支护应力对巷道围岩临界应力影响的数值模拟研究

Numerical simulation study on impact of support stress on critical stress of roadway surrounding rock

  • 摘要: 冲击地压扰动响应失稳理论推导了冲击地压发生的理论公式和失稳判据,但针对巷道围岩临界应力的解析解未考虑非均一岩层等复杂地质结构及多变的载荷条件等因素。针对该问题,将冲击地压扰动响应失稳理论与岩层运动并行计算系统StrataKing−3D相结合,从简化的均质模型和工程实际模型(以龙家堡煤矿某巷道为例)2个方面,研究了巷道支护应力对临界应力的影响,并通过计算工程实际模型中巷道的安全系数,评估了巷道围岩安全性。研究结果表明:对于均质模型,巷道围岩临界应力的数值计算值较理论计算值大,与全国20个冲击地压矿井的调研数据定性相符;对于工程实际模型,当支护应力为0.4 MPa时,巷道围岩临界应力的数值计算值为35.61 MPa,与现行煤层临界应力(36.9 MPa)基本一致,验证了理论与数值计算相结合方法的准确性,而当支护应力提升至0.8 MPa时,临界应力达到44.69 MPa,安全系数为1.05,判断巷道基本安全。研究结果为确定巷道支护应力提供了新的方法。

     

    Abstract: The disturbance response instability theory for rock burst derives the theoretical formulas and instability criteria for rock burst occurrence. However, the analytical solution for the critical stress of the roadway surrounding rock does not consider complex geological structures such as heterogeneous strata, as well as variable loading conditions. To address this issue, this study integrated the disturbance response instability theory for rock burst with StrataKing-3D, the parallel computing system for stratum movement. The impact of roadway support stress on the critical stress was investigated from two aspects: the simplified homogeneous model and the practical engineering model (taking a roadway in the Longjiabao coal mine as an example). Additionally, the safety factor of the roadway in the engineering model was calculated to evaluate the safety of the roadway surrounding rock. The results showed that for the homogeneous model, the numerically calculated value of the critical stress of the roadway surrounding rock was higher than the theoretically calculated value, which qualitatively agreed with the survey data from 20 rock burst mines across the country. For the practical engineering model, when the support stress was 0.4 MPa, the numerically calculated value of the critical stress of the roadway surrounding rock was 35.61 MPa, which was basically consistent with the current coal seam critical stress (36.9 MPa), validating the accuracy of the method combining theoretical and numerical calculations. When the support stress increased to 0.8 MPa, the critical stress reached 44.69 MPa, and the safety factor was 1.05, indicating that the roadway was basically safe. The research findings provide a new method for determining the roadway support stress.

     

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