周建, 杨新安. 考虑围岩峰后强度脆性跌落的洞室黏弹塑性解[J]. 煤炭学报, 2019, 44(S2): 439-446. DOI: 10.13225/j.cnki.jccs.2019.0228
引用本文: 周建, 杨新安. 考虑围岩峰后强度脆性跌落的洞室黏弹塑性解[J]. 煤炭学报, 2019, 44(S2): 439-446. DOI: 10.13225/j.cnki.jccs.2019.0228
ZHOU Jian, YANG Xin'an. Visco-elastoplastic solution for surrounding rock cavern by considering brittle drop of post-peak strength[J]. Journal of China Coal Society, 2019, 44(S2): 439-446. DOI: 10.13225/j.cnki.jccs.2019.0228
Citation: ZHOU Jian, YANG Xin'an. Visco-elastoplastic solution for surrounding rock cavern by considering brittle drop of post-peak strength[J]. Journal of China Coal Society, 2019, 44(S2): 439-446. DOI: 10.13225/j.cnki.jccs.2019.0228

考虑围岩峰后强度脆性跌落的洞室黏弹塑性解

Visco-elastoplastic solution for surrounding rock cavern by considering brittle drop of post-peak strength

  • 摘要: 岩石全应力-应变曲线常被简化成3阶段模型,该模型的软化阶段应力与应变呈线性相关而忽略了岩石峰后强度下降由快而慢的过程,得到的洞室围岩理论解答与实测相比有一定误差。针对传统的3阶段模型忽视岩石峰后实际路径特征,将岩石的全应力-应变曲线简化成体现峰后强度脆性跌落特性的4阶段模型,考虑围岩的扩容、流变特性,推导了4阶段模型各分区应力、位移解析解,并引入围岩峰后强度跌落公式,获得了各分区半径解答。通过工程实例将本文方法求解的分区半径与其他方法对比分析获得围岩峰后强度跌落公式的适用范围,并将本文求解的洞壁位移与实测进行对比,验证了本文方法的可行性; 并分析了软化模量、流变特性等因素对围岩应力、位移和分区半径的影响。研究表明:考虑岩石的流变特性和峰后强度跌落阶段对围岩分区半径有一定影响,且分区半径随着岩石峰后强度跌落系数λ的增大而增大,当λ的取值范围为0.6≤λ< 1 时,洞壁计算位移与工程实测较为接近; 软化模量对洞壁位移和分区半径影响较大且对黏塑性软化区的影响大于黏塑性强度跌落区,流变特性对围岩的影响主要体现在洞壁位移与切向应力上。研究成果为深埋洞室黏塑性范围、洞壁位移等关键数据的预测提供借鉴。

     

    Abstract: The full stress-strain curve of rock is often simplified into a three-stage model.The stress-strain relationship in the softening stage of the model is linear, while the process of strength decline after peak is neglected.The theoretical solution of surrounding rock of cavern obtained has some errors compared with the actual measurement.Therefore, aiming at the traditional three-stage model neglecting the characteristics of the actual path after the rock peak, the completed stress-strain curve of rock is simplified to a four-stage model to reflect the brittle drop characteristic of post-peak strength.The dilatancy and rheological properties of surrounding rock are considered, the stress and displacement equations of each zone in the four-stage model are derived, and the formula about post-peak strength drop is introduced to obtain the solutions of each partition radius.By comparing the zoning radius calculated by the method proposed with other methods, the applicable range of formula about post-peak strength drop is obtained.The displacement of tunnel wall calculated by the method is compared with the measured results, which verifies the feasibility of the method.In addition, the effects of softening modulus, rheological properties and other factors on stress, displacement and each partition radius of surrounding rock are analyzed.The results show that the radius of surrounding rock zoning is affected to a certain extent, while the rheological properties of rock and the stage of strength drop after peak are considered and the radius of zoning increases with the increase of strength drop coefficient after peak.When the range of rock strength drop coefficient is between 0.6 and 1, the calculated displacement of the tunnel wall is close to the measured value.The softening modulus has a greater influence on the wall displacement and zonal radius.The influence on the visco-plastic softening zone of surrounding rock is greater than that on the visco-plastic strength drop zone.Furthermore, the influence of rheological properties on the surrounding rock is mainly reflected in the displacement and circumferential stress of the wall.The research results provide a reference for the prediction of key data such as visco-plastic range and displacement of deep cavern.

     

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