Thermo-hydro-mechanical coupling model of Elastic Modulus Characteristic Curve for Unsaturated Soils

• Published in: Computers and geotechnics Vol. 162; p. 105704
• Main Authors: Pham, Tuan A., Medero, Gabriela M., Sutman, Melis
• Format: Journal Article
• Language: English
• Published: Elsevier Ltd 01.10.2023
• Subjects: elastic modulus; Jord- och bergmekanik; Soil and Rock Mechanics; soil suction; soil-water characteristic curve; temperature; thermal-hydro-mechanical behavior; unsaturated soil; thermal-hydro-mechanical behavior; unsaturated soil; temperature; soil suction; soil-water characteristic curve; elastic modulus
• ISSN: 0266-352X; 1873-7633; 1873-7633
• DOI: 10.1016/j.compgeo.2023.105704

The settlement has been reported to regularly be a fundamentalfactorin controllingthe stability of geotechnical structures. Because the theory of elasto-plasticity is widely employedto predict the settlement, the elastic modulus isa vital parameter that is regularly utilized for theoretical calculation. Moreover, thermomechanical behaviour of unsaturated soils has recently received considerable attention because its importance in various energy geostructures applications, as well as in relation to climate change. This paper presents a coupled thermo-hydro-mechanical model of the elastic modulus characteristic curve (EMCC) that was developed based on the effective stress theories of unsaturated soils. The proposed model uses the soil-water characteristic curve (SWCC) and the modulus of elasticity under saturated conditions to predict the variation of modulus of elasticity with matric suction for unsaturated soils. The successful prediction performance of the proposed model is demonstrated by the comparison of measured and predicted outcomes for various published data sets in the literature related to different soil types. The proposedmethod was thenused to present a parametric study considering the coupled impact of some important parameters on SWCC and EMCC. The analysis results indicated that the normalized elastic modulus rate increases with increasing matric suction, hydraulic conductivity, soil density, andwith decreasing flow rates, temperatures, and normal stresses.