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An application of mathematical programming and sequential Gaussian simulation for block cave production scheduling

机译:数学规划和顺序高斯模拟在块洞穴生产调度中的应用

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The current trend of deeper and lower-grade deposits makes open pit mining less profitable. Mass mining alternatives have to be developed if mining at a similar rate is to be continued. Block cave mining is becoming an increasingly popular mass mining method, especially for large copper deposits currently being mined with open pit methods. After finding the initial evaluation of a range of levels for starting the extraction of block cave mining, production scheduling plays a key role in the entire project's profitability. Traditional long-term mine planning is based on deterministic orebody models, which can ignore the uncertainty in the geological resources.The purpose of this paper is to present a methodology to find the optimal extraction horizon and sequence of extraction for that horizon upder grade uncertainty. The model does not explicitly take into account other potential project value drivers such as waste ingress into the draw column or the impact of primary or secondary fragmentation on either production or recovery. Maximum net present value (NPV) is determined using a mixed-integer linear programming (MILP) model after choosing the optimum horizon of extraction given some constraints such as mining capacity, production grade, extraction rate and precedence. Application of the method for block cave production scheduling using a case study over 15 periods is presented.
机译:更深层次和较低级矿床的当前趋势使露天挖掘较少利润。如果要继续采矿,则必须开发大规模采矿替代品。块洞挖掘正在成为越来越流行的群众采矿方法,特别是对于目前用露天坑方法开采的大型铜矿。在找到开始块洞穴挖掘的提取的一系列级别的初始评估后,生产调度在整个项目的盈利能力中起着关键作用。传统的长期矿山规划基于确定性矿体模型,可以忽视地质资源的不确定性。本文的目的是提出一种方法,以找到最佳提取地平线和萃取序列的地平线上升等级不确定性。该模型没有明确考虑其他潜在的项目价值驱动因素,例如废物进入绘制栏或初级或二次碎片对生产或恢复的影响。在选择诸如采矿能力,生产等级,提取率和优先级的一些约束之后,使用混合整数线性编程(MILP)模型,使用混合整数线性编程(MILP)模型确定最大净现值(NPV)。呈现了使用案例研究的块洞穴生产调度方法的应用。

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