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題名:Sequencing Heuristic for Scheduling Jobs with Periodic Maintenance
書刊名:International Journal of Information and Management Sciences
作者:Chen, Wen-jinnTsou, Jia-chi
出版日期:2008
卷期:19:4
頁次:頁635-649
主題關鍵詞:SchedulingMaintenanceTotal flow timeTardy job
原始連結:連回原系統網址new window
相關次數:
  • 被引用次數被引用次數:期刊(3) 博士論文(0) 專書(0) 專書論文(0)
  • 排除自我引用排除自我引用:3
  • 共同引用共同引用:0
  • 點閱點閱:25
In this paper we consider a scheduling problem where the limited availability of machine results from maintenance. In many manufacturing systems, scheduling maintenance will result in some jobs being tardy and a larger total flow time is generated. Therefore, our objective is to find a schedule that minimizes the total flow time subject to minimum number of tardy jobs and periodic maintenance. In this paper, a branch-and-bound algorithm that utilizes several theorems is proposed to derive the optimal schedule. We also develop a heuristic to solve large sized problems. Computational results show that the presented heuristic is highly accurate and efficient.
期刊論文
1.Van Wassenhove, L. N.、Gelders, L. F.(1980)。Solving a bicriterion scheduling problem。European Journal of Operational Research,4,42-48。  new window
2.Lee, C. Y.(1996)。Machine Scheduling with an Availability Constraint。Journal of Global Optimization,9(3/4),395-416。  new window
3.Mosheiov, G.(1994)。Minimizing the Sum of Job Completion Times on Capacitated Parallel Machines。Mathematical and Computer Modeling,20,91-99。  new window
4.Lee, C. Y.(1997)。Minimizing the Makespan in the Two-machine Flowshop Scheduling Problem with an Availability Constraint。Operations Research Letters,20,129-139。  new window
5.Emmons, H.(1975)。One Machine Sequencing to Minimize Mean Flow Time with Minimum Tardy。Naval Research Logistics Quarterly,22,585-592。  new window
6.Azizoglu, M.、Kondakci, S.、Kirca, O.(1991)。Bicriteria Scheduling Problem Involving Total Tardiness and Total Earliness Penalties。International Journal of Production Economics,23,17-24。  new window
7.Vairaktarakis, G. L.、Lee, C. Y.(1995)。The Single-machine Scheduling Problem to Minimize Total Tardiness Subject to Minimum Number of Tardy Jobs。IIE Transactions,27,250-256。  new window
8.Lee, C. Y.(1991)。Parallel Machines Scheduling with Non-simultaneous Machine Available Time。Discrete Applied Mathematics,30,53-61。  new window
9.Kiran, A. S.、Unal, A. T.(1991)。A Single-machine Problem with Multiple Criteria。Naval Research Logistics,38,721-727。  new window
10.Schmidt, G.(1988)。Scheduling Independent Tasks with Deadlines on Semi-identical Processors。Journal of Operational Research Society,39,271-277。  new window
11.Chen, W. J.(2006)。Minimizing Total Flow Time in the Single-machine Scheduling Problem with Periodic Maintenance。Journal of the Operational Research Society,57,410-415。  new window
12.Lee, C. Y.(1999)。Two-machine Flowshop Scheduling with Availability Constraints。European Journal of Operational Research,114(2),420-429。  new window
13.Lee, C. Y.、Lin, C. S.(2001)。Single-machine Scheduling with Maintenance and Repair Rate-modifying Activities。European Journal of Operational Research,135,493-513。  new window
14.Hoogeveen, H.(2005)。Multicriteria Scheduling。European Journal of Operational Research,167,592-623。  new window
15.Asano, M.、Ohta, H.(1999)。Single-machine Scheduling to Meet Due Dates under Shutdown Constraints。International Journal of Production Economics,60/ 61,537-547。  new window
圖書
1.French, S.(1982)。Sequencing and Scheduling: An Introduction to the Mathematics of the Job-Shop。John Wiley & Sons, Inc.。  new window
 
 
 
 
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