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Theoretical analysis on pressure arc applicable for soft rock roadway in deep mine based on bingham rheological model

机译:基于宾厄姆流变模型的深井软岩巷道压力弧理论分析

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The theoretical analysis on pressure arc for deep mine is conducted applying the concrete support with high strength and based on Bingham rheological model to deduce the mathematical expression between ultimate bearing capacity of pressure arc and ultimate rheological radius, to further analyze influence of residual strength for surrounding rock on ultimate bearing capacity of pressure arc and influence of tunnel radius and ground stress on rheological radius, and to take 590 transport roadway of Huaibei Luling Mine as an practical example to test the theoretical analysis.The results indicate that the ground stress and tunnel radius obviously affect the rheological radius, meanwhile, the ground stress and rheological radius have a positive correlation with radius of plastic rheological district;the grouting for surrounding tunnel rock has obviously improved the self-bearing capacity of surrounding rock and enhanced the ultimate bearing capacity of the pressure are;the calculated ultimate bearing capacity of pressure arc under the theoretical formula is 5.69 MPa, and the pressure arc has higher bearing capacity which is beneficial to restrain deformation of surrounding rock and maintains stability of surrounding tunnel rock;the numerical calculation and actual site data indicate validity of the theoretical model.
机译:利用高强度混凝土支架,根据Bingham流变模型,对深矿压力弧进行了理论分析,推导了压力弧极限承载力与极限流变半径之间的数学表达式,进一步分析了残余强度对围岩的影响。岩石对压力弧极限承载力的影响,以及隧道半径和地应力对流变半径的影响,并以淮北芦岭矿590的运输巷道为例进行理论分析。结果表明,地应力和隧道半径地应力和流变半径与塑性流变区半径成正相关;注浆对巷道围岩的作用明显提高了围岩的自承能力,提高了围岩的极限承载力。压力是;计算的最终值理论公式下压力弧的承载力为5.69 MPa,压力弧具有较高的承载力,有利于抑制围岩变形,保持围岩的稳定性;数值计算和实际数据表明,围岩的有效性。理论模型。

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