压气储能地下软岩储气库整体结构协同受力机理

Collaborative stress-bearing mechanism of underground soft rock caverns for compressed air energy storage

  • 摘要:
    目的 在“双碳”目标推动下,压缩空气储能地下人工内衬储气库需在复杂地质条件下承受超高内压与频繁启停循环。围岩在长期高压与循环荷载作用下易发生损伤扩展与衬砌开裂,进而造成荷载重分配与气密性衰减。针对传统连续介质方法难以同时刻画裂缝非连续演化与多层结构接触协同的问题,提出基于内聚力模型的整体结构分析方法,阐明“围岩-混凝土衬砌-波拱钢衬”三元密封体系的协同受力机理。
    方法 以西北某百兆瓦级工程为依托,建立包含围岩、初支、二衬、波拱钢衬及橡胶垫层的有限-离散元耦合模型;在二衬中布置内聚力单元模拟裂纹从萌生、扩展到贯通的全过程,并通过单轴压缩与拉伸数值试验反演标定断裂能、峰值牵引力及界面刚度等参数;按开挖、加压至10 MPa及日调节短期循环工况进行全过程计算。
    结果 在最大内压作用下,围岩变形由开挖阶段的侧壁收敛转变为底部整体外胀,位移由−8.62 mm转变至9.15 mm,塑性损伤深度由约1.20 m扩展至3.16 m并呈不可逆累积;二衬在约4.1 MPa起裂,至10 MPa形成全环贯通的多级次生拉剪复合裂缝网络,裂缝处钢筋等效应力突增并超过400 MPa进入屈服,内圈更为不利;波拱钢衬整体保持弹性,循环应力幅约150 MPa,低于许用应力幅。短期循环中首循环裂纹扩展最为剧烈,最大裂纹宽度约为1.09 mm,3次循环后扩展速率明显衰减并趋稳。
    结论 该方法可同步表征围岩损伤、衬砌离散开裂及密封层受力演化,为限裂配筋优化、密封层抗疲劳校核及运营安全评估提供依据;工程上建议重点控制底板及排水构造附近裂缝,强化内圈钢筋并降低裂缝导致的应力幅波动,以提升长期气密安全储备。受限于计算成本,未考虑温度效应、钢筋黏结滑移及长期循环,后续需开展多场耦合分析与长周期运行验证。

     

    Abstract:
    Objective Driven by “dual carbon” goals, underground artificially lined gas storage caverns for compressed air energy storage (CAES) endure ultra-high internal pressure and frequent start-stop cycles under complex geological conditions. Over time, high pressure and cyclic loading can lead to damage propagation in surrounding rock and cracking in the lining, resulting in load redistribution and reduced gas tightness. Traditional continuum-based methods struggle to simultaneously model discontinuous crack evolution and the structural interaction of multi-layer systems. To address this, a structural analysis method based on the cohesive zone model (CZM) is proposed, clarifying the collaborative stress-bearing mechanism of the ternary sealing system comprising surrounding rock, concrete lining, and corrugated steel lining.
    Methods Based on a hundred-megawatt-level project in Northwest China, a coupled finite-discrete element model incorporating surrounding rock, primary support, secondary lining, corrugated steel lining, and rubber cushion layer was established. Cohesive elements were embedded in the secondary lining to simulate crack initiation, propagation, and penetration. Numerical uniaxial compression and tensile tests were conducted to back-calculate and calibrate parameters such as fracture energy, peak traction, and interface stiffness. Full-process numerical calculations were performed under conditions including excavation, pressure increase to 10 MPa, and short-term daily regulation cycles.
    Results Under maximum internal pressure, the deformation of the surrounding rock transitioned from sidewall convergence during excavation to overall outward expansion at the bottom, with displacement ranging from −8.62 mm to 9.15 mm. The plastic damage depth increased from approximately 1.20 m to 3.16 m due to irreversible accumulation. Cracking in the secondary lining was initiated at around 4.1 MPa, and a fully penetrated multi-stage secondary tensile-shear composite crack network formed at 10 MPa. The equivalent stress in reinforcement at the cracks rose sharply, exceeding 400 MPa and reaching the yield state, with more severe conditions observed in the inner ring. The corrugated steel lining remained elastic overall, experiencing a cyclic stress amplitude of approximately 150 MPa, which was below the allowable limit. During short-term cycles, crack propagation was most pronounced in the first cycle, with a maximum crack width of 1.09 mm, while the propagation rate significantly decreased and stabilized after three cycles.
    Conclusion The proposed method can simultaneously characterize surrounding rock damage, discontinuous lining cracking, and mechanical evolution of sealing layers, providing a basis for optimizing crack-limiting reinforcement design, verifying sealing layer fatigue resistance, and assessing operational safety. In engineering practice, focus is recommended on controlling cracks near the invert and drainage structures, strengthening inner-ring reinforcement, and reducing crack-induced stress amplitude fluctuations to enhance long-term gas-tightness safety margins. Restricted by computational cost, temperature effects, reinforcement bond-slip behavior, and long-term full-cycle performance were not considered. Further multi-field coupling analyses and long-term operational validations are required in future research.

     

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