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Advances In Modelling Hysteretic Water Retention Curve In Deformable Soils

机译:变形土壤滞回水滞留曲线的建模研究进展

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Experimental findings on the hysteretic nature of the soil water retention curve, relating the degree of saturation to the matric suction, have generally to be superimposed with the aspects due to the deforma-bility of the soil matrix. Indeed, most state-of-the-art models for retention curves only feature one of these two essential features, that is either capillary hysteresis or void ratio dependency. In an effort to set an advanced comprehensive model for the retention curves, it is proposed to review some recent results of the capillary hysteresis and focus on the elasto-plastic analogy in the degree of saturation versus suction relationship. The paper also contributes to quantifying the effects of mechanical straining on the retention curve on the basis of experimental data from the literature besides those obtained by the authors. The intrinsic shape of the soil water retention curve is first defined, followed by the empiric relationship between air entry value and void ratio. The retention sub-model of a complete constitutive model for unsaturated soils is described, the mathematical formulation being based on kinematic hardening and featuring direct coupling with the mechanical stress-strain module. Model capabilities are assessed on complex retention outlines, displaying the added value of the proposed framework for prediction issues.
机译:由于土壤基质的可变形性,关于土壤保水曲线的滞后性的试验结果(将饱和度与基质吸力相关)通常必须与各个方面相叠加。实际上,大多数最新的保留曲线模型仅具有这两个基本特征之一,即毛细管滞后或空隙率依赖性。为了建立保留曲线的高级综合模型,建议回顾一下毛细管滞后的一些最新结果,并着眼于饱和度与吸力关系的弹塑性类比。除了作者提供的实验数据之外,本文还基于文献的实验数据,有助于量化机械应变对保留曲线的影响。首先定义土壤保水曲线的内在形状,然后定义空气进入值与空隙率之间的经验关系。描述了一个完整的非饱和土本构模型的保留子模型,其数学公式基于运动硬化,并与机械应力-应变模块直接耦合。在复杂的保留纲要上评估模型的功能,以显示所提出的预测问题框架的附加值。

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