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The Determination of a Dynamic Cut-Off Grade for the Mining Industry

机译:采矿业动态边界品位的确定

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Prior to extraction from a mine, a pit is usually divided up into 3-D 'blocks' which contain varying levels of estimated ore-grades. From these, the order (or 'pathway') of extraction is decided, and this order of extraction can remain unchanged for several years. However, because commodity prices are uncertain, once each block is extracted from the mine, the company must decide in real-time whether the ore grade is high enough to warrant processing the block further in readiness for sale, or simply to waste the block. This paper first shows how the optimal cut-off ore grade—the level below which a block should be wasted—is not simply a function of the current commodity price and the ore grade, but also a function of the ore-grades of subsequent blocks, the costs of processing, and the bounds on the rates of processing and extraction. Secondly, the paper applies a stochastic price uncertainty, and shows how to derive an efficient mathematical algorithm to calculate and operate a dynamic optimal cut-off grade criterion throughout the extraction process, allowing the mine operator to respond to future market movements. The model is applied to a real mine composed of some 60,000 blocks, and shows that an extra 10% of value can be created by implementing such an optimal regime.
机译:在从矿山中提取之前,通常将矿坑分成3D“块”,其中包含不同级别的估计矿石品位。据此,确定提取的顺序(或“途径”),并且此提取顺序可以保持几年不变。但是,由于商品价格不确定,一旦从矿山中开采出每个块,公司必须实时决定矿石等级是否足够高,以保证可以进一步加工该块以准备出售,或者只是浪费该块。本文首先展示了最佳的边界矿品位(应该浪费在哪个等级以下)不仅是当前商品价格和矿石品位的函数,而且还是后续区块的矿石品位的函数。 ,处理成本以及处理和提取速率的界限。其次,本文应用了随机价格不确定性,并说明了如何导出有效的数学算法,以在整个开采过程中计算和操作动态最佳截止品位标准,从而使矿山经营者能够应对未来的市场走势。该模型应用于由约60,000个区块组成的真实矿山,并表明通过实施这种最佳制度可以创造额外的10%的价值。

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