刘祥鑫, 梁正召, 张艳博, 姚旭龙, 李海洋. 2016: 卸荷诱发巷道模型岩爆的发生机理实验研究. 工程地质学报, 24(5): 967-975. DOI: 10.13544/j.cnki.jeg.2016.05.028
    引用本文: 刘祥鑫, 梁正召, 张艳博, 姚旭龙, 李海洋. 2016: 卸荷诱发巷道模型岩爆的发生机理实验研究. 工程地质学报, 24(5): 967-975. DOI: 10.13544/j.cnki.jeg.2016.05.028
    LIU Xiangxin, LIANG Zhengzhao, ZHANG Yanbo, YAO Xulong, LI Haiyang. 2016: UNLOADING TEST FOR ROCKBURST MECHANISM IN TUNNEL MODEL. JOURNAL OF ENGINEERING GEOLOGY, 24(5): 967-975. DOI: 10.13544/j.cnki.jeg.2016.05.028
    Citation: LIU Xiangxin, LIANG Zhengzhao, ZHANG Yanbo, YAO Xulong, LI Haiyang. 2016: UNLOADING TEST FOR ROCKBURST MECHANISM IN TUNNEL MODEL. JOURNAL OF ENGINEERING GEOLOGY, 24(5): 967-975. DOI: 10.13544/j.cnki.jeg.2016.05.028

    卸荷诱发巷道模型岩爆的发生机理实验研究

    UNLOADING TEST FOR ROCKBURST MECHANISM IN TUNNEL MODEL

    • 摘要: 以“巷道-围岩”系统为研究对象,以水平应力卸荷操作模拟工程现场的巷道周边矿岩开挖卸荷作用,再现了巷道卸荷岩爆。实验结果指出,巷道卸荷岩爆经历了“平静期→小颗粒弹射→片状剥离→片状剥落”的演化过程,在巷道内壁产生“岩爆→应力调整→应力调整失败→再次岩爆”的多次岩爆过程,最终形成“V”字型岩爆坑。卸荷条件下,不同水平应力的巷道模型岩爆将产生不同的破坏,形成了不同的破裂面。理论推导得出卸荷前巷道围岩的应力分布规律,运用修正Griffith破坏准则,计算了不同水平应力(8.9MPa、13.3MPa、17.8MPa)卸荷后巷道围岩发生岩爆破坏的竖向起裂应力,构建了巷道边壁“V”字型岩爆坑的计算模型。研究得出水平应力存在一个影响竖向承载能力的应力点(13.3MPa),当水平应力小于13.3MPa时,水平应力与竖向起裂应力呈正相关;当水平应力大于13.3MPa时,水平应力与竖向起裂应力呈负相关。对左右边壁应变能累积区域的信息进行量化处理,得出相较8.9MPa和17.8MPa,水平应力为13.3MPa的左右边帮应变能集中区域的累积能量最大,集中区域与边壁的距离最短。

       

      Abstract: With research on "surrounding rock-roadway" system, the unloading rockburst can be recreated by the operation of horizontal stress unloading. The results indicate that the unloading rockburst has experienced evolution process of from "nonchalant stage to small particles ejection stage to flake off stage and to rockburst".The tunnel model produces a number of the process from rockburst to stress adjust then to stress adjust failure and to another rockburst. At the end it forms "V"shape rockburst hole. In the condition of unloading, it exists some relationship between horizontal stress and fracture model. The unloading operation of tunnel model of distribution stress can be obtained from theoretical derivation. Vertical crack stress in different horizontal stresses(8.9MPa, 13.3MPa, 17.8MPa) is taken by modified Griffith failure criteria. The calculation model of "V"shape is established. At the stress point(13.3MPa) when the horizontal stress is under 13.3MPa, the relationship between horizontal stress and vertical crack stress has a positive correlation. When the horizontal stress is above 13.3MPa, the relationship between the horizontal stress and the vertical crack stress is a negative correlation. When the horizontal stress is at 13.3MPa, the strain energy concentrated area is the largest, and distance between this area and side wall is the minimum.

       

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