[1]蒲宗耀, 陈松.印染行业节能减排技术现状及发展方向[J]. 纺织科技进展, 2007, 33(6):1-4.
Pu Zong-yao, Chen Song. Energy-saving & pollution emission reduction technology in dyeing and finishing industry[J]. Process in Textile Science & Technology,2007,33(6):1-4.
[2]Kallrath J. Mixed integer optimization in the chemical process industry: experience, potential and future[J].Chemical Engineering Research and Design,2000,78:809-822.
[3]Floudas C A, Lin X. Continuous-time versus discrete-time approaches for scheduling of chemical process: a review[J]. Computers and Chemical Engineering,2004,28:2109-2129.
[4]Mendez C A, Cerda J, Grossmann I E. State-of-the-art review of optimization methods for short-term scheduling of batch processes[J]. Computers and Chemical Engineering, 2006,30(6-7):913-946.
[5]苏生, 战德臣, 徐晓飞,等.一种并行机多产品厂短期调度连续时间模型[J]. 计算机集成制造系统, 2006,12(4):494-498, 539.
Su Sheng, Zhan De-chen,Xu Xiao-fei, et al. Continuous time model for short term scheduling of multi-product plant with parallel lines[J]. Computer Integrated Manufacturing Systems, 2006,12(4): 494-498,539.
[6]陈昌领,李光华, 邵惠鹤,等.批处理过程优化调度研究综述——2.MILP调度[J]. 化工自动化及仪表, 2002, 29(6):1-6.
Chen Chang-ling, Li Guang-hua, Shao Hui-he, et al. A survey of batch plants optimal scheduling —2.MILP scheduling[J]. Control and Instruments in Chemical Industry, 2002, 29(6):1-6.
[7]陈昌领, 袁德成, 邵惠鹤,等.多产品批处理过程调度的MILP建模[J]. 上海交通大学学报, 2002,36(8):1057-1062.
Chen Chang-ling,Yuan De-cheng, Shao Hui-he, et al. A new mixed integer linear programming(MILP)model for multi-product batch plant scheduling[J]. Journal of Shanghai Jiaotong University, 2002,36(8):1057-1062.
[8]Cerda J, Henning G P, Grossmann I E. A mixed-integer linear programming model for short-term scheduling of single-stage multi-product batch plants with parallel lines[J]. Industrial and Engineering Chemistry Research, 1997, 36(5):1695-1707.
[9]Mendez C A, Henning G P, Cerda J. Optimal scheduling of batch plants satisfying multiple product orders with different due-dates[J]. Computer and Chemical Engineering, 2000,24(9):2223-2245.
[10]Hui C W, Gupta A. A bi-index continuous-time mixed-integer linear programming model for single-stage batch scheduling with parallel units[J]. Industrial and Engineering Chemistry Research,2001,40(25):5960-5967.
[11]Kondili E, Pantelides C C, Sargent R W H. A general algorithm for short-term scheduling for batch operations-I milp formulation[J].Computers and Chemical Engineering, 1993,17:211-227.
[12]Shah N, Pantelides C C, Sargent R W H. General algorithm for short-term scheduling of batch operations-Ⅱ. Computational issues[J]. Computers and Chemical Engineering,1993,17:229-244.
[13]伍乃骐,白丽平.炼油生产计划和调度优化的研究[J].计算机集成制造系统, 2005, 11(1):90-96.
Wu Nai-qi,Bai Li-ping. Scheduling optimization in petroleum refining industry: a survey[J]. Computer Integrated Manufacturing Systems, 2005,11(1):90-96.
[14]戴智杰, 宋执环, 宋春跃,等.遗传算法的浸染生产排缸策略[J].运筹与管理, 2006,15(2): 149-153.
Dai Zhi-jie, Song Zhi-huan, Song Chun-yue, et al. Strategy in dip-dye production scheduling based on genetic algorithm[J]. Operations Research and Management Science, 2006, 15(2): 149-153.
[15]黄龙军, 陈刚良.基于遗传算法的排缸策略[J] .绍兴文理学院学报, 2009,29(9):48-51, 99.
Huang Long-jun, Chen Gang-liang. Strategy of GA-based vat arrangement[J]. Journal of Shaoxing University, 2009, 29(9):48-51, 99.
[16]袁新生, 邵大宏, 郁时炼. LINGO和Excel在数学建模中的应用[M]. 北京:科学出版社, 2007 |