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A new three-phase numerical model applied to coupled flow-deformation behaviors of unsaturated porous media

机译:一个新的三相数值模型,用于非饱和多孔介质的流-固耦合

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摘要

Coupled flow-deformation behaviors of unsaturated porous media (soils) are analyzed by a newly proposed three-phase numerical model. The proposed model constitutes a new (effective) stress expression, derived by the modern porous media theory, to model the deformation behavior and the generalized Darcy's law, ideal gas law, concept of capillary pressure and relative permeability to model the flow behavior of fluid phases. Due to the complexities to solve the coupled field equations of the proposed model by analytically, numerical methods (finite element method and generalized trapezoidal method) are employed and research computer code is implemented. To validate the proposed model, hypothetical analyses of the fully coupled consolidation of loaded vertical soil column problem is performed and finally, applicability and limitation of the proposed model is demonstrated by a simulation of a flexible footing resting on a three-phase soil foundation problem.
机译:通过新提出的三相数值模型分析了非饱和多孔介质(土壤)的耦合流动-变形行为。所提出的模型构成了一种新的(有效的)应力表达式,该表达式由现代多孔介质理论导出,用于建模变形行为,并用广义达西定律,理想气体定律,毛细压力概念和相对渗透率来建模流体相的流动行为。由于解析法难以求解所提出模型的耦合场方程,因此采用数值方法(有限元法和广义梯形法),并实现了计算机研究代码。为了验证所提出的模型,对竖向荷载土柱问题的完全耦合固结进行了假设分析,最后,通过基于三相土壤基础问题的柔性基础的仿真,证明了所提出模型的适用性和局限性。

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