矿床经济评估:自下而上的方法

F.N. Ononuju, J.I. Nwosu, V.U. Ukaegbu
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摘要

对矿藏进行适当的经济评估对于矿产项目的有效投资决策至关重要。然而,这往往需要详细的矿山生产计划,以产生一个反映项目投产时实际现金流的计划。由于这项工作需要很高的灵巧性,许多矿山规划人员和勘探人员都试图使用统计公式来估算矿山计划和项目价值。为生产计划而开发的数学模型通常会在项目的大致寿命周期内产生一个恒定的生产率计划。在本文中,我们尝试采用一种自下而上的方法,从几何建模和设备部署模式入手,根据每个工作台开发过程中的可用工作面,确定每个作业序列所需的设备数量。然后,根据设备数量和每个作业序列的生产率,制定生产计划。因此,该生产计划将反映年度现金流,因为它是以作业顺序为基础的。与使用统计模型进行的评估相比,将此方法应用于伊塔克佩矿山西矿坑显示出矿床的净现值和内部收益率相当可观。西矿坑的净现值为 6.21 亿美元,而使用 Nwosu 公式计算的净现值为 1.2241 亿美元,使用 Taylor 公式计算的净现值为 1.2385 亿美元。使用拟议方法得出的上述净现值显示了基于技术限制的矿产项目的最大预期净现值。对这一数值的理解可以为矿产所有者的决策提供指导。
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Economic evaluation of mineral deposit: A bottom-up approach
Proper economic evaluation of a mineral deposit is critical to effective investment decision-making in a mineral project. However, this often requires detailed mine production scheduling to produce a schedule that reflects the actual cash flow when the project comes on stream. Because of the dexterity required for this task  many mine planners and explorationist attempt to use statistical formulas that approximate the mine scheduling and value of the project. The mathematical model developed for production scheduling often produces a constant production rate schedule over an approximate life span of the project. In this paper, we have attempted to apply a bottom-up approach that begins with geometrical modelling and equipment deployment pattern to define the number of equipment required for each sequence of operation based on available workfront in the development of each bench. Then, based on the number of equipment and the production rate at each sequence of operations, a production schedule is developed. This production schedule therefore will reflect annual cash flow since it is based on the sequence of operation. Application of this method on the west pit of Itakpe mine shows a considerable net present value and internal rate of return of the deposit compared with the evaluation made using statistical models. The NPV of the west pit was found to be USD621 million as against USD122.41 million using Nwosu’s formula and USD123.85 million Taylor’s formula. The above value of NPV using the proposed method shows the maximum expected NPV of the mineral project-based technical restrictions. An understanding of this value can guide the mineral property owner in decision-making. 
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