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Stability of unsupported conical excavations in non-homogeneous clays

机译:非均质黏土中无支撑圆锥开挖的稳定性

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New plasticity solutions for the undrained stability of unsupported conical excavations in homogeneous and non-homogeneous clays were solved by axisymmetric finite element limit analysis. Three parametric studies were performed on excavated height ratios, slope inclinations and dimensionless strength gradients. In all cases, the exact stability factors were accurately bracketed by computed bound solutions within 0.6%. An accurate closed-form equation of the stability factor was proposed from nonlinear regression analysis of lower bound solutions. New conical stability factors for soil cohesion, strength gradient, and coupling effect of these components were deduced to conveniently and accurately predict a safe solution in practice. (C) 2016 Elsevier Ltd. All rights reserved.
机译:通过轴对称有限元极限分析,解决了均质和非均质黏土中无支撑圆锥开挖的不排水稳定性的新塑性解。对挖掘的高度比,坡度和无因次强度梯度进行了三项参数研究。在所有情况下,精确的稳定度因子均由0.6%以内的计算出的界解精确地括起来。通过下界解的非线性回归分析,提出了一个稳定因子的精确封闭形式方程。推导了新的圆锥形稳定性因子,用于土壤内聚力,强度梯度和这些组件的耦合效应,可在实践中方便,准确地预测安全解决方案。 (C)2016 Elsevier Ltd.保留所有权利。

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