用控制图确定制造过程的相关水平和过程能力

D. Prajapati
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引用次数: 0

摘要

统计过程控制是一种基于工业的方法,用于测量和控制制造过程中的质量。在本文提出的案例研究处理的过程能力比(PCR),过程能力指数(Cpk)和相关水平的确定为制造业的“传动轴跑出”。已从制造过程中获取数据,并绘制了-X和R控制图,以确定过程是否在统计控制范围内或不在统计控制范围内。通过过程能力分析来发现过程的有效性。研究发现,36.02%的传动轴跑偏超出控制范围,这确实是一个较高的排斥水平,也是行业关注的主要问题。“传动轴跑出”的样本取自位于印度的一个制造业,并估计了观察结果之间的相关性水平。已经计算了“传动轴跑出”观测值之间的相关性水平,并与样本量(n)为4的Shewhart -X图的建议最佳方案相匹配。所提出的案例研究显示相关水平为0.50。
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Determination of correlation level and process capability of a manufacturing process using control charts
Statistical process control is an industry-based methodology for measuring and controlling quality during the manufacturing process. The case study presented in this paper deals with the determination of process capability ratio (PCR), process capability index (Cpk) and level of correlation for a 'drive shaft run outs' of the manufacturing industry. Data have been taken from the manufacturing process and the -X and R control charts have been plotted to find whether the processes are with-in or out of statistical control. Process capability analysis has been done to find the effectiveness of the processes. It is found that the 36.02% of drive shaft run outs is beyond the control, which is really a higher rejection level and major concern for the industry. The samples of 'drive shaft run outs' are taken from a manufacturing industry located in India and estimated the level of correlation among the observations. The level of correlation among the observations of the 'drive shaft run outs' has been computed and matched with the suggested optimal schemes of Shewhart -X chart for sample size (n) of four. The presented case study shows the level of correlation of 0.50.
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来源期刊
International Journal of Quality Engineering and Technology
International Journal of Quality Engineering and Technology Engineering-Safety, Risk, Reliability and Quality
CiteScore
0.40
自引率
0.00%
发文量
1
期刊介绍: IJQET fosters the exchange and dissemination of research publications aimed at the latest developments in all areas of quality engineering. The thrust of this international journal is to publish original full-length articles on experimental and theoretical basic research with scholarly rigour. IJQET particularly welcomes those emerging methodologies and techniques in concise and quantitative expressions of the theoretical and practical engineering and science disciplines.
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