Die storage improvement with k-means clustering algorithm: A case of paper packaging business
© 2016 IEEE. This paper presents die storage improvement for a case study company, who is a manufacturer of made-to-order paper packaging product. One of the critical equipment used to produce paper packaging is the dies used in die cutting machine. These dies are stored in the separate storage room...
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th-cmuir.6653943832-554972018-09-05T02:58:32Z Die storage improvement with k-means clustering algorithm: A case of paper packaging business Wimalin Laosiritaworn Pornpailin Kitjongtawornkul Melin Pasui Warocha Wansom Computer Science Decision Sciences © 2016 IEEE. This paper presents die storage improvement for a case study company, who is a manufacturer of made-to-order paper packaging product. One of the critical equipment used to produce paper packaging is the dies used in die cutting machine. These dies are stored in the separate storage room and they are placed on any available shelf slot. Due to the wide variety of product design, number of die stored in die storage room is large and continues to grows every year due to the increasing number of customers. Die storage room has become untidy and packed, which make the die retrieve process become more difficult. K-means clustering, one of the data mining algorithms, was applied to cluster dies into groups based on their size, price and frequency of use. Then the layout of storage room was re-designed based on the new cluster to improve space utilization. After improvement, the time used for die retrieval was significantly reduced. 2018-09-05T02:57:14Z 2018-09-05T02:57:14Z 2016-11-14 Conference Proceeding 2-s2.0-85005939740 10.1109/ISCBI.2016.7743286 https://www.scopus.com/inward/record.uri?partnerID=HzOxMe3b&scp=85005939740&origin=inward http://cmuir.cmu.ac.th/jspui/handle/6653943832/55497 |
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Computer Science Decision Sciences Wimalin Laosiritaworn Pornpailin Kitjongtawornkul Melin Pasui Warocha Wansom Die storage improvement with k-means clustering algorithm: A case of paper packaging business |
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© 2016 IEEE. This paper presents die storage improvement for a case study company, who is a manufacturer of made-to-order paper packaging product. One of the critical equipment used to produce paper packaging is the dies used in die cutting machine. These dies are stored in the separate storage room and they are placed on any available shelf slot. Due to the wide variety of product design, number of die stored in die storage room is large and continues to grows every year due to the increasing number of customers. Die storage room has become untidy and packed, which make the die retrieve process become more difficult. K-means clustering, one of the data mining algorithms, was applied to cluster dies into groups based on their size, price and frequency of use. Then the layout of storage room was re-designed based on the new cluster to improve space utilization. After improvement, the time used for die retrieval was significantly reduced. |
format |
Conference Proceeding |
author |
Wimalin Laosiritaworn Pornpailin Kitjongtawornkul Melin Pasui Warocha Wansom |
author_facet |
Wimalin Laosiritaworn Pornpailin Kitjongtawornkul Melin Pasui Warocha Wansom |
author_sort |
Wimalin Laosiritaworn |
title |
Die storage improvement with k-means clustering algorithm: A case of paper packaging business |
title_short |
Die storage improvement with k-means clustering algorithm: A case of paper packaging business |
title_full |
Die storage improvement with k-means clustering algorithm: A case of paper packaging business |
title_fullStr |
Die storage improvement with k-means clustering algorithm: A case of paper packaging business |
title_full_unstemmed |
Die storage improvement with k-means clustering algorithm: A case of paper packaging business |
title_sort |
die storage improvement with k-means clustering algorithm: a case of paper packaging business |
publishDate |
2018 |
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https://www.scopus.com/inward/record.uri?partnerID=HzOxMe3b&scp=85005939740&origin=inward http://cmuir.cmu.ac.th/jspui/handle/6653943832/55497 |
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1681424516805296128 |