Swelling Pressure Prediction of Compacted Unsaturated Expansive Soils

IF 0.8 Q3 ENGINEERING, MULTIDISCIPLINARY International Journal of Engineering Research in Africa Pub Date : 2022-03-15 DOI:10.4028/p-eq1419
Aneke Frank Ikechukwu, M. Mostafa
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引用次数: 2

Abstract

Generally, expansive soils undergoes significant volumetric deformation, which causes structural damages to existing infrastructures. Damages due to expansive activities are noticeable in pavements, buildings, earth dams, retaining walls etc. To estimate swelling stress, accurate assessment of soil absorption of water over time, with respect to soil volumetric change is required. However, the time frame requires for completion of swelling cycle is relatively long. With this in view, several attempts with great success have been made by researchers to predict swelling pressure of expansive soils using soil mechanics index properties. In this study, the interrelation between unsaturated soil mechanics property i.e. Matric suction () and geotechnical soil indexes were utilized to develop three predictive multi-regression equation for swelling stress. Series of Atterberg limit tests, matric suction tests, free swell index (FSI) tests and zero swelling tests (ZST) were performed to obtain the dependent and independent variables for the multi-regression analysis. Based on the experimental results, empirical relationships were developed to determine swelling stress as a function of matric suction, gravimetric moisture content (GMC), FSI, dry density and plasticity index using mathematical software package (NCSS11). The developed predictive multi-regression models were used to estimate the experimental swelling stress (. The scattered plot showed good agreement between the measured and predicted data, with coefficient of determination (R2) and mean square error (MSE) of 0.9443, 0.9793, 0.9310 and 0.0051%, 0.0021% and 0.0067% for models 1, 2 and 3 respectively.
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压实非饱和膨胀土的膨胀压力预测
通常,膨胀土会发生显著的体积变形,这会对现有基础设施造成结构性破坏。膨胀活动造成的损坏在路面、建筑物、土坝、挡土墙等中很明显。为了估计膨胀应力,需要根据土壤体积变化准确评估土壤随时间的吸水率。然而,完成溶胀循环所需的时间框架相对较长。有鉴于此,研究人员已经进行了几次尝试,并取得了巨大成功,利用土壤力学指标特性预测膨胀土的膨胀压力。在本研究中,利用非饱和土的力学性质,即基质吸力()和岩土指标之间的相互关系,建立了膨胀应力的三个预测多元回归方程。进行了一系列的阿太堡极限试验、基质抽吸试验、自由膨胀指数(FSI)试验和零膨胀试验(ZST),以获得用于多元回归分析的因变量和自变量。基于实验结果,使用数学软件包(NCS11)建立了膨胀应力作为基质吸力、重量含水量(GMC)、FSI、干密度和塑性指数的函数的经验关系。所开发的预测多元回归模型用于估计实验膨胀应力(。散点图显示测量数据和预测数据之间的良好一致性,模型1、2和3的确定系数(R2)和均方误差(MSE)分别为0.9443、0.9793、0.9310和0.0051%、0.0021%和0.0067%。
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来源期刊
CiteScore
1.80
自引率
14.30%
发文量
62
期刊介绍: "International Journal of Engineering Research in Africa" is a peer-reviewed journal which is devoted to the publication of original scientific articles on research and development of engineering systems carried out in Africa and worldwide. We publish stand-alone papers by individual authors. The articles should be related to theoretical research or be based on practical study. Articles which are not from Africa should have the potential of contributing to its progress and development.
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