王鲁瑀, 臧传伟, 王哲勤, 陈洁. 巷道临界深度的计算模型及失稳机理分析[J]. 煤矿安全, 2015, 46(5): 220-222,226.
    引用本文: 王鲁瑀, 臧传伟, 王哲勤, 陈洁. 巷道临界深度的计算模型及失稳机理分析[J]. 煤矿安全, 2015, 46(5): 220-222,226.
    WANG Luyu, ZANG Chuanwei, WANG Zeqin, CHEN jie. A Critical Depth Calculation Model and Instability Mechanism Analysis for Roadway[J]. Safety in Coal Mines, 2015, 46(5): 220-222,226.
    Citation: WANG Luyu, ZANG Chuanwei, WANG Zeqin, CHEN jie. A Critical Depth Calculation Model and Instability Mechanism Analysis for Roadway[J]. Safety in Coal Mines, 2015, 46(5): 220-222,226.

    巷道临界深度的计算模型及失稳机理分析

    A Critical Depth Calculation Model and Instability Mechanism Analysis for Roadway

    • 摘要: 为研究巷道的失稳临界深度,基于梁的弹性弯曲理论,引入“耦合作用因数ξ”表征地下水、温度、地质构造等因素的影响,建立了考虑耦合作用的巷道“失稳临界深度方程”,并就巷道失稳临界深度的力学意义,从围岩的结构、稳定性、位移和应力状态这4个方面探讨了围岩的失稳机理。最后以东滩矿1305轨道运输巷作为模型的算例,结果表明:该矿现阶段开采条件下的巷道失稳临界深度约为960.0 m,其中因耦合作用的影响使巷道失稳深度增加了约510.2 m。

       

      Abstract: In order to study the critical depth of roadway surrounding rock, we established a mechanical model which considered coupling effect based on elastic bending theory. "The coupling effect factor ξ" was introduced to characterize the effect of multi-factor coupling including groundwater, temperature and geological structure. Thus, "the critical depth equation" was established. In addition, the mechanical mechanism of surrounding rock instability was discussed in four aspects, which is structure, displacement, stability and stress state. Finally, we used an engineering example as an example of the model, conclusion are drawn that the critical depth under the present conditions is 960.0 m, and roadway's critical depth increased 510.2 m by the effect of multi-factor coupling.

       

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