AUTHOR=Du Yuxiang , Fu Xiaodong , Sheng Qian , Zhang Zhenping , Du Wenjie , Ding Haifeng , Liu Tingting 

TITLE=A quantitative description method for the mechanical behavior of soil-rock mixture as affected by water content

JOURNAL=Frontiers in Ecology and Evolution

VOLUME=11

YEAR=2023

URL=https://www.frontiersin.org/journals/ecology-and-evolution/articles/10.3389/fevo.2023.1249657

DOI=10.3389/fevo.2023.1249657

ISSN=2296-701X

ABSTRACT=<p>The mechanical properties of soil rock mixture (S-RM) are complex, especially the strength deterioration after encountering water, which readily leads to engineering instability. A series of large triaxial tests of S-RM with different water contents under various confining pressures were performed, the mechanical properties of S-RM were explored from a macroscopic perspective. The constitutive model of S-RM – an extended Duncan-Chang (DC) model considering water content – was developed. The results show that: (a) the stress-strain curves of S-RM are strain hardening type, the peak strength decreases non-linearly with the increase of water content, the higher the water content of sample, the more significant the bulging phenomenon and the more numerous and extensive the surface cracks; (b) the cohesion <italic>c</italic> and internal friction angle <italic>φ</italic> of S-RM both decrease approximately linearly with the increase of water content, and the secant modulus decreases significantly with the increase of water content, the reason of which can be attributed to the porosity and compression characteristics of S-RM; (c) the extended DC model can be used to describe the mechanical behavior of S-RM affected by water under triaxial test conditions. The material constant <italic>K</italic>, failure ratio <italic>R</italic><sub>f</sub>, <italic>c</italic>, and <italic>φ</italic> are all related to water content <italic>ω</italic>, while material constant <italic>n</italic> is independent, only <italic>ω</italic>, <italic>n</italic>, maximum principal stress <italic>σ</italic><sub>1</sub>, and minimum principal stress <italic>σ</italic><sub>3</sub> are needed to determine the tangent modulus of the DC model of S-RM. The results can provide an experimental basis and mechanical understanding applicable to engineering practice in an S-RM formation.</p>