Two Improved Process Capability Indices

碩士 === 國立交通大學 === 統計所 === 89 === A new measure of the process capability, $C^{*}$, that takes into account the distance between the target value and mean as well as the process variation is proposed for assessing the process performance. When the target value is equal to the pr...

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Main Authors: Chiun-Haw Chou, 周君豪
Other Authors: Hui-Nien Hung
Format: Others
Language:en_US
Published: 2001
Online Access:http://ndltd.ncl.edu.tw/handle/60001978684336889463
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spelling ndltd-TW-089NCTU03370012016-01-29T04:28:13Z http://ndltd.ncl.edu.tw/handle/60001978684336889463 Two Improved Process Capability Indices 製程能力指標的改進 Chiun-Haw Chou 周君豪 碩士 國立交通大學 統計所 89 A new measure of the process capability, $C^{*}$, that takes into account the distance between the target value and mean as well as the process variation is proposed for assessing the process performance. When the target value is equal to the process mean, $C^{*}$ is the same as Cpk. We derive the density of C* by partitioning the domain of \hat{mu} into three parts. The expected values of $\hat{C}^{*}$ and $\hat{C}_{pk}$ under large sample assumption and mu=T>M, where M is the midpoint of the two specification limits, are accounted. Then, another improvement of Cpk, C**, is proposed. Also, we compare the expected values of $\hat{C}^{**}$ and $\hat{C}_{pk}$ under large sample assumption and mu=T>M. Finally, we apply bootstrap methods to give the confidence intervals for C* and C** and compare their lengths with Cpk in the particular case. Hui-Nien Hung Jyh-Jen Horng 洪慧念 洪志真 2001 學位論文 ; thesis 42 en_US
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description 碩士 === 國立交通大學 === 統計所 === 89 === A new measure of the process capability, $C^{*}$, that takes into account the distance between the target value and mean as well as the process variation is proposed for assessing the process performance. When the target value is equal to the process mean, $C^{*}$ is the same as Cpk. We derive the density of C* by partitioning the domain of \hat{mu} into three parts. The expected values of $\hat{C}^{*}$ and $\hat{C}_{pk}$ under large sample assumption and mu=T>M, where M is the midpoint of the two specification limits, are accounted. Then, another improvement of Cpk, C**, is proposed. Also, we compare the expected values of $\hat{C}^{**}$ and $\hat{C}_{pk}$ under large sample assumption and mu=T>M. Finally, we apply bootstrap methods to give the confidence intervals for C* and C** and compare their lengths with Cpk in the particular case.
author2 Hui-Nien Hung
author_facet Hui-Nien Hung
Chiun-Haw Chou
周君豪
author Chiun-Haw Chou
周君豪
spellingShingle Chiun-Haw Chou
周君豪
Two Improved Process Capability Indices
author_sort Chiun-Haw Chou
title Two Improved Process Capability Indices
title_short Two Improved Process Capability Indices
title_full Two Improved Process Capability Indices
title_fullStr Two Improved Process Capability Indices
title_full_unstemmed Two Improved Process Capability Indices
title_sort two improved process capability indices
publishDate 2001
url http://ndltd.ncl.edu.tw/handle/60001978684336889463
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AT zhōujūnháo zhìchéngnénglìzhǐbiāodegǎijìn
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