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Forecast the mineral processing destinations based on spatial interpolation of geometallurgical variables

机译:基于几何变量的空间插值预测矿物处理目的地

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Mine planning is a crucial part of all mining industry projects, and nowadays, geometallurgical mapping through advanced computer technologies provides an opportunity to involve metallurgical responses of a deposit into 3D block model in order to optimise mine planning activities, especially for production forecasting. Including these metallurgical parameters apart from traditional geology and grade-based attributes into resource modelling leads to an extensive approximation for the economic maximisation of mine production due to better forecasting, planning and increasing certainty and the reliability of the resource model (Macfarlane and Williams, 2014). Commonly, geostatistical techniques and algorithms are used to produce models with the high resolution (Brissette et al. 2014; Deutsch et al. 2014; Tolosana-Delgado et al. 2015). The accuracy of the modelling procedure deeply depends on a reliable block model, produced by spatial analysis of corresponding variables that define the geological, metallurgical, mineralogical and chemical behaviour of the deposit. However, there are special cases, where the application of enhanced geostatistical methods is required, to solve the occurred difficulties between variables with multivariate complexities. For example, in oxide copper deposits, the soluble copper grade is a percentage of total copper grade and recoverable by heap leaching processes (Emery, 2012; Hosseini and Asghari, 2015). Hence, the joint spatial modelling of these variables has two difficulties.
机译:矿区规划是所有矿业项目的重要组成部分,与时下,通过先进的计算机技术geometallurgical映射提供了一个机会,以优化矿山规划活动,涉及存成3D块模型的冶金反应,特别是对生产预测。包括由于更好的预测,规划和增加确定性和资源模型的可靠性(麦克法兰和威廉姆斯在2014年除了这些冶金参数从传统的地质品位为基础属性为资源建模导致矿山生产的经济最大化的广泛逼近)。通常,地质统计技术和算法用于与高分辨率产生模型(Brissette等人2014; Deutsch等人2014; Tolosana-Delgado等2015)。建模方法的准确度深深地依赖于可靠块型,由对应定义沉积物的地质,冶金,矿物学和化学行为的变量的空间分析产生的。不过,也有特殊情况,其中需要增强地质统计方法的应用,来解决复杂的多元变量之间发生的困难。例如,在氧化铜沉积物,可溶性铜品位总铜品位的百分比,并且通过堆浸过程(金刚砂,2012;胡赛尼和Asghari,2015)可恢复的。因此,这些变量的联合空间建模有两个困难。

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