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Seepage failure analysis of sandy ground using a liquefaction analysis method based on finite deformation theory

机译:基于有限变形理论的液化分析方法渗透破坏分析

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Most of seepage failure problems can be classified as liquefaction problem, because effective stresses of sand deposits near/at failure state statically come close to zero. It is, therefore, difficult to predict the seepage failure using conventional deformation analysis methods for saturated soil. In the present paper, a newly developed liquefaction analysis method, which is based on the finite deformation theory, is applied to seepage failure problems. Firstly, l-D unsteady seepage problem is discussed. Numerical solutions under various initial and boundary conditions are compared with analytical solutions based on the one-dimensional elastic consolidation theory. Secondary, 2-D classical seepage failure problem of horizontal ground with an embedded sheet pile is discussed. It is found that a proposed analysis method can quantitatively explain the distributions of the pore water pressure and the mean effective stress in sand deposit during the unsteady seepage flow until failure, but we need further study to accurately predict the deformation.
机译:大多数渗流失败问题可以被归类为液化问题,因为在故障状态附近/处的砂沉积的有效应力静态接近零。因此,难以使用饱和土壤的传统变形分析方法预测渗流失效。在本文中,基于有限变形理论的新开发的液化分析方法应用于渗流失败问题。首先,讨论了L-D不稳定的渗漏问题。将各种初始和边界条件下的数值解决方案与基于一维弹性固结理论的分析解。讨论了具有嵌入式薄片桩的水平接地的二级,2-D级渗流故障问题。发现提出的分析方法可以定量解释孔隙水压力的分布以及在不稳定的渗流流动期间砂沉积的平均有效应力直至发生故障,但我们需要进一步研究以准确预测变形。

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