倾斜煤层窄长露天矿分区开采分期境界优化
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TD824

基金项目:

国家自然科学基金资助项目(51504128);辽宁省教育厅基金资助项目(LJYL038);辽宁省煤炭资源安全开采与洁净利用工程研究中心开放基金资助项目(LNTU16KF07)。


Block system optimization by stages for inclined seam long narrow open-pit mine
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    摘要:

    针对倾斜煤层窄长露天矿,经常采用纵采转横采内排的开采程序,基于其剥离物流向流量的变化对经济合理剥采比大小的影响,提出一种分区、分时期的优化开采境界方法。该方法依据首采区位置的不同可分为A模式(即首采区位于矿权一侧)和B模式(即首采区位于矿权中部)两种开采模式。此外,按照露天剥采工程发展过程中剥离物流向流量变化的情况,将其露天矿山开采过程归结为三个时期:全部外排期、部分内排期和全部内排期。通过构建剥、采、排工程位置模型,系统地研究了两种开采模式分时期境界优化的原则和适用条件,并提出境界优化模型。研究成果在准东露天煤矿开采实践中得到应用,结果表明:准东露天矿的经济合理剥采与其开采境界优化前相比,由原来的1.50 m3/t增加至1.62 m3/t,其经济合理开采深度增加了24.7 m,顶帮外扩距离增加了45.65 m,经济可采储量增加了85.27 Mt。实现了露天开采经济效益的最大化。

    Abstract:

    In the narrow and long open-pit mine of inclined coal seam, the mining procedure of vertical mining and horizontal mining are often adopted. In view of the influence of the change of the distribution of logistics on the economic reasonable stripping ratio, the block system optimization by stages was proposed, which involved two patterns, namely A pattern (the first mining area was located in the right side of the mining right) and B pattern (the first mining area was located in the middle of the mining right). In addition, the process of mining was divided into three periods according to the change of the separation of logistics to the flow:all external drainage, partial internal drainage and total internal drainage. By constructing the location model of stripping, mining and drainage, the paper systematically studied the principle and the conditions applicable to the state optimization of two mining modes, and put forward the model of state optimization. The research was applied in the practice of the Zhundong surface coal mining and the results show that the economic stripping ratio has increased from 1.50 m3/t to 1.62 m3/t, the economic mining depth by 24.7 m, the overtopping distance by 45.65 m and the economically recoverable reserves by 85.27 Mt, realizing the economic interest maximization of open-pit mining.

    参考文献
    [1] Goodwin G C, Seron M M, Mayne D Q. Optimization opportunities in mining, metal and mineral processing[J]. Annual Reviews in Control, 2008, 32(1):17-32.
    [2] 杨彪,罗周全,陆广,等.基于经济时间序列预测的露天矿开采境界动态优化[J].煤炭学报,2011,36(1):29-33. YANG Biao, LUO Zhouquan, LU Guang, et al. Open pit mining limit dynamic optimization based on economic time series forecasting[J]. Journal of China Coal Society, 2011, 36(1):29-33. (in Chinese)
    [3] 马帅.基于浮动圆锥法的三道庄露天矿境界优化[D].西安:西安建筑科技大学,2013. MA Shuai. Limit optimization of the Sandaozhuang Mo-W deposit based on floating cone algorithm[D]. Xi'an:Xi'an University of Architecture and Technology, 2013. (in Chinese)
    [4] 张延凯,李克庆,胡乃联,等.露天矿境界优化LG算法初始有向图生成研究[J].煤炭学报,2015,40(S2):367-373. ZHANG Yankai, LI Keqing, HU Nailian, et al. A study of generating the initial directed graph for LG algorithm of open pit optimization[J]. Journal of China Coal Society, 2015, 40(S2):367-373. (in Chinese)
    [5] Wright E A. The use of dynamic programming for open pit mine design:Some practical implications[J]. Mining Science and Technology, 1987, 4(2):97-104.
    [6] Alford C G, Whittle J. Application of Lerchs-Grossman pit optimization to the design of open pit mines[J]. Symposia Series-Australasian Institute of Mining and Metallurgy, 1986, 5(4):201-207.
    [7] Herner B. Neutral sizing system allows fast, easy conversion for acid machine[J]. Pulp and Paper, 2001, 64(1):154-163.
    [8] 白润才,白文政,刘光伟,等.倾斜煤层窄长形露天矿横采内排分期境界优化[J].煤炭学报,2017,42(10):2601-2608. BAI Runcai, BAI Wenzheng, LIU Guangwei, et al. Installment boundary optimization of cross exploitation and inner dumping in the inclined coal seam narrow elongated open-pit mine[J]. Journal of China Coal Society, 2017, 42(10):2601-2608. (in Chinese)
    [9] 王岩,王为举.露天煤矿开采境界与经济剥采比确定[J].现代矿业,2011,27(12):83-85. WANG Yan, WANG Weiju. Determination of state and economic stripping ratio of open-pit mines[J]. Express Information of Mining Industry, 2011, 27(12):83-85. (in Chinese)
    [10] Giannini L M. Optimum design of open pit mines[D]. Perth:Curtin University of Technology, 1990.
    [11] Erarslan K, Celebi N. A simulative model for optimum open pit design[J]. CIM Bulletin, 2001, 94(1055):59-68.
    [12] 母传伟,王先锋,杨维菁,等.矿山汽车运输经济合理运距研究[J].金属矿山,2015(7):48-51. MU Chuanwei, WANG Xianfeng, YANG Weijing, et al. Research on cost-effective distance of automobile transport in open-pit mines[J]. Metal Mine, 2015(7):48-51. (in Chinese)
    [13] Giannini C L. Generation of minimum search patterns in the optimum design of open pit mines[J]. Aus IMM Bulletin and Proceedings, 1998, 293(5):57-61.
    [14] 周伟,才庆祥,李玉鹏,等.大型近水平露天煤矿内排压帮高度研究[J].煤炭科学技术,2009,37(1):53-55. ZHOU Wei, CAI Qingxiang, LI Yupeng, et al. Study on inner dumping covering height in large near horizontal surface Mine[J]. Coal Science and Technology, 2009, 37(1):53-55. (in Chinese)
    [15] 白润才,付恩三,刘光伟,等.露天煤矿过无煤区留"岛"搭桥开采方案优化[J].重庆大学学报,2014,37(9):128-135. BAI Runcai, FU Ensan, LIU Guangwei, et al. Optimization research on leaving an "island" and building a bridge through non-coal-zone in surface coal mine[J]. Journal of Chongqing University, 2014, 37(9):128-135. (in Chinese)
    [16] Armstrong A, Champigny N. A study on kriging small block[J]. Canadian Institute of Mining Bulletin,1989, 3:128-133.
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曹博,陶亚彬,白润才,白文政,刘光伟.倾斜煤层窄长露天矿分区开采分期境界优化[J].重庆大学学报,2019,42(4):101-110.

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  • 收稿日期:2018-11-01
  • 在线发布日期: 2019-04-23
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