砂的内在特性与用于预测岩土工程量的粒度分布数学模型参数之间的关系

Brige Dublin Boussa Elenga, L. Ahouet, Sylvain Ndinga Okina
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引用次数: 0

摘要

这项工作描述了砂的内在特性与四个数学模型参数之间的关系,这四个数学模型能够最好地模拟建筑用砂的实验曲线和岩土特性。使用 "Origin.Pro.2019 "软件平滑分级曲线、定义数学模型参数并将其与岩土工程数据联系起来。为实现这一目标,使用确定系数(R2)最高、统计系数(χ²)最低的数学模型来建立砂的内在特性之间的相关性。所使用的相关性是决定系数大于或等于 0.9 的相关性。所得结果表明,所使用的模型能很好地描述实验曲线。模型参数与粒度分数和岩土参数相关。表示高斯模型和指数模型参数(A1、Xc、A、W、Yo)以及参数(t1)的点的演变与随机选择的七个岩土工程量的函数关系分别为多线性拟合和线性拟合。通过求解所用模型的数学表达式,这项研究对于从模拟的岩土工程量曲线预测岩土工程量非常重要。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Relationship between the Intrinsic Properties of Sands and the Parameters of Mathematical Particle Size Distribution Models for Predicting Geotechnical Quantities
This work characterizes the relationships between the intrinsic properties of sands and the parameters of four mathematical models that best simulate the experimental curves and geotechnical properties of sands used in construction. Origin.Pro.2019" software was used to smooth the grading curves, define the parameters of the mathematical models and link them to the geotechnical data. To achieve this objective, the correlations between the intrinsic properties of the sands are developed using mathematical models with the highest coefficient of determination (R2) and the lowest statistical coefficient (χ²). The correlations used are those with a coefficient of determination greater than or equal to 0.9. The results obtained show that the models used provide a good description of the experimental curves. The model parameters are correlated with the granulometric fractions and the geotechnical parameters. The evolution of the points expressing the parameters of the Gaussian and exponential models (A1, Xc, A, W, Yo) and the parameter (t1) as a function of seven randomly chosen geotechnical quantities, are polylinear and linear fits, respectively. This study is important for predicting a geotechnical quantity from a modelled grading curve, by solving the mathematical expressions of the models used.
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