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作 者:Donghui Chen Huie Chen Wen Zhang Junqing Lou Bo Shan
机构地区:[1]College of Construction Engineering,Jilin University,Changchun,130026,China [2]Northeast Electric Power Design Institute Co.,Ltd.,Changchun,130021,China
出 处:《Journal of Rock Mechanics and Geotechnical Engineering》2022年第3期825-836,共12页岩石力学与岩土工程学报(英文版)
基 金:financially supported by the National Nature Science Foundation of China (Grant Nos. 42022053 and 41877220)
摘 要:The equivalent elastic modulus is a parameter for controlling the deformation behavior of fractured rock masses in the equivalent continuum approach.The confining stress,whose effect on the equivalent elastic modulus is of great importance,is the fundamental stress environment of natural rock masses.This paper employs an analytical approach to obtain the equivalent elastic modulus of fractured rock masses containing random discrete fractures(RDFs)or regular fracture sets(RFSs)while considering the confining stress.The proposed analytical solution considers not only the elastic properties of the intact rocks and fractures,but also the geometrical structure of the fractures and the confining stress.The performance of the analytical solution is verified by comparing it with the results of numerical tests obtained using the three-dimensional distinct element code(3DEC),leading to a reasonably good agreement.The analytical solution quantitatively demonstrates that the equivalent elastic modulus increases substantially with an increase in confining stress,i.e.it is characterized by stress-dependency.Further,a sensitivity analysis of the variables in the analytical solution is conducted using a global sensitivity analysis approach,i.e.the extended Fourier amplitude sensitivity test(EFAST).The variations in the sensitivity indices for different ranges and distribution types of the variables are investigated.The results provide an in-depth understanding of the influence of the variables on the equivalent elastic modulus from different perspectives.
关 键 词:Equivalent elastic modulus Confining stress Rock masses Sensitivity
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