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Development of a tolerance design model in manufacturing assembly and design of cost-based CUSUM control charts using Taguchi quality loss function.

机译:开发生产装配中的公差设计模型,并使用田口质量损失函数设计基于成本的CUSUM控制图。

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摘要

The quadratic loss function has been used in the statistical and control theory literature. Taguchi applied quadratic loss function to quality improvement. His quality loss function has been known to be effective in assessing quality loss in monetary terms, while most of the traditional quality control techniques, such as tolerance design and control chart design, use estimated cost factors. Taguchi's quality loss function concept is different from traditional methods in which all the values within the specification limits are equally acceptable. However, his idea is that for many products, parts elements and components, a target or nominal size or value is preferred. Therefore, by introducing Taguchi's quality loss function, it is possible to develop more tight and economic tolerances and design more effective and economical control charts.; The objective of this research was to apply Taguchi's quality loss function concept to tolerance design and cost based CUSUM control chart design. In this research, a modified quality loss function was developed to reflect quality loss situation where general quadratic loss curve is not appropriate. By using the quality loss function concept and the production cost, a new optimal tolerance model which minimizes total cost function was developed which apply specifically to cutting and assembly operations.; This research also provided a methodology for the design of cumulative sum control (CUSUM) charts using Taguchi quality loss function concept based on the minimum cost per hour criterion. The new model differs from previous models in that the model assumes that quality loss is incurred even in the in-control period. Thjs model was compared with two other cost based CUSUM models by Wu and Goel, and Chiu. According to numerical sensitivity analysis, the new model results in longer average run length in in-control period compared to the other two models.
机译:二次损失函数已在统计和控制理论文献中使用。 Taguchi将二次损失函数应用于质量改进。众所周知,他的质量损失功能可以有效地评估金钱方面的质量损失,而大多数传统的质量控制技术(例如公差设计和控制图设计)都使用估算的成本因素。 Taguchi的质量损失函数概念与传统方法不同,在传统方法中,规范范围内的所有值均可以接受。但是,他的想法是,对于许多产品,零件元素和组件,目标或标称尺寸或值是首选。因此,通过引入田口的质量损失函数,可以开发出更严格的经济公差并设计更有效,更经济的控制图。这项研究的目的是将田口的质量损失函数概念应用于公差设计和基于成本的CUSUM控制图设计。在这项研究中,开发了修正的质量损失函数以反映一般二次损失曲线不合适的质量损失情况。通过使用质量损失函数的概念和生产成本,开发了一种将总成本函数最小化的新的最佳公差模型,该模型专门适用于切割和装配操作。这项研究还提供了一种基于Taguchi质量损失函数概念,基于每小时最低成本标准的累积总和控制(CUSUM)图设计方法。新模型与以前的模型不同之处在于,该模型假定即使在控制期内也会发生质量损失。 Wu和Goel以及Chiu将Thjs模型与其他两个基于成本的CUSUM模型进行了比较。根据数值敏感性分析,与其他两个模型相比,新模型在控制期内的平均运行时间更长。

著录项

  • 作者

    Kim, Jung-Dae.;

  • 作者单位

    West Virginia University.;

  • 授予单位 West Virginia University.;
  • 学科 Engineering Industrial.; Operations Research.
  • 学位 Ph.D.
  • 年度 1998
  • 页码 174 p.
  • 总页数 174
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 一般工业技术;运筹学;
  • 关键词

  • 入库时间 2022-08-17 11:48:40

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