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Cost/benefit models for investments in quality improvements.

机译:用于质量改进投资的成本/收益模型。

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摘要

Industrial organizations are always struggling to improve product and process quality, often with the installation of Continuous Quality Improvement (CQI) programs. The intuitive appeal of CQI, coupled with some widely advertised success stories, has led to its widespread implementation by firms with the goal of improving performance. These implementation efforts, unfortunately, have not always met with success. An objective way of measuring the impact of CQI programs through the development of models for predicting the tangible benefits of CQI investments is required.; The benefits of CQI investments are very hard to predict because of the many complexities involved in production management. One set of activities do not yield the same results for every company. As a result, a wide variety of measures of the outputs of CQI investments need to be quantified, and it would be helpful if these could be expressed in some common metric. Relatively few authors have presented quantitative models in this area, and in those cases where quantitative models do exist, they tend to focus on only one or two measures of quality.; In this research, analytical models will be developed to quantify the effects of investment in quality improvement projects on tangible measures. This approach is unique due to the hierarchical structure used in studying the effect of investments. This structure illustrates the impact of investing in quality programs at six different levels. On the first level, investment options in quality are presented in terms of two main quality cost groups, namely prevention costs and appraisal costs. The specific investment opportunities are considered on the second level. The third level indicates items that are immediately effected by the investments in these quality initiatives, such as variances and the means of quality characteristics of the components and the final product, the manufacturing throughput time, the product development time, repetitive inspections and the measurement errors. Proportion of rejects and reliability, which affect internal and external quality costs, are included on level four. The fifth level involves the direct benefits of CQI investments, which can be classified as either cost reducers or revenue enhancers. The sixth level groups the items on level five into different categories such as internal and external failure costs, manufacturing costs, inventory costs, delay/tardiness costs, and revenue enhancement.; The final result of this research will include aggregate cost models which will capture the return on investment in CQI projects in one common metric. These cost models enable users to include a much wider range of cost elements than traditional models. The final models will be used in industry as a practical tool to predict the benefits of quality investments before they are made, and as a means to justify investments in CQI projects. The resource allocation model can enable industry to optimize CQI investments.
机译:工业组织经常通过安装持续质量改进(CQI)程序来努力提高产品和过程的质量。 CQI的直观吸引力,加上一些广为宣传的成功案例,促使公司广泛采用CQI,以提高绩效。不幸的是,这些实施工作并不总是成功。需要一种客观的方法,通过开发预测CQI投资的实际收益的模型来衡量CQI计划的影响。由于生产管理涉及许多复杂性,因此很难预测CQI投资的收益。一组活动不会为每个公司带来相同的结果。结果,需要量化CQI投资产出的各种衡量指标,如果可以用某种通用指标来表示这些指标,将很有帮助。相对而言,很少有作者介绍过该领域的定量模型,在确实存在定量模型的情况下,他们倾向于只关注一种或两种质量度量。在这项研究中,将开发分析模型以量化对质量改进项目的投资对有形措施的影响。由于用于研究投资效果的层次结构,因此这种方法是独特的。这种结构说明了在六个不同级别投资质量计划的影响。在第一层上,根据两个主要的质量成本类别(即预防成本和评估成本)来介绍质量投资选项。具体的投资机会在第二层考虑。第三层表示在这些质量计划中投入的资金立即生效的项目,例如组件和最终产品的质量特征的差异和方法,制造通过时间,产品开发时间,重复检查和测量误差。会影响内部和外部质量成本的次品率和可靠性比例包含在第四级中。第五级涉及CQI投资的直接收益,可以将其归为降低成本或提高收入的类别。第六层将第五层的项目分为不同类别,例如内部和外部故障成本,制造成本,库存成本,延误/拖延成本和收入增加。这项研究的最终结果将包括总成本模型,该模型将以一种通用的指标获取CQI项目的投资回报。与传统模型相比,这些成本模型使用户可以包括更多的成本要素。最终模型将在工业中用作实用工具,以在进行质量投资之前预测其质量,并作为对CQI项目进行投资的依据。资源分配模型可以使行业优化CQI投资。

著录项

  • 作者

    Lee, Hsu-Hua (Tim).;

  • 作者单位

    The Pennsylvania State University.;

  • 授予单位 The Pennsylvania State University.;
  • 学科 Engineering Industrial.
  • 学位 Ph.D.
  • 年度 2001
  • 页码 181 p.
  • 总页数 181
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 一般工业技术 ;
  • 关键词

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