为研究平行双自由面岩体炮孔堵塞效应,借助动量定理推导出炮孔堵塞长度范围计算公式;利用有限元软件LS-DYNA,采用ALE多物质算法,建立4m深的四孔无限岩体模型。通过分析自由面附近单元应力峰值和岩体应力分布规律,得到:炸药长度为2.4m的无堵塞炮孔爆破效果最优;1.2m炸药长度的炮孔模型中,单向堵塞和非对称堵塞爆破对岩体的应力分布规律无影响,但岩体自由面附近单元的应力峰值增大,作用时间加长;双向对称堵塞的最佳堵塞长度为1.0~1.2m。对比不同参数下的工程爆破效果,采用数值模拟结果的工程爆效最优,证明了数值模拟结果的正确性。
Abstract
Rock fragmentation was examined for determining how stemming length affected blast effect. The formula for calculating borehole stemming length range was deduced by momentum theorem. The experiments of rock blasting with parallel double free-surface were simulated with the finite element software ANSYS/LS-DYNA, in which Multi-Material ALE method was used. A four-meter and four-hole infinite rock mass model was established. After analyzing peak stress of the element nearby the free surface and the stress distribution of the rock, we can obtain that the optimal explosive length is 2.4 m in borehole model experiment without stemming; In the borehole model with one-sided stemming or asymmetric double-sided stemming, blasting had no effect on the stress distribution law of rock mass, but the peak stress near the free surface increased and acting time lengthened; The optimal stemming length of model with symmetric double-sided blast hole is 1.0~1.2 m. The blasting effects of numerical simulation result was the best after comparing with other simulation results. The validity of numerical simulation result was thus proved.
关键词
平行双自由面 /
岩体爆破 /
堵塞长度 /
数值模拟
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Key words
parallel double free-surface /
rock mass blasting /
stemming length /
numerical simulation
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参考文献
[1] 李夕兵,凿岩爆破工程[M]. 长沙:中南大学出版社,2011.
LI Xi-bing, Drilling and blasting engineering[M]. Changsha: Central south university press, 2011.
[2] 郝亚飞,李海波,刘恺德,等. 单自由面爆破振动特征的炮孔堵塞长度效应[J].岩土力学,2011, 32(10):3105-3110.
HAO Ya-fei, LI Hai-bo, LIU Kai-de, et.al. Blasthole stemming length effects of single free-face blasting vibration characteristic. Rock and Soil Mechanics, 2011, 32(10): 3105 - 3110.
[3] 喻长智,古德生,杜炜平,等. 炮孔堵塞长度的计算[J]. 矿冶工程,1999,19(4):4-11.
Yu chang-zhi, GU De-sheng, DU Wei-ping, et al. A calculation of stem length of blasting hole[J].Mining and Metallurgical Engineering, 1999, 19(4): 4-11.
[4] 罗勇,沈兆武. 炮孔合理堵塞长度的研究[J]. 岩土工程技术,2006, 20(1):25-28.
LUO Yong, SHEN Zhao-wu. Study on stemming length in hole-charged blasting [J]. Geotechnical Engineering Technique, 2006, 20(1):25-28.
[5] 赵新涛,程贵海,冯国建. 炮孔堵塞长度的计算与实验研究[J].力学季刊, 2010, 31(2): 165-171.
ZHAO Xin-tao, CHENG Gui-hai, FENG Guo-jian. Calculation and experimental study of blast-hole stemming length[J].Chinese Quarterly of Mechanics, 2010, 31(2): 165-171.
[6] 罗伟,朱传云,祝启虎. 隧洞光面爆破中炮孔堵塞长度的数值分析[J]. 岩土力学,2008,29(9): 2487-2491.
LUO Wei, ZHU Chuan-yun, ZHU Qi-hu. Numerical simulation of stemming length in tunnel smooth blasting[J]. Rock and Soil Mechanics, 2008, 29(9): 2487-2491.
[7] 刘博. 水炮泥堵塞作用机理模型试验及应用研究[D]. 长沙:中南大学,2014.
LIU Bo. Model test and application study on Water Stemming Mechanism of action[D]. Changsha: Central South University, 2014
[8] 刘冰川. 深孔爆破一次成井炮孔堵塞理论研究及应用[D]. 长沙:中南大学,2014.
LIU Bing-chuan. Study on hole stemming theory of one-step deep hole raise blasting and its application[D]. Changsha: Central South University, 2014.
[9] 李廷春,刘洪强. 一次成井掏槽爆破炮孔合理封堵长度研究[J]. 中国矿业大学学报,2012,41(3):384-389.
LI Ting-chun, LIU Hong-qiang. Optimized cut hole stemming length for shaft excavation using one-step deep-hole blasting[J]. Journal of China University of Mining & Technology, 2012, 41(3):384-389.
[10] 白金泽. LS-DYNA3D理论基础与实例分析[M]. 北京:科学出版社,2005.
Bai Jin-ze. LS-DYNA3D theory foundation and the example analysis[M]. Beijing: science press, 2005.
[11] VUTUKURI V S, LAMA R D. Handbook on mechanical properties of rocks: testing techniques and results[M]. Ohio: Trans Tech. Publications, 1974.
[12] 王明洋,邓宏见,钱七虎. 岩石中侵彻与爆炸作用的近区问题研究[J]. 岩石力学与工程学报,2005,24( 16):2859-2863.
WANG Ming-yang, DENG Hong-jian, QIAN Qi-hu. Study on problems of near cavity of penetration and explosion in rock[J]. Chinese Journal of Rock Mechanics and Engineering, 2005, 24(16) : 2859-2863.
[13] Xahykae BAH. 矿岩爆破物理过程[M]. 刘殿中. 北京:冶金工业出版社,1980.
Xahykae BAH. Ore-bearing rock blasting physical process[M]. LIU Dian-zhong. Beijing: Metallurgical industry press, 1980.
[14] Esena S, Onederraa I, Bilgin H A. Modelling the size of the crushed zone around a blasthole[J]. International Journal of Rock Mechanics and Mining Sciences, 2003, 40( 4) : 485-495.
[15] 杨建华,卢文波,陈明,等. 岩石爆破开挖诱发振动的等效模拟方法[J]. 爆炸与冲击.2012, 32(2): 157-162.
YANG Jian-hua, LU Wen-bo, CHEN Ming et al. An equivalent simulation method for blasting vibration of surrounding rock[J]. Explosion and Shock Waves. 2012, 32(2): 157-162.
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