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A design of experiment approach incorporating layered designs for choosing the right calibration model

机译:一种采用分层设计的实验方法设计,用于选择正确的校准模型

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摘要

Choosing a useful calibration model is a complex optimisation problem which can be solved by experimental designs. In this paper, layered designs are introduced, and it is shown how they can be used to simplify the complicated designs that choosing a useful calibration model demands. The simplification is obtained by operating with several designs in different layers, or sequentially, and the optimised result from one layer is brought forward to the next layer. In the top layer, the main design is located, and this is used to actually choose the calibration model. Optimised results from earlier layers are tested as two-level variables in the top layer, where the low level is a non-optimised solution and the high level is the optimised solution. There are also traditional variables in the top layer in addition to the test variables for the hidden layer optimised solution. The concept is demonstrated on a NIR data set describing the feed into a naphtha pretreatment distillation column. The parameters considered in the search for a useful calibration model are type of regression method, calibration set selection, variable subset selection, outlier identification, Box-Cox transformation, differentiation and number of components.
机译:选择有用的校准模型是一个复杂的优化问题,可以通过实验设计解决。在本文中,介绍了分层设计,并展示了如何使用分层设计简化选择有用的校准模型所需的复杂设计。通过在不同的层中或依次使用多个设计来获得简化,并将来自一层的优化结果传递到下一层。主要设计位于顶层,它用于实际选择校准模型。来自较早层的优化结果在顶层中作为两级变量进行测试,其中低层是未优化的解决方案,高层是经过优化的解决方案。除了用于隐藏层优化解决方案的测试变量外,顶层还包含传统变量。 NIR数据集证明了这一概念,该数据集描述了进石脑油预处理蒸馏塔的进料。搜索有用的校准模型时考虑的参数是回归方法的类型,校准集选择,变量子集选择,离群值识别,Box-Cox变换,微分和组件数量。

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