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A New Approach to Flexible Open Pit Optimisation and Scheduling

机译:灵活开放式优化和调度的一种新方法

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Traditionally pit optimisation and scheduling is carried out assuming that the resources, the commodity prices and production costs are all known. Once the pit contour and the mining schedule have been determined, geostatistical simulations can be used to assess the impact of the uncertainty in the resources on the pit design and the schedule, and likewise stochastic simulations can be used to test its robustness to fl uctuations in costs and prices. But it would be more interesting to have a dynamic procedure for optimising the pit as the resources become better known and as economic factors such as commodity prices and costs evolve over time. This paper presents a novel approach for doing this. Rather than working with millions of small selective mining units, it was decided to work with large blocks, called macro-blocks. Mining sequences are defi ned as the quantities to be extracted from each macro-block in each time period. Feasible mining sequences are mining sequences that respect the accessibility constraints, and also the geometric constraints on the amounts that can be extracted from any one block over time, or from all the active blocks at a given time. Having defi ned feasible mining sequences, their mathematical properties were studied. It was found that natural breakpoints occur in the sequences when one set of blocks have been completely mined out, thereby opening up access to others. It was discovered that families of sequences exist, and that they are convex and closed under certain types of row permutation operations. Convexity is an advantage when optimising. The closure property opens up the possibility of mixing and matching subsequences of rows in the sequences. Another interesting property is that the sequences form branching families, rather like the binomial and trinomial trees used to model prices in fi nance and in real options. It is easy to generate large numbers of feasible mining sequences randomly. A two-step procedure is used to fi nd the best one (or the best few) using three economic criteria: 1. expected NPV, 2. the probability of a negative NPV, and 3. the percentage of years when the cash fl ow is negative. The procedure was tested on a synthetic gold mine based on the characteristics of the Essakane mine in Burkina Faso. The results were encouraging.
机译:假设资源,商品价格和生产成本都是已知的,传统的坑优化和调度。一旦确定了坑轮廓和采矿时间表,就可以使用地统计模拟来评估不确定性在坑设计和时间表中的资源中的影响,同样的随机模拟可用于测试其稳健性来对流动性的鲁道难来测试成本和价格。但是对于在资源变得更好的知名度,并且随着时间的推移,具有更好的经济因素,可以更加清楚,可以更好地优化坑,更有趣。本文提出了一种这样做的新方法。它决定使用数百万小型选择性采矿单位,而是用宏块的大块工作。采矿序列是在每次时段中从每个宏块中提取的量的DEFI。可行的挖掘序列是尊重可访问性约束的挖掘序列,以及可以随时间从任何一个块中提取的量的几何约束,或者在给定时间内从所有活动块从所有活动块中提取。进行了DECII NED可行的挖掘序列,它们的数学特性研究。发现当一组块被完全喷出时,在序列中发生自然断裂点,从而开放对他人的访问。有人发现存在序列的家庭,并且它们在某些类型的行排列操作下被凸出并关闭。凸起在优化时是一个优势。 Closure属性开辟了在序列中混合和匹配行的随后的可能性。另一个有趣的财产是,序列形成了分支家庭,而是像二项式和三人的树木一样,用于模拟价格的价格,以实际选择。随机易于产生大量可行的挖掘序列。两步程序用于使用三个经济标准的最佳(或最好的少数):1。预期的NPV,2.负值的概率,3.现金流动的百分比是消极的。基于Burkina Faso的Essakane矿的特征,在合成金矿上进行了该程序。结果令人鼓舞。

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