Abstract

A series of COMSOL numerical models were established to study the chemical compatibility of GCLs (geosynthetic clay liner). The effect of chemistry on the mesoscopic structure and the hydraulic conductivity of GCLs was investigated. The factors, including the initial mobile porosity, the swelling ratio, the pore size, and the ionic strength, were discussed as well. The mesoscopic mechanism of the physical and chemical processes of GCLs was explored by the COMSOL models. The hypothesis that the final mobile porosity and the final pore size are the key factors of the hydraulic conductivity of GCLs was proven by the simulation. Meanwhile, when the ionic strength increased from low to medium, the changes in pore size, mobile porosity, and hydraulic conductivity were obvious. However, when the ionic strength increased from medium to high, the changes of these parameters tended to be gentle, and the changes in hydraulic conductivity were not obvious. Moreover, a theoretical model considering the effect of the initial particle size, the initial mobile porosity, and the ionic strength was developed to predict the hydraulic conductivity of GCLs in a chemical solution. This theoretical model was verified by experimental data. A good agreement was obtained.

Highlights

  • Geosynthetic clay liners (GCLs) are factory-manufactured hydraulic barriers consisting of a thin layer of sodium bentonite (Na-B) clay sandwiched between two geotextiles, which are bonded by needle punching or stitching [1]

  • Many kinds of research have shown that the hydraulic conductivity of GCLs depends on the mobile porosity [8,9,10,11,12], which is sensitive to the chemical solution [13,14,15]

  • Twelve COMSOL models that represent the GCLs under DIW were developed and calculated

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Summary

Introduction

Geosynthetic clay liners (GCLs) are factory-manufactured hydraulic barriers consisting of a thin layer of sodium bentonite (Na-B) clay (approximately 3–5 kg/m2) sandwiched between two geotextiles, which are bonded by needle punching or stitching [1]. As can be seen from Equation 7, the hydraulic conductivity was quadratic dependent initial mobile porosity and the initial particle size, Formula (9) for calculating the hydraulic conductivity of GCLs in DIW could be obtained.

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