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Finite element formulation of unsaturated soil and its application on bearing capacity problems

机译:非饱和土的有限元公式化及其在承载力问题中的应用

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This paper presents a finite element formulation and governing equations for fully coupled analysis of unsaturated soil. The spatial and temporal discretization of the governing equations is achieved using the Galerkin method and the backward interpolation scheme, respectively. These equations are implemented into a general finite element program. A series of numerical analyses are carried out to simulate laboratory tests on samples of unsaturated soil and to demonstrate the accuracy of the proposed model. The numerical results are compared with experimental data from the literature. The capability of the proposed model is demonstrated by a series of analyses of footings on saturated and unsaturated soil medium. It is shown that suction developed in unsaturated soil has a direct impact on the bearing capacity of foundations.
机译:本文提出了一种用于非饱和土完全耦合分析的有限元公式和控制方程。分别使用Galerkin方法和后向插值方案实现了控制方程的空间和时间离散。这些方程式被实现为通用的有限元程序。进行了一系列数值分析,以模拟对非饱和土壤样品的实验室测试,并证明了该模型的准确性。数值结果与文献中的实验数据进行了比较。通过对饱和和非饱和土壤介质的基础进行一系列分析,证明了该模型的功能。结果表明,在非饱和土壤中产生的吸力直接影响地基的承载力。

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