Estimation of block sizes for rock masses with non-persistent joints

被引:102
|
作者
Kim, B. H.
Cai, M.
Kaiser, P. K.
Yang, H. S.
机构
[1] Laurentian Univ, MIRARCO Inc, Geomech Res Ctr, Sudbury, ON P3E 2C6, Canada
[2] Korea Resources Corp, Iksan Branch Off, Iksan, South Korea
[3] Chonnam Natl Univ, Dept Civil Geosyst & Environm Engn, Kwangju, South Korea
关键词
block size; jointed rock mass; GSI system; joint persistence; simulation;
D O I
10.1007/s00603-006-0093-8
中图分类号
P5 [地质学];
学科分类号
0709 ; 081803 ;
摘要
Discontinuities or joints in the rock mass have various shapes and sizes. Along with the joint orientation and spacing, the joint persistence, or the relative size of the joint, is one of the most important factors in determining the block sizes of jointed rock masses. Although the importance of joint persistence on the overall rock mass strength has long been identified, the impact of persistence on rock strength is in most current rock mass classification systems underrepresented. If joints are assumed to be persistent, as is the case in most designs, the sizes of the rock blocks tend to be underestimated. This can lead to more removable blocks than actually exist in-situ. In addition, a poor understanding of the rock bridge strength may lead to lower rock mass strengths, and consequently, to excessive expenditure on rock support. In this study, we suggest and verify a method for the determination of the block sizes considering joint persistence. The idea emerges from a quantitative approach to apply the GSI system for rock mass classification, in which the accurate block size is required. There is a need to statistically analyze how the distribution of rock bridges according to the combination of joint orientation, spacing, and persistence will affect the actual size of each individual block. For this purpose, we generate various combinations of joints with different geometric conditions by the orthogonal arrays using the distinct element analysis tools of UDEC and 3DEC. Equivalent block sizes (areas in 2D and volumes in 3D) and their distributions are obtained from the numerical simulation. Correlation analysis is then performed to relate the block sizes predicted by the empirical equation to those obtained from the numerical model simulation. The results support the concept of equivalent block size proposed by Cai et al. (2004, Int. J. Rock Mech. Min. Sci., 41(1), 3-19).
引用
收藏
页码:169 / 192
页数:24
相关论文
共 50 条
  • [21] Cracking Processes and Failure Modes of Rock-Like Specimens with a Set of Non-persistent Joints
    Jiaqi Guo
    Pengfei Liu
    Shanxiu Huang
    Yuan Qian
    Guangjun Liu
    Geotechnical and Geological Engineering, 2021, 39 : 1237 - 1257
  • [22] Modeling progressive failures in rock slopes with non-persistent joints using the numerical manifold method
    An, Xinmei
    Ning, Youjun
    Ma, Guowei
    He, Lei
    INTERNATIONAL JOURNAL FOR NUMERICAL AND ANALYTICAL METHODS IN GEOMECHANICS, 2014, 38 (07) : 679 - 701
  • [23] Constitutive model of rock mass with non-persistent joints based on coupling macroscopic and mesoscopic damages
    Yuan Xiao-qing
    Liu Hong-yan
    Liu Jing-ping
    ROCK AND SOIL MECHANICS, 2015, 36 (10) : 2804 - 2814
  • [24] Cracking Processes and Failure Modes of Rock-Like Specimens with a Set of Non-persistent Joints
    Guo, Jiaqi
    Liu, Pengfei
    Huang, Shanxiu
    Qian, Yuan
    Liu, Guangjun
    GEOTECHNICAL AND GEOLOGICAL ENGINEERING, 2021, 39 (02) : 1237 - 1257
  • [25] A dynamic damage constitutive model for a rock mass with non-persistent joints under uniaxial compression
    Liu, H. Y.
    Su, T. M.
    MECHANICS RESEARCH COMMUNICATIONS, 2016, 77 : 12 - 20
  • [26] Effect of non-persistent joints distribution on shear behavior
    Lin, Hang
    Ding, Xuran
    Yong, Rui
    Xu, Wanzhong
    Du, Shigui
    COMPTES RENDUS MECANIQUE, 2019, 347 (06): : 477 - 489
  • [27] A new parameter to describe the persistency of non-persistent joints
    Wasantha, P. L. P.
    Ranjith, P. G.
    Xu, T.
    Zhao, J.
    Yan, Y. L.
    ENGINEERING GEOLOGY, 2014, 181 : 71 - 77
  • [28] Lower Bound Limit Analysis of Non-Persistent Jointed Rock Masses Using Mixed Numerical Discretization
    Liu, Wenlian
    Xu, Hanhua
    Sui, Sugang
    Li, Ze
    Zhang, Xiaoyan
    Peng, Pu
    APPLIED SCIENCES-BASEL, 2022, 12 (24):
  • [29] Study on Representative Volume Elements Considering Inhomogeneity and Anisotropy of Rock Masses Characterised by Non-persistent Fractures
    Ma, Wenliang
    Chen, Huie
    Zhang, Wen
    Tan, Chun
    Nie, Zhenbang
    Wang, Jia
    Sun, Qi
    ROCK MECHANICS AND ROCK ENGINEERING, 2021, 54 (09) : 4617 - 4637
  • [30] Study on Representative Volume Elements Considering Inhomogeneity and Anisotropy of Rock Masses Characterised by Non-persistent Fractures
    Wenliang Ma
    Huie Chen
    Wen Zhang
    Chun Tan
    Zhenbang Nie
    Jia Wang
    Qi Sun
    Rock Mechanics and Rock Engineering, 2021, 54 : 4617 - 4637