Process data chemometrics

M. Piovoso, K. Kosanovich, J. P. Yuk
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引用次数: 73

Abstract

Data are gathered in many chemical processes at a very high rate. Unfortunately, much of that data is not often used unless a major problem has occurred. A technique in which data can first be analyzed to determine what is normal variability in the process and a model or models developed which define in a compact way that variability are presented. The information in the models is then used to measure the state of the process as to whether it represents a likely sample from the model of normal variations. If it is not, information about why the data are not of the form expected is made available to the operators in a readily understandable manner. This technique was researched and implemented on a solution area of a Du Pont plant. The approach taken is to first separate out the major effect of rate variations which are normal and a major contributor to the total variability of the data. On the residuals of the model, a principal component analysis (PCA) model determines if that data fit the pattern of normal variations. If not, then what went wrong is analyzed, and why the data are different and what changes might be made to get the operation into the acceptable region, are determined.<>
处理数据化学计量学
在许多化学过程中,以非常高的速率收集数据。不幸的是,除非发生重大问题,否则这些数据中的大部分通常不会被使用。一种技术,其中可以首先分析数据以确定过程中的正常变异性,并开发一个或多个模型,以紧凑的方式定义变异性。然后使用模型中的信息来测量过程的状态,以确定它是否代表了正常变化模型中的可能样本。如果不是,则以易于理解的方式向操作人员提供有关为什么数据不是预期形式的信息。对该技术进行了研究,并在杜邦工厂的一个解决区域实施。所采取的方法是首先分离出速率变化的主要影响,这些变化是正常的,也是数据总变率的主要因素。在模型的残差上,主成分分析(PCA)模型确定该数据是否符合正常变化的模式。如果没有,那么就分析出了什么问题,以及为什么数据不同,以及可能进行哪些更改以使操作进入可接受的区域。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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