[1]曹辉,杨小聪,王贺,等.自然崩落法可崩性研究现状及发展趋势[J].中国矿业,2015,24(10):113-117.
CAO Hui, YANG Xiaocong, WANG He, et al. State of predicting study for block caving[J]. China Mining Magezine, 2015,24(10): 113-117.
[2]戴庆, 童光煦. 用边界元法模拟崩落过程中底部结构应力变化规律[J]. 金属矿山, 1989(8): 7-12,21.
DAI Qing, TONG Guangxu. Simulation of the variation of stress in the bottom structure during the process of caving by boundary element method[J]. Metallic Metals,1989(8): 7-12,21.
[3]王利, 陈亚娟, 高谦. 拉底诱导的岩体崩落过程区数值模拟[J]. 有色金属(矿山部分), 2009, 61(3): 44-48.
WANG Li, CHEN Yajuan, GAO Qian. Numerical simulation oncavingprocess zoneinduced by undercut[J]. Nonferrous Metals (Minerals), 2009, 61(3): 44-48.
[4]梁江波,刘华武,冯兴隆.自然崩落法超前拉底数值模拟研究[J].矿业研究与开发,2017,37(2):93-96.
LIANG Jiangbo, LIU Huawu, FENG Xinglong. Numerical simulation study on advanced undercutting in block caving method[J]. Mining Research & Development, 2017,37(2): 93-96.
[5]张少杰,夏长念,陈小伟.两种拉底方案的底部结构应力变化对比分析[J].中国矿山工程,2017,46(2):14-18.
ZHANG Shaojie, XIA Changnian, CHEN Xiaowei. Comparative analysis of stress changes in the bottom structure of two kinds of bottoming schemes[J]. China Mine Engineering, 2017, 46(2): 14-18.
[6]王连庆,高谦,王建国,等.自然崩落采矿法的颗粒流数值模拟[J].北京科技大学学报,2007(6):557-561.
WANG Lianqing, GAO Qian, WANG Jianguo, et al. Numerical simulation of particle flow in natural caving mining method[J]. Journal of University of Science and Technology Beijing, 2007(6): 557-561.
[7]周杭,侯克鹏,梁维,等.基于PFC2D的自然崩落法数值模拟[J].有色金属,2017,69(2):67-72,77.
ZHOU Hang, HOU Kepeng, LIANG Wei, et al.Numerical simulation of natural caving method based on PFC2D[J].Nonferrous Metals,2017,69(2):67-72,77.
[8]YANG X, KULATILAKE P H S W, JING H, et al. Numerical simulation of a jointed rock block mechanical behavior adjacent to an underground excavation and comparison with physical model test results [J]. Tunnelling and Underground Space Technology , 2015,50: 129-142 .
[9]LISJAK A , GRASSELLI G . A review of discrete modeling techniques for fracturing processes in discontinuous rock masses[J]. Journal of Rock Mechanics & Geotechnical Engineering, 2014, 6(4):301-314.
[10]ZHANGY, STEAD D, ELMO D. Characterization of strength and damage of hard rock pillars using a synthetic rock mass method[J]. Computers and Geotechnics ,2015,65:56-72.
[11]HOEK E, MARTIN C D. Fracture initiation and propagation in intact rock—A review[J]. Journal of Rock Mechanics and Geotechnical Engineering, 2014, 6(4):287-300.
[12]BAHAADDINI M, HAGAN P C, MITRA R, et al. Experimental and numerical study of asperity degradation in the direct shear test[J]. Engineering Geology, 2016, 204:41-52.
[13]刘畅,陈晓雪,张文,等.PFC数值模拟中平行粘结细观参数标定过程研究[J].价值工程,2017,36(26):204-207.
LIU Chang, CHEN Xiaoxue, ZHANG Wen, et al. Study on calibration process of parallel bonding meso-structure parameter in PFC numerical simulation[J]. Value Engineering, 2017, 36(26): 204-207.
[14]王涛,盛谦,熊将.基于颗粒流方法自然崩落法数值模拟研究[J].岩石力学与工程学报,2007(S2):4202-4207.
WANG Tao, SHENG Qian, XIONG Jiang. Research on numerical simulation of natural caving method based on particle flow method[J]. Chinese Journal of Rock Mechanics and Engineering, 2007(S2): 4202-4207.
[15]FAIRHURST. CHARLES, Some challenges of deep mining[J]. Engineering, 2017, 3(4):527-537.
[16]石崇, 徐卫亚. 颗粒流数值模拟技巧与实践[M]. 北京:中国建筑工业出版社, 2015.
[17]蒋明镜,方威,司马军.模拟岩石的平行粘结模型微观参数标定[J].山东大学学报(工学版),2015,45(4):50-56.
JIANG Mingjing, FANG Wei, SIMA Jun. Calibration of micro-parameters of parallel bonded model ofrocks[J]. Journal of Shandong University (Engineering Science), 2015, 45(4): 50-56.
[18]WANG T, HU W, ELSWORTH D. The effect of natural fractures on hydraulic fracturing propagation in coal seams[J]. Journal of Petroleum Science & Engineering, 2017, 150:180-190.
[19]CASTRO-FILGUEIRA U, ALEJANO L R, ARZA J, et al. Sensitivity analysis of the micro-parametersused in a PFC analysis towards the mechanical properties of rocks[J]. Procedia Engineering, 2017, 191:488-495.