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Capability Testing Based on C_(pm) with Multiple Samples

机译:基于具有多个样本的C_(pm)的能力测试

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摘要

Numerous process capability indices have been proposed in the manufacturing industry to provide unitless measures on process performance, which are effective tools for quality improvement and assurance. Most existing methods for capability testing are based on the distribution frequency approaches. Recently, Bayesian approaches have been proposed for testing capability indices C_p and C_(pm) but restricted to cases with one single sample. In this paper, we consider estimating and testing capability index C_(pm) based on multiple samples. We propose accordingly a Bayesian procedure for testing C_(pm). Based on the Bayesian procedure, we develop a simple but practical procedure for practitioners to use in determining whether their manufacturing processes are capable of reproducing products satisfying the preset capability requirement. A process is capable if all the points in the credible interval are greater than the pre-specified capability level. To make the proposed Bayesian approach practical for in-plant applications, we tabulate the minimum values of C~*(p) for which the posterior probability p reaches various desirable confidence levels.
机译:在制造业中,已经提出了许多过程能力指数,以提供过程性能的无单位度量,这是提高质量和保证质量的有效工具。大多数现有的能力测试方法都是基于分配频率方法。最近,提出了贝叶斯方法来测试能力指标C_p和C_(pm),但仅限于具有一个样本的情况。在本文中,我们考虑基于多个样本的能力指数C_(pm)的估计和测试。因此,我们提出了一种贝叶斯程序来测试C_(pm)。基于贝叶斯程序,我们为从业人员开发了一种简单但实用的程序,用于确定其制造过程是否能够生产满足预设功能要求的产品。如果可信区间中的所有点均大于预定能力级别,则该过程具有能力。为了使所提出的贝叶斯方法在工厂内应用中切实可行,我们将后验概率p达到各种所需置信度水平的C〜*(p)的列表制成表格。

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