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Statistical Engineering: An Algorithm for Reducing Variation in Manufacturing Processes

机译:统计工程:减少制造过程中差异的算法

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As stated in their Preface, the authors present an algorithm designed to solve chronic problems on existing high- to medium-volume manufacturing and assembly processes. Their approach is based on extensive consulting experience, much of it through the Institute for Improvement in Quality and Productivity at the University of Waterloo (see http://www.iiqp.uwaterloo.ca/). The overall framework of the algorithm, to be implemented by small teams, is Question-Plan-Data-Analysis-Conclusions (QPDAC). similar in concept to the Plan-Do-Check-Act (PDCA) cycle or the Defme-Measure-Analyze-Improve-Control (DMAIC) approach used in Six-Sigma programs. The authors' more focused algorithm, however, has some unique features as discussed below. The target audience includes those involved in process improvement in manufacturing, those in Six-Sigma programs, trainers for process improvement methods, and teachers and students of courses in engineering statistics.
机译:正如他们在序言中所述,作者提出了一种算法,旨在解决现有的大中型制造和装配过程中的长期问题。他们的方法基于丰富的咨询经验,其中大部分是通过滑铁卢大学质量与生产率提高研究所获得的(请参见http://www.iiqp.uwaterloo.ca/)。由小团队实施的算法的总体框架是“问题计划数据分析结论”(QPDAC)。在概念上类似于“计划-执行-检查-行动”(PDCA)周期或“六标准差”程序中使用的Defme-Measure-Analyze-Improve-Control(DMAIC)方法。然而,作者更加专注的算法具有一些独特的功能,如下所述。目标受众包括从事制造过程改进的人员,六西格玛计划的人员,过程改进方法的培训人员以及工程统计学课程的师生。

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