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Gold Science and Technology ›› 2020, Vol. 28 ›› Issue (4): 509-520.doi: 10.11872/j.issn.1005-2518.2020.04.029

• Mining Technology and Mine Management • Previous Articles     Next Articles

Experimental Study and Numerical Simulation Analysis of Crack Propagation Characteristics of Crisscross Fracture

Guicheng HE1(),Kexu CHEN1,2,Bing DAI1,2(),Chengcheng WANG1   

  1. 1.School of Resource Environment and Safety Engineering,University of South China,Hengyang 421000,Hunan,China
    2.Deep Mining Laboratory of Shandong Gold Group Co. ,Ltd. ,Yantai 261442,Shandong,China
  • Received:2020-01-02 Revised:2020-05-21 Online:2020-08-31 Published:2020-08-27
  • Contact: Bing DAI E-mail:Hegc9210@163.com;daibingusc@usc.edu.cn

Abstract:

Defects in rocks make their physical properties anisotropic.When subjected to external force,the defect will crack,expand and even destroy.Therefore,it is very important to study its failure behavior to predict the instability of engineering structure.Previous studies are more concentrated on the evolution process of single fracture or non intersecting multi fracture,however,rock fracture often exists in the form of intersecting multi fracture in practical engineering.Based on RMT-150B,the cross fracture rock samples (150 mm×200 mm×45 mm) with different fracture inclination were prepared in the laboratory,and the uniaxial compression test was carried out with the displacement controlled loading mode of 0.01 mm/s.The results show that the peak strength and modulus of elasticity of the cross fracture specimen are lower than that of the intact specimen.The peak strength,modulus of elasticity and crack initiation stress increase first and then decrease with the increase of fracture inclination.In order to make up for the shortcomings of laboratory test technology in reflecting the macro and micro morphology of cross cracks,PFC2D numerical simulation technology was used to calibrate the micro parameters of the numerical model by comparing the deformation and failure characteristics of the complete specimen.The results of numerical simulation show that the relationship between peak strength,modulus of elasticity,initial crack stress and crack inclination is basically consistent with the results of laboratory tests.From the process of crack evolution,it is observed that the inclination angle of 0° is the simultaneous cracking from the tip of the primary and secondary cracks,the inclination angle of 30° is the crack initiation from the tip of the primary crack,and the inclination angle of 45° and 60° are the cracks from the tip of the secondary crack.The number curves of microcracks are divided into four stages,namely quiescent period, slow increase period, mid-term increase period, and most active period,and the growth rate of the latter stage is always higher than that of the former stage,the change characteristics of cracks are different in different stages.It can be clearly seen from the displacement field that when the inclination angles are 0°,30° and 45°respectively,the specimen is the diagonal shear failure controlled by the secondary fracture.When the inclination angle is 60°,the specimen is mainly the shear failure controlled by the main fracture.

Key words: crisscross fracture, rock-like specimen, numerical simulation, fracture propagation, the number of microcracks, shear failure

CLC Number: 

  • TU45

Table 1

Mechanical parameters of complete sample"

参数数值参数数值
密度ρ/(kg·m-31 999黏聚力C/MPa3.98
抗压强度σc/MPa23.6泊松比ν0.29
抗拉强度σt/MPa3.44内摩擦角ψ/(°)36.2
弹性模量E/GPa43.14

Fig.1

Model of crisscross crack specimen"

Fig.2

Modified RMT-150B servo rigid test machine"

Fig.3

Comparison of experimental and numerical simulation of failure modes of complete test block under compression"

Table 2

Micro-parameters in PFC for the complete sample"

参数取值参数取值
颗粒密度/(kg·m-31 999颗粒摩擦因子0.3
最小颗粒半径/mm0.4平行黏结拉伸应力/MPa14±1
最大颗粒半径/mm0.5平行黏结黏聚力/MPa8.5±0.5
颗粒刚度比1.9平行黏结拉伸摩擦角/(°)36.2
平行黏结刚度比1.9

Fig.4

Numerical analysis model of fracture body and micro-contact diagram"

Fig.5

Comparison of experimental and numerical stress-strain curves under different fracture inclination angles"

Fig.6

Curves of peak intensity with fracture inclination angles"

Fig.7

Effect of fracture inclination angle on deformation parameters of crisscross fracture specimens"

Fig.8

Relationship between crack initiation stress and fracture inclination angle"

Fig.9

Failure process diagrams of samples in PFC and experimental under different fracture inclination angles"

Fig.10

Curves of the number of microcracks with strain under different fracture inclination angles"

Fig.11

Main displacement,horizontal displacement and vertical displacement of the specimen after failure under different fracture inclination angles in PFC"

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