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Blocked Fractional Factorial Split-Plot Experiments for Robust Parameter Design

机译:鲁棒参数设计的分式分数阶因子分解图实验

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Fractional factorial experiments are commonly used for robust parameter design and, for ease of use, such experiments are often run as split-plot designs. If the control factors are at the subplot level and the noise factors are at the whole-plot level, this also results in gains in efficiency. If all runs of the fractional factorial split-plotsdesign cannot be run under homogeneous conditions, such designs are frequently blocked. In this paper, we explore the choice of blocked fractional factorial split-plot designs for use in robust parameter design. A ranking scheme for such designs is developed and, using a search algorithm, a catalog of 32-run optimal designs is provided. Two situations are considered, one in which the control factors are at the subplot level and one in which the control factors are at the whole-plot level. An example from the aerospace sector is used to illustrate the concepts.
机译:小数阶乘实验通常用于鲁棒的参数设计,并且为了易于使用,此类实验通常作为分割图设计运行。如果控制因子在子图级别,而噪声因子在整个图级别,那么这也会导致效率提高。如果分数阶因子分解图设计的所有运行都无法在均质条件下运行,则经常会阻塞此类设计。在本文中,我们探索了用于稳健参数设计的块分数阶因子分裂图设计的选择。开发了此类设计的排名方案,并使用搜索算法提供了32个运行优化设计的目录。考虑了两种情况,一种情况是控制因子在子图级别,而另一种情况是控制因子在整个图级别。航空航天业的一个例子用来说明这一概念。

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