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Rating design requirements in fuzzy quality function deployment via a mathematical programming approach

机译:通过数学编程方法对模糊质量函数部署中的设计要求进行评级

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摘要

Quality function deployment (QFD) is an important tool for translating customer requirements into product features. Identification of critical design requirements is a key factor for product development to satisfy customer needs. When the relative weights of customer attributes and the relationship measures between customer attributes and design requirements are fuzzy numbers, the determination of the design requirements becomes more complicated in QFD planning process. The calculation of the technical importance of design requirements falls into the category of fuzzy weighted average. Since the derived membership functions of the technical importance of design requirements are not explicitly known, the paper devises a method that can prioritize the design requirements without knowing their exact membership functions. The ratings of the design requirements are determined by solving a pair of nonlinear programs for each design requirement. The impacts of correlation among design requirements and the budget factor are also considered for achieving higher customer satisfaction. An example of a flexible manufacturing system design is given to illustrate the application of the proposed method.
机译:质量功能部署(QFD)是将客户需求转换为产品功能的重要工具。确定关键设计要求是满足客户需求的产品开发的关键因素。当客户属性的相对权重以及客户属性与设计需求之间的关系度量为模糊数时,设计需求的确定在QFD计划过程中变得更加复杂。设计要求的技术重要性的计算属于模糊加权平均。由于没有明确知道设计需求在技术上的重要性,因此本文设计了一种方法,可以在不知道其确切的隶属函数的情况下对设计需求进行优先级排序。通过为每个设计要求求解一对非线性程序来确定设计要求的等级。为了获得更高的客户满意度,还考虑了设计要求和预算因素之间的相关性影响。给出了柔性制造系统设计的示例,以说明所提出方法的应用。

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