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Some Practical Problems in Running Statistically Valid Plant Trials, and Their Solution

机译:在统计上有效的植物试验中运行的一些实际问题及其解决方案

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Operating metallurgists spend a significant part of their time running plant trials to compare two or more conditions in order to improve the process, such as a new reagent, flow sheet or piece of equipment. The best way to conduct such a trial is as a paired experiment when testing two conditions (eg "old" and "new") or a randomised block design when testing more than two conditions. These experimental designs should always be preferred over alternatives if their requirements can be met, because they block the effect of uncontrolled variables ("covariates") and are the most statistically efficient, ie they will lead to the required level of confidence in the outcome faster than other methods. Sometimes, however, it is not possible to switch condition easily, which is a prime requirement of these methods. In such cases the only option may be to switch condition once only, and compare the process performance before and after the switch. Examples are testing grinding media, large equipment, or long residence time processes such as leach trains or CCD thickeners. This paper considers some data analysis methods to deal with this situation. Modelling with intervention analysis (IA) uses regression models with a dummy variable to indicate the presence or absence of the test condition. IA with a time series model ensures that the residuals are uncorrelated. IA with a process model helps to deal with the problem of covariates. The reference distribution is a method free of any statistical assumptions but is less powerful than the other methods. Cusum charts are a helpful visual aid to interpreting time trends. A combination of these methods can help improve the confidence in the final decision. None are as good as a formal experimental design such as a paired trial.
机译:操作冶金学家在运行工厂试验中花费重要的部分,以比较两个或更多条件,以改善新试剂,流量表或设备。在测试两个条件(例如“旧”和“新”)或在测试超过两个条件时,进行此类试验的最佳方法是作为配对实验。如果可以满足他们的要求,这些实验设计应始终优先于替代方案,因为它们阻止了不受控制的变量(“协变量”)的效果,并且是最统计学的效率,即它们将导致更快的结果所需的信心水平比其他方法。然而,有时,不可能容易地切换条件,这是这些方法的主要要求。在这种情况下,唯一的选项可能是仅切换一次条件,并在交换机之前和之后进行比较过程性能。示例是测试研磨介质,大型设备或长停留时间过程,如浸出火车或CCD增稠剂。本文考虑了一些数据分析方法来处理这种情况。利用干预分析(IA)使用带有虚拟变量的回归模型来指示测试条件的存在或不存在。具有时间序列模型的IA确保残差不相关。 IA具有流程模式有助于处理协变量的问题。参考分布是一种没有任何统计假设的方法,但不如其他方法强大。 CUSUM图表是对解释时间趋势的有用视觉辅助。这些方法的组合可以帮助提高对最终决定的信心。没有正式的实验设计,如配对试验。

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