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基于模糊规划的间歇过程生产调度建模 被引量:3

Fuzzy Programming Based Modeling of Production Scheduling of Batch Processes
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摘要 通过对现有生产调度模糊模型的分析 ,针对间歇生产过程 ,提出了一种新颖的参数模糊的通用模糊规划建模方法 ,模糊模型采用 2种基于普通遗传算法的模糊算法 ,即模糊模拟和SFA算法。该方法中 ,参数隶属函数选取灵活 ,采用合适的模糊表示方式。 By analyzing certain fuzzy models for production scheduling, the author proposes a general novel fuzzification method based on fuzzy programming for batching production processes and offers a modeling method with fuzzy coefficients. Two fuzzy algorithms based on genetic algorithm, i.e., fuzzy simulation and SFA algorithm, are adopted to solve the fuzzy model. The selection of membership function is flexible, and a proper expression of fuzziness is adopted. Finally, a numerical example demonstrates that the modeling method is valid.
作者 张虹 李歧强
出处 《中国工程科学》 2004年第10期65-70,共6页 Strategic Study of CAE
基金 "八六三"高技术计划资助项目 ( 2 0 0 1AA413 42 0 ) 山东省自然科学基金资助项目 (Y2 0 0 3G0 1)
关键词 生产调度 模糊规划 间歇生产过程 隶属函数 production scheduling fuzzy programming batching production processes membership function
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参考文献10

  • 1Liu B. Uncertain programming: optimization theory in uncertain environments [ J ]. Fuzzy Systems, The Ninth IEEE International Conference, 2000, (2):941 ~ 944
  • 2Liu B, Iwamura K. Fuzzy programming with fuzzy decisions and fuzzy simulation-based genetic algorithm[J]. Fuzzy Sets and Systems, 2001, (122): 253 ~262
  • 3Kondili E, Panteledes C C, Sargent R W H. A general algorithm for scheduling batch operations [A]. Proc of 3rd Intl Symp on Process Systems Engineering [C].Sydney, 1998. 62~75
  • 4Mockus L, Reklaitis G V. Mathematical programming formulation for scheduling of batch operations based on nonuniform time discretization [J ]. Computers Chem Engng, 1997, 21(10): 1147~1156
  • 5Kondili E, Panteledes C C, Sargent R W H. A general algorithm for short-term scheduling of batch operations-Ⅰ MILP formulation [ J ]. Computers Chemical Engineering, 1993, 17(2): 211~277
  • 6杨红红,吴智铭.模糊需求环境下多工艺批量生产计划[J].上海交通大学学报,2002,36(8):1121-1126. 被引量:6
  • 7Rinks D B. The performance of fuzzy algorithm models for aggregate planning under differing cost structures[A]. Gupta M M, Sanches E. Fuzzy Information and Decision Processes [M]. Amsterdam: North-Holland,1982. 267~278
  • 8Glover F. Futute paths for integer programming and links to artificial intelligence [ J ]. Computers and Operations Research, 1986, 13:533~549
  • 9Carlson C M F, Tavares H M F, Formigoni J R F.Parametric mixed linear programming with fuzzy numbers and an application to telecommunications networks planning [ J ]. Telecommunications Symposium, 1998, (1): 323~328
  • 10王朝晖,甘文泉,陈浩勋,胡保生.具有模糊缓冲库存约束的化工批处理过程的调度[J].系统工程理论与实践,1998,18(7):62-68. 被引量:3

二级参考文献10

  • 1[1]Drexl A, Kimms A. Lot sizing and scheduling-survey and extensions[J]. European Journal of Operational Research,1997,99(2):221-235.
  • 2[2]Wang D, Fang S. A genetic-based approach for aggregated production planning in a fuzzy environment[J]. IEEE Transactions on System, Man and Cybernetics. Part A: Systems and Humans,1997,27(5):636-645.
  • 3[3]Bellman R, Zadeh L A. Decision making in a fuzzy environment[J]. Management Science,1970,16(4):141-164.
  • 4[4]Zimmermann H J. Fuzzy set theory and its application[M]. Boston: Hingham,1991.
  • 5[5]Bitran G R, Yanasse H H. Computational complexity of the capacitated lot size problem[J]. Management Science,1982,28(10):1174-1186.
  • 6[6]Gen M, Cheng R W. Genetic algorithms and engineering design[M]. New York: John Wiley & Sons,1996
  • 7王朝晖,International Conference on Industrial Engineering and Production Management,1997年
  • 8陈浩勋,Proceedings of IEEE Int Conf on Robotics and Automation,1995年
  • 9Guan Xiaohong,IEEE Trans Power Syst,1994年,10卷,2期,772页
  • 10陈庆华,组合最优化技术及其应用,1989年

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