Attribute Control Chart with Fuzzy Data

碩士 === 國立高雄應用科技大學 === 工業工程與管理系 === 100 === Quality characteristic of attribute, which is depended on the quality is good or not, cannot be easily and numerically represently. In the real world, the attribute data may not be recorded or collected precisely on account of visual inspection. A number o...

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Main Authors: Yi-Ling Tsai, 蔡宜伶
Other Authors: Ming-Hung Shu
Format: Others
Language:en_US
Published: 105
Online Access:http://ndltd.ncl.edu.tw/handle/60127178647428227143
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spelling ndltd-TW-100KUAS80410072017-02-25T04:18:09Z http://ndltd.ncl.edu.tw/handle/60127178647428227143 Attribute Control Chart with Fuzzy Data 建構計數管制圖監控模糊資料之研究 Yi-Ling Tsai 蔡宜伶 碩士 國立高雄應用科技大學 工業工程與管理系 100 Quality characteristic of attribute, which is depended on the quality is good or not, cannot be easily and numerically represently. In the real world, the attribute data may not be recorded or collected precisely on account of visual inspection. A number of nonconformities are counted by inspectors according to their subjective decisions, so that we consider attribute data as fuzzy data. To construct an attribute control chart, the traditional method exists a limitation to deal with the data in a fuzzy environment. In this situation, traditional attribute control charts are not apropriate for monitoring the manufacturing process. However, in this paper, we employ the fuzzy sets theory to construct control charts for monitoring fuzzy data. We construct a fuzzy u control chart for monitoring the average number of nonconformities per unit in a process in which fuzzy sample data are collected from the manufacturing process. Therefore, we also present a fuzzy ranking method, which compares the fuzzy everage number of nonconformities per unit to its respective fuzzy control chart, to classify the manufacturing process such as observations are out-of-control, in-control, rather-in-control, or rather-out-of-control in a fuzzy u control chart. Finally, a numerical example illustrates the applicability of the proposed fuzzy u control chart. Ming-Hung Shu 蘇明鴻 105 學位論文 ; thesis 40 en_US
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description 碩士 === 國立高雄應用科技大學 === 工業工程與管理系 === 100 === Quality characteristic of attribute, which is depended on the quality is good or not, cannot be easily and numerically represently. In the real world, the attribute data may not be recorded or collected precisely on account of visual inspection. A number of nonconformities are counted by inspectors according to their subjective decisions, so that we consider attribute data as fuzzy data. To construct an attribute control chart, the traditional method exists a limitation to deal with the data in a fuzzy environment. In this situation, traditional attribute control charts are not apropriate for monitoring the manufacturing process. However, in this paper, we employ the fuzzy sets theory to construct control charts for monitoring fuzzy data. We construct a fuzzy u control chart for monitoring the average number of nonconformities per unit in a process in which fuzzy sample data are collected from the manufacturing process. Therefore, we also present a fuzzy ranking method, which compares the fuzzy everage number of nonconformities per unit to its respective fuzzy control chart, to classify the manufacturing process such as observations are out-of-control, in-control, rather-in-control, or rather-out-of-control in a fuzzy u control chart. Finally, a numerical example illustrates the applicability of the proposed fuzzy u control chart.
author2 Ming-Hung Shu
author_facet Ming-Hung Shu
Yi-Ling Tsai
蔡宜伶
author Yi-Ling Tsai
蔡宜伶
spellingShingle Yi-Ling Tsai
蔡宜伶
Attribute Control Chart with Fuzzy Data
author_sort Yi-Ling Tsai
title Attribute Control Chart with Fuzzy Data
title_short Attribute Control Chart with Fuzzy Data
title_full Attribute Control Chart with Fuzzy Data
title_fullStr Attribute Control Chart with Fuzzy Data
title_full_unstemmed Attribute Control Chart with Fuzzy Data
title_sort attribute control chart with fuzzy data
publishDate 105
url http://ndltd.ncl.edu.tw/handle/60127178647428227143
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