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Selection and Screening Procedures to Determine Optimal Product Designs. (REVISED, April 1997)

机译:确定最佳产品设计的选择和筛选程序。 (修订,1997年4月)

摘要

To compare several promising product designs, manufacturers must measure their performance under multiple environmental conditions. In many applications, a product design is considered to be seriously flawed if its performance is poor under any level of the environmental factor. For example, if a particular automobile battery design does not function well under some temperature conditions, then a manufacturer may not want to put this design into production. Thus, in this paper we consider the overall measure of a given product's quality to be its worst performance over the environmental levels. We develop statistical procedures to identify (a near) the optimal product design among a given set of product designs, i.e., the manufacturing design associated with the greatest overall measure of performance. We accomplish this for intuitive procedures based on the split-plot experimental design (and the randomized complete block design as a special case); split-plot designs have the essential structure of a product array and the practical convenience of local randomization. Two classes of statistical procedures are provided. In the first, the delta-best formulation of selection problems, we determine the number of replications of the basic split-plot design that are needed to guarantee, with a given confidence level, the selection of a product design whose minimum performance is within a specified amount, delta, of the performance of the optimal product design. In particular, if the difference between the quality of the best and 2nd best manufacturing designs is delta or more, then the procedure guarantees that the best design will be selected with specified probability. For applications where a split-plot experiment involving several product designs has been completed without the planning required of the delta-best formulation, we provide procedures to construct a "confidence subset" of the manufacturing designs; the selected subset contains the optimal product design with a prespecified confidence level. The latter is called the subset selection formulation of selection problems. Examples are provided to illustrate the procedures.
机译:为了比较几种有前途的产品设计,制造商必须在多种环境条件下衡量其性能。在许多应用中,如果产品设计在任何水平的环境因素下均表现不佳,则认为该产品设计存在严重缺陷。例如,如果特定的汽车电池设计在某些温度条件下无法正常运行,则制造商可能不希望将该设计投入生产。因此,在本文中,我们将对给定产品质量的总体衡量标准视为其在环境水平上的最差性能。我们开发统计程序以在给定的一组产品设计中(即与最大的整体性能度量相关联的制造设计中)识别(接近)最佳产品设计。我们基于分割图实验设计(以及特殊情况下的随机完整块设计)以直观的程序完成此操作;分割图设计具有乘积阵列的基本结构和局部随机化的实际便利性。提供了两类统计程序。在第一个选择问题的最佳三角公式中,我们确定了在给定的置信度下,必须保证基本性能的设计在最小性能范围内能够保证选择产品设计的重复次数。指定数量的最佳产品设计性能。尤其是,如果最佳制造设计和第二最佳制造设计的质量之间的差异为delta或更大,则该过程可确保以指定的概率选择最佳设计。对于已经完成了涉及多个产品设计的分割图实验而又没有最佳增量配方的规划要求的应用,我们提供了构建制造设计“信心子集”的程序。所选子集包含具有预定置信度的最佳产品设计。后者称为选择问题的子集选择公式。提供示例来说明该过程。

著录项

  • 作者

    Pan Guohua; Santner Thomas J.;

  • 作者单位
  • 年度 1996
  • 总页数
  • 原文格式 PDF
  • 正文语种 {"code":"ro","name":"Romanian","id":36}
  • 中图分类

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