崩落法放矿随机介质三维数值模拟研究
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摘要
崩落采矿法因其具有高效率、成本低,能适应各种不同地质条件的采矿方法等优点,在国内外应用相当广泛。因崩落法采矿是崩落矿石在废石覆盖层下放出的,覆盖层废石很容易掺杂到矿石中与矿石一起从放矿口放出,从而造成矿石的损失和贫化。在矿山开采中,矿石损失和贫化都是影响采矿方法效益的重要因素,因而降低矿石损失贫化对矿山来说是一项重要而迫切的工作。因此,对于选择合适的计算机语言,编制模拟矿岩散体颗粒流动的模拟程序,帮助选择合理的结构参数和放矿方式,从而降低矿石损失与贫化,对提高矿山经济效益具有重要的意义。
     本课题首先介绍了现有的发展比较成熟的崩落法放矿理论,选用随机介质放矿理论作为理论基础,从计算机模拟的现状出发,比较分析了不同模拟方法的优势和缺陷,提出了现有计算机数值模拟存在的问题;其次研究分析了崩落矿岩的移动规律及其移动规律方程;在最后简要分析研究了端部放矿损失贫化的形成,并且利用D.Jolley提出的递补模型,用任凤玉改进的随机介质概率密度方程,代入在前期的研究中求出的α、β参数值对底部放矿进行放矿模拟研究。第一,以VB6.0语言为平台,按随机介质理论数学模型编写了崩落法放矿随机介质放矿模拟程序。第二,利用自编模拟程序针对底部放矿中不同分段高度、进路间距及放矿漏口进行放矿模拟分析。第三,分析模拟结果,并在应用中取得了一定的成绩,这些研究成果可为矿山实际开采中参数的选择提供一定的借鉴作用。
Caving mining due to its high efficiency and low cost, it can meet different geological conditions of the advantages of the mining method,so it is widely used in both at home and abroad. Because caving mining ores are emited under the cover of waste rock .overburden rock is easily doped with mineral ore emitting out, causing ore loss and dilution. In mining, ore loss and dilution effect is an important factor of mining method benefit for the mining of technical and economic indexes which have significant influence on lower ore loss and dilution mining .It is an important and urgent work. So, choosing appropriate computer language, simulating ore-rock medium particle flow simulation program, we can make its in mining process of practical play guidance , help choosing reasonable structure parameters and ore, thereby reducing ore loss and dilution, to improve the economic benefit of mine has important significance.
     This topic firstly introduces the development of existing comparatively mature caving method, choosing theory of random medium ore mine as the theoretical basis. From the current situation of the computer simulation, It compares and analyses the advantage and different simulation methods and the existing problems of computer numerical simulation. Secondly it researches and analysises of its caving ore-rock moving rule equation. In the final it analysis and research of the brief ore loss and dilution,and using the D.Jolley alternates model,with RenFengYu improved random medium probability density equation, using the improved random medium probability density equation, the study of early in the bottom of parameters,αandβ. First,VB6.0 language as the platform,it use mathematical model of random medium theory of caving writing mine random medium simulation program. Second, a simulation program is designed for use in different ore bottom, into space and on mine ore discharge port. Third, by analysis and simulation results, in applications it has achieved good results, the results of this study can be for the mining of parameters in the choice to provide certain reference function.
引文
[1]刘兴国.放矿理论基础[M],北京:冶金工业出版社,1995.
    [2]李胜辉,秦利斌,孙光华.采场结构参数对矿石损失贫化的影响分析[J],矿业工程,2009,7(2): 20~22.
    [3]杨保华,吴爱祥,王贻明,刘金枝.堆浸中矿岩散体介质空隙结构三维可视化[J],矿冶工程,2008,28(2):6~9.
    [4]李昌宁,吴尚勇,任凤玉等.低贫化放矿研究及其在白银铜矿的应用[J],中国矿业,1998,(6):37~40.
    [5]王光炯,周宗红.低贫化放矿在桃冲矿业公司的应用[J],矿业快报,2002,中南大学博士学位论文参考文献,(2):10~12.
    [6]周综红,任凤玉,穆太升等.低贫损分段崩落法在夏甸金矿应用研究[J],矿业快报,2006,(1):12~15.
    [7]刘兴国,张志贵.无底柱分段崩落法不贫化放矿[J],东北大学学报(自然科学版),1998(5):448~451.
    [8]赵金先,原王业,王军英等.无底柱分段崩落法大间距结构参数的研究与实践[J],矿业快报,2004,(6):7~10.
    [9]金闯,董振民,范庆霞.梅山铁矿大间距结构参数研究与应用[J],金属矿山,2002,(2):7~9.
    [10]连明杰,李占科.北洛河铁矿无底柱分段崩落法大结构参数确定[J],金属矿山,2004,(2):14~16.
    [11]江兵.大冶铁矿无底柱分段崩落法采场结构参数优化研究[D],武汉科技大学,2008.
    [12]乔登攀,汪亮,张宗生.无底柱分段崩落法采场结构参数确定方法研究[J],采矿技术,2006,6(3):233~253.
    [13]Γ.Μ.马拉霍夫著,杨迁仁,刘兴国译.崩落矿块的放矿[M],北京:冶金工业出版社,1958.
    [14]王泳嘉.放矿的随机介质理论一兼评马拉霍夫的椭球体理论[J],东北工学院第六届科学报告会,1979.9.
    [15]斯塔热夫等.瑞典地下矿的现状和前景[J].国外金属矿山,1992 (4):34~37.
    [16]黄德玺.崩落矿岩力学性质与放出体关系研究[J],第四届崩落法采矿会议论文,1986.
    [17]刘兴国.评马拉霍夫的放矿理论[J],有色金属,1981,Vol.3.
    [18]刘兴国.崩落采矿法放矿时矿岩移动的基本规律[J],有色金属(矿山部分),1979.
    [19]李荣福.放矿基本规律的统一数学方程[J],有色金属(矿山部分) ,1983,Vol.1.
    [20]Jerzy Litwiniszyn. Application of Equation of Stochastic Processes to Mechannics of Loose Bodies[J],Arch.Mech.Stos,1956,(8):393~411.
    [21] S.Bhandari. Changes in fragmentation processes with blasting conditions [A]. Proceedings of The Fifth International Symposium on Rock Fragmentation by Blasting[C]. Montreal:ICI ExplosivesCanada,1996:301~309.
    [22] Wang Xuguang, Zhou jiahan,Wang Zhongqian etc. Development of Blasting Technique in China[A]. The Seventh International Symposium On Rock Fragmentation By Blasting[C]. Beijing:China Society of Engineering Blasting,2002:3~9.
    [23] Gregory Szuladzinski. Rock Breaking Technology [J]. Explosives Engineering,1996,13(18):30~35.
    [24] Bob Kelly. Tony George.Blasting technology applied to production enhancement at the Irom Ore Company of Canada[J]. BulIetin.1995,88(994): 69~72.
    [25]王泳嘉.放矿理论研究的新方向—随机介质理论[J],东工活页论文选,1962,(8).
    [26]任凤玉.随机介质放矿理论及其应用[M],北京:冶金工业出版社,1994.
    [27]任凤玉等.深部铜矿厚矿体无底柱分段崩落法低贫损开采试验研究报告[D],东北大学,2000,12.
    [28]李荣福.类椭球体放矿理论的实际方程[J],有色金属(矿山部分),1994,1(6).
    [29]苏宏志.两种放出体的两种性质[J].有色金属(季刊),1983,35(1):7~13.
    [30]高永涛.放出期望体理论[J].金属矿山,1987,11:20~27.
    [31]高永涛.用期望体理论预计损失贫化[J].金属矿山,1993,10:23~25.
    [32] J.-E. Bergmark. The calculation of drift spacing and ring burden forsublevel caving[J]. LKAB Memo #RU ,1975 (in Swedish).
    [33] H. Heden. Physical model for the calculation of gravity flow. ed. H. Hedin. Sublevel Caving Seminar in Kiruna, 1976, (in Swedish).
    [34] Make E. Kuchta. A revised form of the Bergmark-Roos equation for describing the gravity flow of broken rock[J]. Mineral Resources Engineering, 2002,11(4):349~360.
    [35]祁宝明,东宝林,任凤玉等.计算机模拟放矿在崩落采矿法设计中的应用[J] ,有色矿山, 1990 (2) : 51~53.
    [36]张志贵,刘兴国.计算机随机模拟在放矿研究中的作用[J],西南工学院学报, 1998, 13 (3) : 31~38.
    [37]周爱民,王大勋.崩落法放矿控制的计算机方法[J],长沙矿山研究院季刊, 1989, 9 (3) : 1~8.
    [38]柳小波,孙豁然,赵德孝.崩落放矿计算机仿真系统软件的设计与开发[J],金属矿山, 2002 (12) : 49~52.
    [39]任凤玉、刘兴国.崩落法放矿计算机模拟[J] ,东北工学院学报, 1992, 13 (3) : 231~236.
    [40]任凤玉.放矿仿真的数学模型[J] ,东北大学学报(自然科学版), 1996, 17 (5) : 475~479.
    [41]吴龙,童光勋.计算机随机模拟研究无底柱分段崩落采矿法放矿问题[J] ,矿山技术, 1991 (6) : 52~56.
    [42]高永涛.放出期望体理论与电算模拟放矿的相似性[J] ,北京科技大学学报, 1994, 16 (3) : 201~206.
    [43]刘兴国,任凤玉.计算机模拟放矿在崩落采矿法设计中的应用[J] ,矿山技术, 1991 (3) : 9~14.
    [44]周益龙,王宁.自然崩落采矿法计算机模拟放矿控制技术[J],黄金, 2002 (6) : 11~15.
    [45]David.Jolley.Computer Simulation of the Movement of Ore and Waste in an Underground Mining Pillar[J], the Canadian Mining and Metal, Bulletin, 1968,67,854~859.
    [46]郑建明,李立春,孙豁然.大断面结构参数计算机模拟研究[J],有色矿冶,2005,12.
    [47]黄新,赵庆和.倾斜矿体放矿数值模拟研究[J],有色金属季刊, 1986 , (2) : 1- 6.
    [48]李晓枫,赵庆和.放矿计算机模拟[J],有色金属季刊,1986 , (3) : 7~11.
    [49]Cundall PA, StrackODL. A descrete numerical model for granula rass embles[J], Geotechnique,1979,29(1):47~65.
    [50] Cundall PA , Strack O D L. Particle flow code in 2 Dimen2sions[A] . Itasca Consulting Group, Inc. ,1999.
    [51]王泳嘉,邢纪波.放矿研究一种新方法—离散单元法[J],第二次全国采矿学术会议论文集(金属分册),1986,88-94.
    [52]王泳嘉,刘兴国,邢纪波.离散单元法在崩落放矿法中应用的研究[J],有色金属,1987,39(2):20~26.
    [53]王泳嘉,邢纪波.离散单元法及其在岩土力学中的应用[M],沈阳:东北大学出版社,1991.
    [54]王泳嘉.放矿理论研究的新方向—随机介质理论[J],东工活页论文选,1962.
    [55]任凤玉.放矿仿真模型进展及其在矿山的实际应用[J],有色金属,1998.
    [56]乔登攀,孙亚宁,任凤玉.放矿随机介质理论移动概率密度方程研究[J],煤炭学报,2003,8.
    [57]杨才亮,马建军.崩落法放矿计算机随机模拟的研究[J],矿业研究与开发,2004,12.
    [58]王述红,任凤玉,魏永军,李文增.矿岩散体流动参数物理模拟实验[J],东北大学学报,2003,7.
    [59]柳小波.基于_NET平台的崩落法放矿计算机仿真系统_SLS_的研发与应用[M] ,沈阳:东北大学,2004.
    [60] A.M.Freidin ,P.A.Filippov,S.P. Gaidin,E.N.Koren’lcov, and S.A.Neverov, Prospects of technical re-equipment inunderground mines of the metallurgy complex in WestSiberia,Fiz.-Tekh. Probl. Razrab. Polezn. Iskop.,No. 3 (2004).
    [61] Lu Zi-jian,YAN Hong-jie,ZHOU Ping,et a1. Fluid field numerical simulation of air-agitated seed precipitation tank[J]. Nonferrous Metals,2003,55(1):63~65.
    [62] ZHAO T S,BI Q C. Pressure drop characteristics ofgas·-liquid two-phase flow in vertical miniature triangu·-lar channels[J]. Int J Heat and Mass Trans,2001,44(13):2523~2534.
    [63] ZHANG L,CAI K,SHEN Y. Efleet of interphaselift force on fluid flow in air stirred cylindrical vessel[J]. Ironmaking and Steelmaking,2000,27(2):138~143.
    [64]王文周.计算机随机模拟空位扩散模型及概率斌值方式研究[D],东北工学院硕士学位论文,1987.
    [65]李卓伟.崩落法放矿电算随机模拟及其在弓长岭铁矿的应用研究[M],北京科技大学, 1993.
    [66]Christopher Grant Alford B.Eng.(Hons),Computer Simulation Models For The Gravity Flow of Ore In Sublevel Caving[D],Department of Mining University of Melbourne february,1978.
    [67] J.-E. Bergmark. The calculation of drift spacing and ring burden for sublevel caving[J]. LKAB Memo #RU ,1975 (in Swedish).
    [68] H. Heden. Physical model for the calculation of gravity flow. ed. H. Hedin. Sublevel Caving Seminar in Kiruna, 1976, (in Swedish).
    [69] Make E. Kuchta. A revised form of the Bergmark-Roos equation for describing the gravity flow of broken rock[J]. Mineral Resources Engineering, 2002,11(4):349~360.
    [70]陶干强.崩落矿岩流动规律及其应用研究,东北大学博士论文,2003.
    [71]Jerzy Litwiniszyn.Application of Equation of Stochastic Processes tO Mechannics ofLoose Bodies[J],Arch.Mech.Stos,1956,(8):393~411.
    [72]李晓枫.放矿计算机模拟,昆明工学院硕士学位论文,1985.
    [73]任凤玉,刘兴国.崩落法放矿随机模拟移动概率研究,有色金属,Vol.44,No.7,1993.
    [74] Hul Zuzhao and Xiong Guohua,Department of Mining Engineering Beijing,University of Ironand Steel Technology,Beijing,China,COMPUTER SIMULATION TO ORE LOSS AND DILUTION IN CAVING MINING METHODS,19th APCOM Symposium .
    [75]杨鹏.放矿计算机辅助管理系统及其在程潮铁矿的应用研究,北京科技大学博士论文,1994.
    [76]王昌汉.放矿学[M].冶金工业出版社,1982.

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