Abstract

Based on the experimental results of an intact rock specimen under uniaxial compression, particle flow code (PFC2D) was adopted to carry out a discrete element modeling (DEM) for the mechanical behavior of heterogeneous rocks containing X-shaped fissures (two intersecting symmetric single fissures) under uniaxial compression. The influences of β (the acute angle between two single fissures) and the direction angle α (the acute angle between the bisector of β and perpendicular to the loading direction) on the strength, deformation, energy, crack propagation, and ultimate failure mode were analyzed in detail. Numerical simulated results showed the following: (1) Due to the X-shaped fissures, not only the peak strength, elastic modulus, crack initiation stress, and damage stress were significantly reduced, and the reduced degree of the peak strength was obviously greater than that of the elastic modulus, but also the brittleness and energy were significantly weakened. (2) The peak strength and elastic modulus generally decreased with the increase of β and increased with the increase of α . Moreover, the change trends of crack initiation stress, damage stress, boundary energy, and total strain energy at the peak stress were consistent with the peak strength. (3) Regardless of the changes of α and β , models all firstly initiated wing cracks at the two tips of the single fissure with a larger inclination angle, and the crack initiation angle decreased with the increase of the inclination angle of the single fissure. (4) The fracture was dominated by tensile microcracks, and no microcracks were generated in a certain range of the X-shaped fissure center. The failure mode was mainly split along the axial direction, and the failure surface started from the tips of the fissure and extended to both ends of models. (5) The uniaxial compressive strength and elastic modulus increased exponentially with the increase of the homogeneity factor. When the homogeneity factor was small, the microcracks were more evenly distributed in the models; when the homogeneity factor was large, the microcracks were mainly concentrated at the tips of the fissure in the models. This study can provide some references for the correct understanding of the mechanical properties of rock masses containing X-shaped fissures.

Highlights

  • Due to the long-term geological tectonics and human activities, there are often many natural fissures in the rock mass, which will degrade the mechanical properties of rock mass [1,2,3,4,5,6,7,8,9,10,11,12] and lead to engineering accidents and disasters

  • (3) Regardless of the changes of α and β, models all firstly initiated wing cracks at the two tips of the single fissure with a larger inclination angle, and the crack initiation angle decreased with the increase of the inclination angle of the single fissure

  • The failure mode was mainly split along the axial direction, and the failure surface started from the tips of the fissure and extended to both ends of models

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Summary

Introduction

Due to the long-term geological tectonics and human activities, there are often many natural fissures in the rock mass, which will degrade the mechanical properties of rock mass [1,2,3,4,5,6,7,8,9,10,11,12] and lead to engineering accidents and disasters. Wang GL et al [25] have analyzed the influence of the inclination angle of the Z-shaped fissure on the strength, deformation, and crack propagation, and the results indicated that the failure modes are mainly divided into tension failure, shear failure, and tensile-shear mixed failure. It can be seen from the above research that the current research mainly focuses on single fissures, double fissures, elliptical fissures, arc-shaped fissures, and Z-shaped fissures. Microparameters Particle density (kg·m-3) Minimum particle size (mm) Particle size ratio Particle contact modulus (GPa) Particle stiffness ratio Particle friction coefficient Homogeneity factor Parallel bonding modulus (GPa) Parallel bonding stiffness ratio Characteristic value of parallel bond tensile strength (MPa) Characteristic value of parallel bond cohesion (MPa) Friction angle of parallel bond (°)

Discrete Element Modeling Method
Experimental results
Simulation Results
Heterogeneity Analysis
Conclusion
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