Managing risk in production scheduling under uncertain disruption
The job scheduling problem (JSP) is considered as one of the most complex combinatorial optimization problems. JSP is not an independent task, but is rather a part of a company business case. In this paper, we have studied JSPs under sudden machine breakdown scenarios that introduce a risk of not co...
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iium-486832017-10-15T17:46:15Z http://irep.iium.edu.my/48683/ Managing risk in production scheduling under uncertain disruption Sarker, Ruhul Essam, Daryl Kamrul Hasan, S.M. Karim, A.N. Mustafizul TS155 Production management The job scheduling problem (JSP) is considered as one of the most complex combinatorial optimization problems. JSP is not an independent task, but is rather a part of a company business case. In this paper, we have studied JSPs under sudden machine breakdown scenarios that introduce a risk of not completing the jobs on time. We have first solved JSPs using an improved memetic algorithm and extended the algorithm to deal with the disruption situations, and then developed a simulation model to analyze the risk of using a job order and delivery scenario. This paper deals with job scheduling under ideal conditions and rescheduling under machine breakdown, and provides a risk analysis for a production business case. The extended algorithm provides better understanding and results than existing algorithms, the rescheduling shows a good way of recovering from disruptions, and the risk analysis shows an effective way of maximizing return under such situations. Cambridge University Press 2015-06-09 Article PeerReviewed application/pdf en http://irep.iium.edu.my/48683/1/%2335_AIEDAM-paper.pdf Sarker, Ruhul and Essam, Daryl and Kamrul Hasan, S.M. and Karim, A.N. Mustafizul (2015) Managing risk in production scheduling under uncertain disruption. Artiļcial Intelligence for Engineering Design, Analysis and Manufacturing. 1 -11. ISSN 0890-0604 http://journals.cambridge.org/abstract_S0890060415000323 doi:10.1017/S0890060415000323 |
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TS155 Production management Sarker, Ruhul Essam, Daryl Kamrul Hasan, S.M. Karim, A.N. Mustafizul Managing risk in production scheduling under uncertain disruption |
description |
The job scheduling problem (JSP) is considered as one of the most complex combinatorial optimization problems. JSP is not an independent task, but is rather a part of a company business case. In this paper, we have studied JSPs under sudden machine breakdown scenarios that introduce a risk of not completing the jobs on time. We have first solved JSPs using an improved memetic algorithm and extended the algorithm to deal with the disruption situations, and then developed a simulation
model to analyze the risk of using a job order and delivery scenario. This paper deals with job scheduling under ideal conditions and rescheduling under machine breakdown, and provides a risk analysis for a production business case. The extended algorithm provides better understanding and results than existing algorithms, the rescheduling shows a good way of recovering from disruptions, and the risk analysis shows an effective way of maximizing return under such situations. |
format |
Article |
author |
Sarker, Ruhul Essam, Daryl Kamrul Hasan, S.M. Karim, A.N. Mustafizul |
author_facet |
Sarker, Ruhul Essam, Daryl Kamrul Hasan, S.M. Karim, A.N. Mustafizul |
author_sort |
Sarker, Ruhul |
title |
Managing risk in production scheduling under uncertain disruption |
title_short |
Managing risk in production scheduling under uncertain disruption |
title_full |
Managing risk in production scheduling under uncertain disruption |
title_fullStr |
Managing risk in production scheduling under uncertain disruption |
title_full_unstemmed |
Managing risk in production scheduling under uncertain disruption |
title_sort |
managing risk in production scheduling under uncertain disruption |
publisher |
Cambridge University Press |
publishDate |
2015 |
url |
http://irep.iium.edu.my/48683/ http://irep.iium.edu.my/48683/ http://irep.iium.edu.my/48683/ http://irep.iium.edu.my/48683/1/%2335_AIEDAM-paper.pdf |
first_indexed |
2023-09-18T21:09:00Z |
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2023-09-18T21:09:00Z |
_version_ |
1777411125971779584 |