用威布尔分布设计装配件公差

Q2 Engineering
M. Movahedi, S. Seyedghasemi
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引用次数: 0

摘要

公差是工业中规划、控制和提高质量的最重要的工具之一。设计工程师为满足客户需求而进行的公差是生产高质量产品的先决条件。工程师使用手册进行公差。虽然使用统计方法进行公差并不是一个新概念,但工程师通常使用已知分布,包括正态分布。然而,如果给定变量的统计分布是未知的,则采用一种新的统计方法来设计公差。因此,在本研究中,我们希望提供一种适当的统计方法来确定耐受性。使用统计方法来设计公差并不是一个新概念;但是,灵活使用统计分布可以提高其性能。对此,提出了威布尔分布。为了说明所提出的方法,首先随机选取生产零件的技术特征,然后利用最大似然法确定制造参数。最后,采用拟合优度检验来保证所得结果的准确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Designing Tolerance of Assembled Components Using Weibull Distribution
Tolerancing is one of the most important tools for planning, controlling, and improving quality in the industry. Tolerancing conducted by design engineers to meet customers’ needs is a prerequisite for producing high-quality products. Engineers use handbooks to conduct tolerancing. While use of statistical methods for tolerancing is not a new concept, engineers often use known distributions, including the normal distribution. However, if the statistical distribution of the given variable is unknown, a new statistical method will be employed to design tolerance. Therefore, in this study we want to offer a proper statistical method for determining tolerance. The use of statistical methods to design tolerance is not a new concept; however, flexible use of statistical distributions can enhance its performance. In this regard, Weibull distribution is proposed. To illustrate the proposed method first technical characteristics of production parts were selected randomly, and then manufacturing parameters were determined using maximum likelihood method.  Finally, the Goodness of Fit test was used to ensure the accuracy of the obtained results.
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来源期刊
Journal of Optimization in Industrial Engineering
Journal of Optimization in Industrial Engineering Engineering-Industrial and Manufacturing Engineering
CiteScore
2.90
自引率
0.00%
发文量
0
审稿时长
32 weeks
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