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Stability analysis of homogenized stone column reinforced foundations using a numerical yield design approach

机译:均质石柱加固地基的数值屈服设计稳定性分析

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This paper deals with the ultimate bearing capacity of soft clayey soils, reinforced by stone columns, analyzed in the framework of the yield design theory. Since such geotechnical structures are almost impossible to analyze directly due to the strong heterogeneity of the reinforced soil, an alternative homogenization approach is advocated here. First, numerical lower and upper bound estimates for the macroscopic strength criterion of the stone column reinforced soil are approximated in a rigorous way with convex ellipsoidal sets, which makes the approximated criteria much easier to handle than the initial ones. Then, both static and kinematic approaches are carried out numerically on the homogenized problem using the above approximated macroscopic strength domains in an adapted finite element method. The whole numerical procedure is applied on one classical geotechnical problem: the ultimate bearing capacity of stone column reinforced foundations. The strength capacity of the structure is rigorously framed and the efficiency of the proposed numerical method is highlighted in terms of accuracy and calculation time.
机译:本文在屈服设计理论的框架下,分析了用石柱加固的软黏土的极限承载力。由于加筋土强烈的异质性,几乎不可能直接分析这种岩土结构,因此在此提倡一种替代的均质化方法。首先,用凸椭球集严格地估计了石柱加筋土宏观强度准则的数值上下限估计,这使近似准则比初始准则更容易处理。然后,在自适应有限元方法中,使用上述近似的宏观强度域,对均质化问题进行数值和静态两种方法。整个数值过程适用于一个经典的岩土工程问题:石柱加筋地基的极限承载力。对结构的强度能力进行了严格的框架设计,并在准确性和计算时间方面突出了所提出数值方法的效率。

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