期刊文献+

旋转货架系统配货作业优化问题启发式算法 被引量:2

Heuristics for Order Picking Optimization Problem of Multiple Carousels System in Distribution Center
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摘要 旋转货架系统配置配货作业是现代配送中心中一项非常重要的作业活动。研究具有多个水平旋转货架系统的配货作业问题,建立对应的模型。在分析该类型作业中,整个货架系统配货顺序最优单个货架物品拣选顺序必然最优的特点基础上,设计改进临近域算法,并提出随机确定位置启发式算法。最后,通过模拟测试,效果良好。 Recent technological developments have revolutionized the design and operation of warehousing systems. Carousel system, are becoming increasingly prevalent. It requires computerized control algorithms to support scheduling and picking decisions. This paper considers the order picking problem of it. A new improved nearest items heuristics (INIH) and a SVRH heuristics are presented according to the characteristics that the optimal picking order of the materials in the single carousel will come forth of the optimal sequence of the whole assignment. Finally, Experimental results verify that the optimum solutions are quickly and steadily achieved and show its better performance.
出处 《系统管理学报》 北大核心 2009年第2期177-182,共6页 Journal of Systems & Management
基金 华南农业大学校长基金资助项目(4700-K07465)
关键词 运筹学 配货作业 路径优化 配送中心 operations research order picking routing optimal distribution center
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参考文献13

  • 1Bartholdi J J, Platzman L K. Retrieval strategies for a carousel conveyor[J]. IIE Transactions, 1986, 18 (2):166-173.
  • 2Stern H I. Parts location and optimal picking rules for a carousel conveyer automatic storage and retrieval system [C]//7th International Conference on Automation in Warehousing. Berlin: Springer, 1986: 185- 193.
  • 3Ghosh J B, Wells C E. Optimal retrieval strategies for carousel conveyors [J]. Mathematical Computer Modeling, 1992, 16(10):59-70.
  • 4Van Den Berg J P. Multiple order pick sequencing in a carousel system: A solvable case of the rural postman problem [J]. The Journal of the Operational Research Society, 1996, 47(12): 1504-1515.
  • 5Wen U P, Chang D T. Picking rules for a carousel conveyor in an automated warehouse [J]. Omega International Journal of Management Science, 1988, 16 (2) :145-151.
  • 6Litvak N, Adan I. The travel time in carousel systems under the nearest item heuristic [J]. J Appl Prob, 2001, 38(1):45-54.
  • 7Litvak N, Zwet W R. On the minimal travel time needed to collect n items on a circle [J]. Ann Appl Probab, 2004, 14:881-902.
  • 8Michael R G, David S J. Computers and intractability: A guide to the theory of NP-Completeness [M]. W. H. Freeman and Company, 1979.
  • 9de Koster R, Tho L D, Roodhergen K J. Design and control of warehouse order picking: A literature review [J]. European Journal of Operational Research, 2007,182 (2) : 481-501.
  • 10王雄志,王国庆.配送中心补货作业问题的启发式算法[J].系统工程理论与实践,2008,28(4):50-56. 被引量:4

二级参考文献12

  • 1王雄志,王国庆.配送中心定向补货作业问题[J].系统工程,2006,24(1):48-52. 被引量:8
  • 2钱颂迪等.运筹学[M].北京:清华大学出版社,1998.
  • 3Ratli H D,Rosenthal A S.Order picking in a rectangular warehouse:a solvable case of the traveling salesman problem[J].Operations Research,1983,31:507~521.
  • 4Gibson D R,Sharp G P.Order batching procedures[J].European Journal of Operational Research,1992,58:57~67.
  • 5Roodbergen K J,De Koster R.Routing order pickers in a warehouse with multiple cross aisles[A].Proceedings of the 1998 International Material Handling Research[C].1998.
  • 6Petersen C G.An evaluation of order picking routing policies[J].International Journal of Operations & Production Management,1997,17(11):1098~1111.
  • 7Gademann A J R M,Van Den Berg J P,Van Der Hoff H H.An order batching algorithm for wave picking in a parallel-aisle warehouse[J].IIE Transactions,2001,33:385~398.
  • 8Hackman S T,Rosenblatt M J.Allocating items to automated storage and retrieval systems[J].IIE Transactions,1990,22(1):7~14.
  • 9Frazelle E H,Hackman S T,Passy U,Platzman L K.The forward-reverse problem[A].Ciriani T A,Leachman R C.Optimization industry 2[C].Wiley,1994:3~61.
  • 10Bozer Y A.Optimizing throughput performance in designing order picking systems[D].Atlanta,GA:Gorgia Institute of Technology,1985.

共引文献9

同被引文献37

  • 1Van den Berg J P. Multiple order pick sequencing in a carousel system: A solvable case of the rural post- man problem[J]. Journal of the Operational Research Society. 1996, 47 (12): 1504-1515.
  • 2Litvak N, Adan I. The travel time in carousel systems under the nearest item heuristic[J]. Journal of Ap- plied Probability, 2001, 38 (1): 45-54.
  • 3Litvak N, Adan I J B F, Wessels J. Order picking in carousel systems under the nearest item heuristic[J]. Probability in the Engineering and Informational Sci- ences, 2001, 15 (2): 135-164.
  • 4Litvak N, Zwet W R V. On the minimal travel time needed to collect n items on a circle[J]. The Annals of Applied Probability, 2004, 14 (2) :881-902.
  • 5Hassini E, Vickson R G. A two-carousel storage lo- cation problem[J]. Computers and Operations Re- search, 2003, 30 (4): 527-539.
  • 6Park B C, Park J Y, Foley R D. Carousel system performance [J]. Journal of Applied Probability, 2003, 40 (3): 602-612.
  • 7Colorni A, Dorigo M, Maniezzo V. An investigation of some properties of an ant algorithm [A]. Proc of the Parallel Problem Solving from Nature Conference (PPSN'92) [C]// Belgium: Elsevier Publishing, 1992.
  • 8Wang G. Optimal order picking in a double carousel storage system[R], working paper, 2007.
  • 9Han M H, McGinnis W J A. Analysis of rotary rack operation[J]. Material Flow, 1988, 4 (1): 283-293.
  • 10Bengu G. An optimal storage assignment for automa- ted rotating carousel[J]. Iie Transactions, 1995, 27 (1) :105-107.

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