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A two-stage flexible flow-shop scheduling problem with m identical parallel machines on one stage and a batch processor on the other stage 被引量:1

A two-stage flexible flow-shop scheduling problem with m identical parallel machines on one stage and a batch processor on the other stage
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摘要 This paper considers a hybrid two-stage flow-shop scheduling problem with m identical parallel machines on one stage and a batch processor on the other stage. The processing time of job Jj on any of m identical parallel machines is aj≡a (j∈N), and the processing time of job Jj is bj(j∈N) on a batch processorM. We take makespan (Cmax) as our minimization objective. In this paper, for the problem of FSMP-BI (m identical parallel machines on the first stage and a batch processor on the second stage), based on the algorithm given by Sung and Choung for the problem of 1 |ri, BI|Cmax under the constraint of the given processing sequence, we develop an optimal dynamic programming Algorithm H1 for it in max {O(nlogn), O(nB)} time. A max {O(nlogn) , O(nB)}time symmetric Algorithm H2 is given then for the problem of BI-FSMP (a batch processor on the first stage and m identical parallel machines on the second stage). This paper considers a hybrid two-stage flow-shop scheduling problem with m identical parallel machines on one stage and a batch processor on the other stage. The processing time of job Jj on any of m identical parallel machines is aj≡ a (j∈N), and the processing time of job Jj is bj(j∈N) on a batch processor M. We take makespan (Cmax) as our minimization objective. In this paper, for the problem of FSMP-BI (m identical parallel machines on the first stage and a batch processor on the second stage), based on the algorithm given by Sung and Choung for the problem of 1| rj, BI | Cmax under the constraint of the given processing sequence, we develop an optimal dynamic programming Algorithm H1 for it in max{O(nlogn), O(nB)} time. A max{O(nlogn), O(nB)} time symmetric Algorithm H2 is given then for the problem of BI-FSMP (a batch processor on the first stage and m identical parallel machines on the second stage).
机构地区 Dept.of Mathematics
出处 《Journal of Harbin Institute of Technology(New Series)》 EI CAS 2008年第5期674-678,共5页 哈尔滨工业大学学报(英文版)
基金 Sponsored by the Innovation Foundation of Shanghai University(Grant No.A.10-0101-07 -406) NNSF of China(Grant No.60874039)
关键词 SCHEDULING flexible flow-shop parallel machines batch processor optimal algorithm 平行性 最佳算法 分批处理 数学分析
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