期刊文献+

基于经济时间序列预测的露天矿开采境界动态优化 被引量:18

Open pit mining limit dynamic optimization based on economic time series forecasting
下载PDF
导出
摘要 为获得更为优越的露天矿山境界,构建了集经济时间序列预测、矿岩时间属性赋值和动态经济指标计算为一体的境界全动态优化方法。金属价格是矿山境界优化过程中最重要的因素之一,以金属价格历史数据为平台,通过创建合适时间序列模型,对未来价格做出预测,以预测结果为基础,运用L-G图论法生成系列境界方案,根据矿山实际情况编排进度计划,实现矿岩块参数赋值,将预测结果代入到矿岩块体模型中,计算境界净现值(NPV),经多方案比较确定最优境界。以某铜矿山为例,通过对近50 a伦敦金属交易所(LME)铜精矿季度平均结算价格分析处理,建立了自回归求和移动平均模型(ARIMA),实现了未来15 a铜价预测,最终确定了矿山经济最优境界。建立于金属价格预测基础上的境界动态优化方法所得方案NPV更接近生产实际,其优化结果可更好为矿山设计及未来生产提供基础支撑。 In order to get a better mining limit of surface mine,the method of mining limit dynamic optimization was proposed.The method was a synthetical system of economic time series forecasting,block time attribute giving and dynamic economic indicators computing.Metal price is one of the most important factors in the mining limit optimization,by the time series forecasting method which is on the basis of historical data,to get the future value from suitable forecast model and price parameter.The series limit pits were created from L-G graph theoretic approach which was based on forecasting metal price.Analyzed the exploitation technique of the complex mining,and arranged the schedule for each limit pit.The forecasting metal price was dragged in every schedule project;finally chose the best optimization scheme through comparing net present value.Taking a surface mine as example,by building autoregressive integrated moving average model based on London Metal Exchange copper quarter average settlement price of the recent fifty years,to forecasted the future fifteen years copper price and got the best economic mining limit.Mining limit dynamic optimization that builds on metal price forecasting can get more actual net present value,and is a new way to define the best mining limit.
出处 《煤炭学报》 EI CAS CSCD 北大核心 2011年第1期29-33,共5页 Journal of China Coal Society
基金 "十一五"国家科技支撑计划专题(2007BAK22B04-12)
关键词 露天矿山 开采境界 时间序列预测 动态优化 金属售价 open pit mine mining limit economic time series forecasting dynamic optimization metal price
  • 相关文献

参考文献13

  • 1Lerchs H, Grossman I F. Optimum design of open pit mines[ J]. Canadian Institute of Mining Bulletin, 1965,58:40-55.
  • 2张幼蒂,杨荣新.露天开采境界动态优化的探讨[J].中国矿业大学学报,1991,20(1):10-15. 被引量:15
  • 3Whittle J. Beyond optimization in open pit design [ A ]. 1st CAMI [ C]. Quebec City:Laval University,1988:7-9.
  • 4Whittle J. The Facts and Facilities of Open Pit Design [ R ]. Whittle Programming Pty Ltd, 1989.
  • 5AKBARI Afshin Dehkharghani,OSANLOO Morteza,SHIRAZI Mohsen Akbarpour.Reserve estimation of an open pit mine under price uncertainty by real option approach[J].Mining Science and Technology,2009,19(6):709-717. 被引量:8
  • 6杨彪,罗周全,廖江南,吴秀琼,刘晓明.露天矿山开采境界动态优化圈定[J].煤炭学报,2010,35(3):368-372. 被引量:21
  • 7Clements M P, Hendry D F, Lu Maozu. Forecasting economic time series [ M ]. Beijing University Book Concern, 2008 : 7- 8.
  • 8Box G E P, Jenkins G M. Time series analysis, forecasting and control [ M ]. San Francisco : Holden-Day. Published, 1976.
  • 9Harvey A C. Forecasting, structural time series models and the kalman filter[ M ]. Cambridge : Cambridge University Press, 1989.
  • 10Hendry D Y, Doornik J A. Modeling linear dynamic econometric systems [ J ]. Scottish Journal of Political Economy, 1994,41 : 1 - 33.

二级参考文献38

  • 1Lemieux M J. Moving cone optimizing algorithm [ A]. The Computer Method for the 80's in the Mineral Industry [ C]. Weiss A. New York: AIME, 1979:329-345.
  • 2Lerchs H, Grossmann I F. Optimum design of open-pit mines [J]. CIM Bull, 1965, 58:47 -54.
  • 3Korobov S. Method for determining optimum open-pit limits [ R]. Technica] Report EP74 -R -4, Montreal: Ecole Polytechnique, 1974.
  • 4Dowd P A, Onur A H. Open-pit optimization-part 1: optimal open-pit design [J]. Trans. Instn. Min. Metall. (Sect. A: Min. Industry), 1993, 102: A95-A104.
  • 5Zhao Y, Kim Y C. A new optimum pit limit design algorithm [A]. Proc. 23rd Symposium on the Application of Computers and Operations Research in the Mineral Industry (APCOM) [ C]. Littleton, Colo. AIME, 1992:423 -434.
  • 6Yegulalp T M , Arias A J, Muduli P, et al. New development in ultimate pit limit problem solution method [ J ]. Transactions, 1993, 294:1 851 -1 855.
  • 7Gershon M E. An open-pit production scheduler: algorithm and implementation [J]. Min. Engng. , 1987, 39:793 -796.
  • 8Fytas K, Calder P N. A computerized model of open-pit short and long range production scheduling [A]. Proc. 19th APCOM [C]. New York: AIME, 1986:109-119.
  • 9Wright E A. Dynamic programming in open-pit mining sequencing, a case study [A]. Proc. 21th APCOM [ C]. 1989: 415 -421.
  • 10Dagdelen K, Johnson T B. Optimum open-pit mine production scheduling by Lagrangian parameterization [ A]. Proc. 19th APCOM [C]. New York: AIME, 1986:127-139.

共引文献61

同被引文献140

引证文献18

二级引证文献84

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部