Peridynamics modeling of underground borehole instability: Collapse mechanism and stabilization strategy

IF 3.5 2区 计算机科学 Q2 COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS
Haoran Xu , Yongsheng Liu , Fei Li , Shuaipeng Wang , Shangyu Yang
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Abstract

Borehole instability is a critical challenge that affects safety and efficiency in deep drilling. Classical continuum mechanics struggles to accurately capture the discontinuous processes of crack initiation and propagation around boreholes. This paper develops and validates a nonlocal borehole damage model based on peridynamics. The borehole collapse mechanism is explored, and the regulatory role of drilling fluid pressure in maintaining borehole stability is evaluated. The results show that borehole collapse initiates along the direction of minimum horizontal pressure, characterized by a crescent-shaped shear failure accompanied by tensile fractures. The borehole eventually evolves into a butterfly-shaped damage pattern with a central fragmented zone. Increasing the elastic modulus of the surrounding rock and reducing the borehole radius effectively inhibits damage propagation. As the elastic modulus increases from 6 to 30 GPa, the areas of the collapse zones are reduced by 87.50%, indicating a substantial enhancement in the material’s resistance to both microcrack initiation and macroscopic instability. Low-modulus rocks are more prone to form continuous shear-fracture zones. In contrast, the horizontal pressure difference emerges as the primary driver of damage evolution; once it exceeds 30 MPa, the crack growth resistance deteriorates rapidly, leading to accelerated crack coalescence and the formation of a connected fracture network. An optimal drilling fluid pressure window can suppress up to 85.05% of the damaged area. However, excessive pressure may induce radial tensile fractures. The findings revealed the mechanisms of borehole collapse and confirmed the superiority of the peridynamics model in predicting borehole instability. This study provides theoretical insight and methodological support for stability control in deep drilling operations.
地下钻孔失稳的周动力学建模:坍塌机理与稳定策略
井眼失稳是影响深井钻井安全性和效率的关键问题。经典连续介质力学难以准确地捕捉井眼周围裂纹萌生和扩展的不连续过程。本文建立并验证了基于周动力学的非局部井眼损伤模型。探讨了井眼坍塌机理,评价了钻井液压力对维持井眼稳定性的调节作用。结果表明:井眼塌陷沿最小水平压力方向开始,以月牙形剪切破坏伴张性破裂为特征;钻孔最终演变成蝴蝶形的破坏模式,中心有破碎带。增加围岩弹性模量和减小钻孔半径可以有效抑制损伤的传播。当弹性模量从6 GPa增加到30 GPa时,坍塌区面积减少了87.50%,表明材料的抗微裂纹萌生和抗宏观失稳能力都有了显著增强。低模量岩石更容易形成连续剪切破碎带。水平压差是损伤演化的主要驱动力;一旦超过30 MPa,裂纹扩展阻力迅速恶化,导致裂纹加速合并,形成连通的裂缝网络。最佳钻井液压力窗可抑制85.05%的损伤面积。然而,过大的压力可能诱发径向张性骨折。研究结果揭示了井眼坍塌的机理,证实了周动力学模型在预测井眼失稳方面的优越性。该研究为深部钻井作业的稳定性控制提供了理论见解和方法支持。
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来源期刊
Simulation Modelling Practice and Theory
Simulation Modelling Practice and Theory 工程技术-计算机:跨学科应用
CiteScore
9.80
自引率
4.80%
发文量
142
审稿时长
21 days
期刊介绍: The journal Simulation Modelling Practice and Theory provides a forum for original, high-quality papers dealing with any aspect of systems simulation and modelling. The journal aims at being a reference and a powerful tool to all those professionally active and/or interested in the methods and applications of simulation. Submitted papers will be peer reviewed and must significantly contribute to modelling and simulation in general or use modelling and simulation in application areas. Paper submission is solicited on: • theoretical aspects of modelling and simulation including formal modelling, model-checking, random number generators, sensitivity analysis, variance reduction techniques, experimental design, meta-modelling, methods and algorithms for validation and verification, selection and comparison procedures etc.; • methodology and application of modelling and simulation in any area, including computer systems, networks, real-time and embedded systems, mobile and intelligent agents, manufacturing and transportation systems, management, engineering, biomedical engineering, economics, ecology and environment, education, transaction handling, etc.; • simulation languages and environments including those, specific to distributed computing, grid computing, high performance computers or computer networks, etc.; • distributed and real-time simulation, simulation interoperability; • tools for high performance computing simulation, including dedicated architectures and parallel computing.
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