Solving Flow Shop Group Scheduling Problem by Tabu Search
碩士 === 元智大學 === 工業工程研究所 === 86 === This research addresses the group scheduling in a flowhsop environment using Tabu search. In most real world manufacturing environment, multi-stage scheduling is adopted for most industry. This problem is proved to be NP-...
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ndltd-TW-086YZU000300202015-10-13T17:34:50Z http://ndltd.ncl.edu.tw/handle/15700615078919887085 Solving Flow Shop Group Scheduling Problem by Tabu Search 利用塔布搜尋法求解流程型工廠群組排程問題 Chia-Tang Wu 吳家塘 碩士 元智大學 工業工程研究所 86 This research addresses the group scheduling in a flowhsop environment using Tabu search. In most real world manufacturing environment, multi-stage scheduling is adopted for most industry. This problem is proved to be NP-complete and therefore lots of computations are required for achieving the optimal solution. The procedure developed in this research is divided into two stages. At the first stage, a heuristic algorithm is developed to find an initial schedule for group scheduling. At the second stage, the initial job is disturbed and different schedules is therefore produced. The approach that tabu search employed is to keep a list of our last few moves through the short-term scheme in tabu list. Before reaching the local optimum the neighborhood procedure incorporated with the moving path will improve the solution and force diversification to the optimal solution in a short elapsed time. The procedure is continued until the termination rules is reached and therefore the makespan is decreased. Experimental results show that the proposed tabu search improves the overall average quality from 2.81% to 12.34% and the insert move is compared favorably with the swap move term of average quality improvement in the exchanging rules of tabu search. Pei-Chann Chang 張百棧 學位論文 ; thesis 85 zh-TW |
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碩士 === 元智大學 === 工業工程研究所 === 86 === This research addresses the group scheduling in a flowhsop
environment using Tabu search. In most real world manufacturing
environment, multi-stage scheduling is adopted for most
industry. This problem is proved to be NP-complete and
therefore lots of computations are required for achieving
the optimal solution. The procedure developed in this research
is divided into two stages. At the first stage, a heuristic
algorithm is developed to find an initial schedule for group
scheduling. At the second stage, the initial job is disturbed
and different schedules is therefore produced. The approach that
tabu search employed is to keep a list of our last few moves
through the short-term scheme in tabu list. Before reaching the
local optimum the neighborhood procedure incorporated with the
moving path will improve the solution and force
diversification to the optimal solution in a short elapsed time.
The procedure is continued until the termination rules is
reached and therefore the makespan is decreased.
Experimental results show that the proposed tabu search
improves the overall average quality from 2.81% to 12.34% and
the insert move is compared favorably with the swap move term
of average quality improvement in the exchanging rules of tabu
search.
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author2 |
Pei-Chann Chang |
author_facet |
Pei-Chann Chang Chia-Tang Wu 吳家塘 |
author |
Chia-Tang Wu 吳家塘 |
spellingShingle |
Chia-Tang Wu 吳家塘 Solving Flow Shop Group Scheduling Problem by Tabu Search |
author_sort |
Chia-Tang Wu |
title |
Solving Flow Shop Group Scheduling Problem by Tabu Search |
title_short |
Solving Flow Shop Group Scheduling Problem by Tabu Search |
title_full |
Solving Flow Shop Group Scheduling Problem by Tabu Search |
title_fullStr |
Solving Flow Shop Group Scheduling Problem by Tabu Search |
title_full_unstemmed |
Solving Flow Shop Group Scheduling Problem by Tabu Search |
title_sort |
solving flow shop group scheduling problem by tabu search |
url |
http://ndltd.ncl.edu.tw/handle/15700615078919887085 |
work_keys_str_mv |
AT chiatangwu solvingflowshopgroupschedulingproblembytabusearch AT wújiātáng solvingflowshopgroupschedulingproblembytabusearch AT chiatangwu lìyòngtǎbùsōuxúnfǎqiújiěliúchéngxínggōngchǎngqúnzǔpáichéngwèntí AT wújiātáng lìyòngtǎbùsōuxúnfǎqiújiěliúchéngxínggōngchǎngqúnzǔpáichéngwèntí |
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