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Quantifying uncertainty in mineral resources by use of classification schemes and conditional simulations

机译:通过使用分类方案和条件模拟来量化矿产资源中的不确定性

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摘要

Mineral inventory determination consists of estimating the amount of mineral resources on a block-by-block basis and classifying individual blocks into categories with increasing level of geologic confidence. Such classification is a crucial issue for mining companies, investors, financial institutions, and authorities, but it remains subject to some confusion because of the wide variations in methodologies and the lack of standardized procedures. The first part of this paper considers some of the criteria used to classify resources in practice and their impact through a sensitivity study using data from a Chilean porphyry copper deposit. Five classification criteria are compared and evaluated, namely: Search neighborhoods, absolute and relative kriging variances, absolute and relative conditional simulation variances. It is shown that some classification criteria either favor or penalize the high-grade areas if the grade distribution presents a proportional effect. In the second part of the paper, conditional simulations are used to quantify the uncertainty on the overall mineral resources. This approach is promising for risk analysis and decision-making. Unlike linear kriging, simulations allow inclusion of a cutoff grade in the calculation of the resources and also provide measures of their joint uncertainty over production volumes.
机译:矿产存量的确定包括逐块估算矿产资源量,以及随着地质信度水平的提高,将单个矿块分类。对于矿业公司,投资者,金融机构和主管部门而言,这种分类是至关重要的问题,但是由于方法的广泛差异和缺乏标准化的程序,因此仍然存在一些混乱。本文的第一部分通过使用智利斑岩铜矿床的数据进行敏感性研究,考虑了一些用于对资源进行分类的标准及其影响。比较并评估了五个分类标准,分别是:搜索邻域,绝对克里金和相对克里金法变异,绝对和相对条件模拟变异。结果表明,如果等级分布呈现比例效应,则某些分类标准会偏爱或惩罚高等级区域。在本文的第二部分中,使用条件模拟来量化总体矿产资源的不确定性。这种方法有望用于风险分析和决策。与线性克里金法不同,模拟允许在资源的计算中包括截止品位,并且还提供了在产量上联合不确定性的度量。

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