Abstract

The shear characteristics of rock joints under constant normal stiffness (CNS) boundary condition are critical to the stability of underground engineering rock mass. Five different rock joint profiles with random morphology were constructed using the independent segmentation method of the Hurst exponent. Based on the continuously yielding joint model, the discrete element calculation models of double rough parallel joints with different joint surface roughness and spacing of joints under CNS boundary condition were established using UDEC software to investigate the shear effect of joints under CNS boundary condition. The results show that under CNS boundary condition, the shear stress, normal displacement, normal stress, and surface resistance index (SRI) all increase with the increase of joint surface roughness coefficient (JRC) for both single- and double-joint specimens, and these of the single-joint are greater than these of the double-joint. With the increase of the joint spacing d, the peak shear stress τy, and the peak surface resistance index (SRIp) show a gradually increasing trend, and the influence of d on τy and SRIp is greater with the increase of JRC, and both τy and SRIp show a linear increasing trend with the increase of JRC. With the increase of d for the same JRC, both normal displacement and normal stress show a gradually increasing trend, and also, the increased amplitudes gradually increase; with the increase of JRC for the same d, the two parameters also show an increasing trend.

Highlights

  • A large number of joints that exist in natural rock masses can play a vital role in controlling the shear and deformability properties of engineering rock masses

  • The shear behavior is governed by initial normal stress, joint surface roughness, normal stiffness magnitude, shear-slip displacement, and joint spacing

  • Haque (1999) used the spring system to model the constant normal stiffness (CNS) direct shear boundary and selected the continuously yielding (CY) joint model in UDEC; the numerical simulation results are in an excellent agreement with the laboratory data to ensure the capability of the numerical method in reproducing the shear mechanical behavior of the physical specimen

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Summary

Introduction

A large number of joints that exist in natural rock masses can play a vital role in controlling the shear and deformability properties of engineering rock masses. Cui et al (2019) carried out shear tests under CNL and CNS boundary conditions and investigated the effects of boundary conditions, initial normal stress, and joint roughness on the shearing behavior of the artificial joints.

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