉伸破坏区。由于HF非正交性接近NF,因此诱导的剥离过程是不稳定的,并且借助于NF的中心不对称。拉伸诱导的膨胀区主要位于HF尖端的NF的部分中,然而剪切诱导的滑动区甚至可以在HF尖端的NF上发生。单独的诱导应力对与HF未连接的NF的稳定性具有可忽略的影响。由于泄漏效应导致的孔隙压力的变化在大规模压裂过程中占据最终刺激的储层体积。 NF的不稳定性主导了随后的HF的传播轨迹。建立了通过延长古翁标准的一种更合适的被捕/交叉条件来预测HF传播的路径。

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