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A multi-variable equation for relationship between limiting void ratios of uniform sands and morphological characteristics of their particles

机译:一种多变量方程,用于限制空隙率的均匀砂空隙比与粒子形态特征的关系

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摘要

The limiting void ratios (i.e., the minimum and the maximum void ratios) are two important index properties, which are related to the compressibility, shear strength, and permeability of granular soils. Experimental studies have shown that the limiting void ratios are correlated to morphological properties of soil particles (i.e. particle size and particle shape). However, empirical equations available in literature for the limiting void ratios are generally single-variable functions of either particle size, or particle shape. In this study, we propose multi variable equations, in which the limiting void ratios are functions of both particle size and particle shape. The coupled effects of particle size and particle shape on the limiting void ratios are illustrated. Advantages of the proposed multi-variable equations over the existing single-variable equations are shown by comparing the calculated void ratios with the experimental data on a large number of uniform sand samples. The proposed multi-variable equations can be applied to predict the limiting void ratios of uniform sands encountered in geotechnical engineering projects in order to properly support heavy loads.
机译:限制空隙率(即,最小值和最大空隙率)是两个重要指标性质,其与粒状土壤的可压缩性,剪切强度和渗透性有关。实验研究表明,限制空隙率与土壤颗粒的形态特性相关(即粒度和颗粒形状)。然而,用于限制空隙率的文献中可用的经验方程通常是粒径或颗粒形状的单变量。在该研究中,我们提出了多种可变方程,其中限制空隙率是粒度和颗粒形状的函数。示出了粒度和颗粒形状对限制空隙率的耦合效果。通过将计算的空隙率与大量均匀砂样的实验数据进行比较,示出了所提出的多变量方程的优点。所提出的多变量方程可以应用于预测岩土工程项目中遇到的均匀砂的限制空隙率,以便适当地支持重负荷。

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