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Microstructural Investigation of Soil Suction and Hysteresis of Fine-Grained Soils

机译:细粒土壤的吸力和滞后性的微观结构研究

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摘要

The relationship between soil suction and degree of water saturation (also known as the soil-water characteristic curve or SWCC) for a given soil depends on a number of variables such as the soil type, mineral type, fluid type, pore size distribution, and anisotropy. In addition, the SWCC is found to exhibit a form of hysteresis, in that it is different in wetting and drying. Design of structures founded on unsaturated soils requires an in-depth microscopic understanding of the variables controlling SWCC and the underlying hysteresis. Most of the past basic studies have focused on granular materials, with solid particles represented by spheres. The present study is focused on clayey soils involving platelike solids. The analysis method of molecular dynamics (MD) is used to understand the nature of clay-water capillary meniscus. On the basis of the observations from the MD analysis and the Young-Laplace equation, a model is proposed for predicting SWCC and the associated hysteresis. The microscopic parameters needed for the model are obtained by analyzing the fabric of numerical specimens prepared by the discrete-element method (DEM) of analysis of an assembly of clay particles. The results are shown to be consistent with experimental observations.
机译:给定土壤的吸力与含水饱和度之间的关系(也称为土壤水特征曲线或SWCC)取决于许多变量,例如土壤类型,矿物质类型,流体类型,孔径分布和各向异性。另外,发现SWCC表现出滞后形式,因为其润湿和干燥不同。基于非饱和土壤的结构设计需要对控制SWCC和潜在滞后的变量有深入的微观了解。过去的大多数基础研究都集中在以球形为代表的固体颗粒材料上。本研究的重点是涉及板状固体的粘性土壤。分子动力学(MD)的分析方法用于了解粘土-水毛细管弯月面的性质。基于MD分析和Young-Laplace方程的观察结果,提出了一个预测SWCC和相关磁滞的模型。该模型所需的微观参数是通过分析数字样本的织物获得的,该数字样本是通过对粘土颗粒的组装进行分析的离散元素方法(DEM)制备的。结果表明与实验观察结果一致。

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