面向复杂制造系统的智能生产调度方法及其应用研究
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摘要
客户的个性化、多样化需求使全球市场的竞争异常激烈。如何在有限时间和有限资源的情况下,最大限度地满足客户需求?如何实现多品种小批量及大规模定制条件下生产的优化调度?如何解决大规模、多目标、多资源约束等复杂工况下智能调度问题?
     本课题研究正是围绕上述关键问题展开的,研究的主要内容包括:
     (1)提出了分解-优化-融合的智能调度策略
     针对大规模、多目标、多资源约束等复杂工况下的调度问题,制定了分解-优化-融合(Decomposition+Optimization-Integration,DOI)智能调度策略,规划和设计了分解-优化-融合策略下不同阶段的优化方法,即首先根据分解规则,对制造系统调度周期内的相关信息进行分类,分解成若干个调度单元:然后对不同调度单元分别给出优化调度方案;最后基于复杂大规模制造系统的总目标和资源约束,对所有调度单元进行融合,完成了优化调度集成方案,有效地攻克了调度规模增大、解空间呈指数增长的技术难题。
     (2)构造和实现了分解规则及其计算模型
     在分析和研究调度类型、调度目标、资源约束及其相互冲突的基础上,根据分解阶段的优化项目要求,构造了分解规则及其计算模型,如交货期富裕度、工艺相似性等,可以给出相关单元信息,为不同单元的优化与融合提供支持。
     (3)构造了基于生物智能的单元调度优化算法
     在生物免疫系统和遗传进化机理的研究基础上,建立了基于生物免疫进化机理的生物智能计算方法,对智能计算方法与其他策略和技术的综合在复杂调度问题的应用和实现进行研究,克服了复杂调度问题建模困难和计算方法设计复杂的局限性,拓展了调度问题的研究方法并提高了运算效率。
     (4)提出和实现了权重自适应智能算法
     实际制造过程中,由于不同企业、不同调度对象、不同调度周期等,调度目标及其组合关系非常复杂。通过建立多目标优化调度问题的模型和对基于生物智能算法的特性分析,结合了生物智能优化算法的优点,提出了多目标的权重自适应智能算法(Weighted Self-Adaptive Intelligent Algorithm,WSAIA),通过生物智能算法种群的进化及设置不同级别的繁衍系数,降低对目标的人为干预或盲目设定的影响,确保种群多样化,平衡全局搜索和局部寻优,提高了多目标调度问题的求解效率和质量。
     (5)提出和实现了基于混沌的改良免疫算法
     构建了满足工艺约束与资源约束,以总工期最小为目标的资源受限调度问题的数学模型。研究了混沌系统的特征,设计了由多个混沌函数(Logistic, Tent和Sinusoidal)构成的混沌生成算子。分析了基于生物智能优化算法的特点,引入混沌生成算子和并行变异算子,提出了基于混沌的改良免疫算法(Chaos-based Improved Immune Algorithm, CBIIA)。在种群初始化阶段,用混沌生成算子替代传统的随机数生成方式。在变异阶段,提出了基于高斯策略和柯西策略的并行变异操作替代常用的点变异,并行变异操作中用柯西策略实现大步变异,用高斯策略实现小步变异,以平衡全局搜索和局部寻优性能。
     (6)研制了面向复杂制造的智能调度系统并进行仿真测试
     开发了智能调度系统,用基于标准案例设计的大规模调度问题,文献中的多目标调度问题和选自标准案例库的多资源约束调度案例进行测试。将测试结果与文献结果比照分析,算法结果和性能证明了提出的方法和策略的有效性。
Customer needs are increasingly personified and diversified and require quick response, which cause fierce competition in the global market. How are customer needs satisfied to the largest extent with limited amount of resource and time? How is production optimization scheduling with multi-variety and small batch realized? How is an intelligent scheduling problem for a complex manufacturing system with large-scale, multi-objective and multi-resource constraints delivered?
     This study conducts relevant research regarding the above-mentioned issues, and the main contributions of this study include as below,
     (1) Development of a decomposition-optimization-integration intelligent scheduling strategy
     On the basis of analysis of a large number of existing scheduling methodologies, this study proposes a three-fold (Decomposition-Optimization-Integration, DOI) approach for solving large-scale job shop scheduling problems and designs optimization item in three different stages. Firstly, in terms of classification and decomposition rules, manufacturing scheduling information is classified in order that scheduling units are achieved in a reasonable manner. Secondly, according to scheduling objectives and manufacturing information of scheduling units, schedules are made by the use of intelligent algorithm. Lastly, the final schedule for complex large-scale manufacturing system is optimized through "integration" approach according to overall scheduling objectives and resource constraints. Thus, the proposed methodology can solve NP-hard problems characterized by enormous solution space in an effective way.
     (2) Design of decomposition rules and related calculation models
     Based on analysis of features of a complex manufacturing system, such as scheduling type, scheduling objective, resource constraints and their contradictory relations, this study designs decomposition rules and relevant calculation models according to the requirements of optimization units, namely, due dates, and process similarity, etc. in order to support the integration of different scheduling modules.
     (3) Research on biological intelligence based scheduling optimization
     The study introduces the mechanisms of biological immune system and genetic evolution, analyzes the mechanisms of biological immune system and genetic evolution to solve complex scheduling problems, and discusses the applications of intelligent approaches combined with other strategies on complex scheduling problems.
     (4) Research on weighted self-adaptive intelligent algorithm for multi-objective scheduling problem
     In the process of manufacturing on the floor shop, scheduling objectives and their relations are extremely complicated due to different goals in different enterprises over scheduling horizons. The study models multi-objective scheduling problem. Afterwards, based on the features of biological intelligent algorithm, the study proposes a weighted self-adaptive intelligent algorithm (WSAIA) for a multi-objective scheduling problem. By the use of evolution of intelligent algorithm and reproduction coefficient, it can overcome the limitations of conventional weighted-sum in which the importance of each objective are manually set in advance, furthermore ensure the diversity of population and balance the exploration and exploitation so that it can increase the effectiveness of search for optimal solution considering overall objectives.
     (5) Development of chaos-based intelligent scheduling algorithm
     This study models resource constrained project scheduling problem which features multi resource types. The objective is to minimize makespan with satisfying precedence and resource constraints. The study devises a chaotic generator by using Logistic function, Tent function and Sinusoidal functions. Analyzing the features of artificial immune system, the study introduces chaotic operator and parallel mutation operator. Therefore, the study proposes Chaos-based Improved Immune Algorithm (CBIIA). In the initialization phase, chaotic generator is utilized instead of conventional random number generator. In the mutation phase, parallel mutation is deployed rather than point mutation. Parallel mutation comprises of two mutation strategies viz. Gaussian and Cauchy. Gaussian strategy is applied for small step mutation and Cauchy strategy is applied for large step mutation. The objective of parallel mutation mechanism is deployed to balance exploitation and exploration in search space.
     (6) Development of an intelligent scheduling software system
     This study develops an intelligent scheduling software system. Large-scale simulated instances based on test bed of job shop scheduling problem, a multi-objective job shop scheduling problem in the literature, and benchmark problems for resource-constrained project scheduling problems are tested. Test results are analyzed and compared with existing methodologies in literature, and it is proven that the proposed methodologies are effective in converging towards the optimal solution.
引文
[1]常桂娟,基于微粒群算法的车间调度问题研究,2008,青岛大学博士论文.
    [2]戴康,乐艳娜,中国制造业的升级软肋,瞭望新闻周刊,2006,(10):22-24.
    [3]朱剑英,现代制造系统模式、建模方法及关键技术的新发展,机械工程学,2000,36(8),1-5.
    [4]徐杜,蒋永平,张宪民,2001,柔性制造系统原理与实践,机械工业出版社,北京.
    [5]李蓓智,敏捷制造中的若干使能技术及其应用的研究,2005,东华大学博士学位论文.
    [6]谢楠,基于Petri网的可重组制造系统建模、调度及控制方法研究,2006,同济大学博士学位论文.
    [7]周亚勤,快速响应市场的智能生产调度方法研究及应用,2005,东华大学博士论文.
    [8]王凌,车间调度算法及其遗传算法,2003,清华大学出版社,北京,1-2.
    [9]Karger D., Stein C,& Wein J., Scheduling algorithms, Handbook of Algorithms and Theory of Computation,1999, CRC Press.
    [10]Bellman, R., Esogbue, A. O.,& Nabeshima, I., Mathematical aspects of scheduling and applications,1982, Pergamon Press, New York.
    [11]刘民,吴征,制造过程智能优化调度算法及其应用,2008,国防工业出版社,北京.
    [12]Garey, M.,& Johnson, D., Strong NP-completeness results:motivation, examples and implications, Journal of ACM,1978,25,499-508.
    [13]Hoogeven, J.A., Lenstra, J.K.,& Van de Velde, S.L., Sequencing and scheduling, in:M. Dell'Amico, F. Maffioli, S. Martello (Eds.), Annotated Bibliographies in Combinatorial Optimization,1997, Wiley, New York, pp.181-197.
    [14]Brucker, P., Drexl, A., Mohring, R., Neumann, K.,& Pesch, E., Resource-constrained project scheduling: Notation, classification, models, and methods, European Journal of Operational Research,1999,112(1),3-41.
    [15]鞠全勇,智能制造系统生产计划与车间调度的研究,2007,南京航天航空大学博士学位论文.
    [16]Graves, S.C., A Review of Production Scheduling, Production Scheduling,1981, 29(4),646-675.
    [17]唐国春,张峰,罗守成等,现代排序论,2003,上海科学普及出版社,上海.
    [18]Gen, M., Cheng, R., Genetic Algorithms & Engineering Optimization,2000, John Wiley & Sons.
    [19]Jozefowska, J., Mika, M., Rozycki, R., Waligora, G.,& Weglarz, J., Solving the discrete-continuous project scheduling problem via its discretization, Mathematical Methods of Operations Research,2000,52(3),489-499.
    [20]Brucker, P., Knust S., Complex Scheduling,2006, Springer.
    [21]金峰,吴澄,大规模调度问题的研究现状与展望,计算机集成制造系统,2006,12(2),161-168.
    [22]王万良,吴启迪,宋毅,求解作业车间调度问题的改进自适应遗传算法,系统工程理论与实践,2004,2,58-62.
    [23]Demirkol, E., Mehta, S.,& Uzsoy, R., A computational study of shifting bottleneck procedures for shop scheduling problems, Journal of Heuristics,1997, 3(2),111-137.
    [24]Chen, C.,& Bulfin, L.,Complexity of single machine multi-criteria scheduling problems, European Journal of Operational Research,1993,70,115-125.
    [25]Rodammer, F.A.,& White, K. P., A recent survey of production scheduling, IEEE Transactions on System, Man and Cybernetics,1988,18 (6),841-851.
    [26]张美华,李爱平,徐立云,协同生产计划调度系统及其关键技术,同济大学学报,2008,11,1574-1578.
    [27]张洁,王玮,方海松,程扬,基于双反馈控制和分阶段调度的光纤生产调度,机械工程学报,2006,42(11),125-130.
    [28]翟文彬,张洁,严隽琪,马登哲,基于ETAEMS/GPGP-CN的半导体生产线动态调度技术研究,机械工程学报,2005,41(3),53-58.
    [29]Jones, A., Rabelo, L. C., Survey of job shop techniques,1999, Wiley Encyclopedia of Electrical and Electronics Engineering.
    [30]Jain, A. S.,& Meeran, S., Deterministic job-shop scheduling:Past, present& future, European Journal of Operational Research,1999,113,390-434.
    [31]陶泽,隋天中,谢里阳,刘晓霞,基于Petri网和GASA的双资源JSP动态优化调度,东北大学学报(自然科学版),2007,3,405-409.
    [32]梁迪,谢里阳,隋人中,陶泽,基于遗传和禁忌搜索算法求解双资源车间调度问题,东北大学学报(自然科学版),2006,8,895-898.
    [33]赵巍,王万良,改进遗传算法求解柔性job-shop调度问题,东南大学报,2003,9,120-123.
    [34]Johnson, S.M., Optimal two-and three-stage production schedules with set-up times included. Naval Research Logistics Quarterly,1954,1,61-68.
    [35]Jackson, J.R., An extension of Johnson's result on job lot scheduling. Naval Research Logistics Quarterly,1956,3 (3),201-203.
    [36]Akers, S.B., Jr., A graphical approach to production scheduling problems. Operations Research,1956,4,244-245.
    [37]胡运权,运筹学教程(第三版),2007,清华大学出版社,北京.
    [38]Balas, E., Discrete programming by the filter method, Operations Research,1967, 15,915-957.
    [39]Balas, E., Machine sequencing: disjunctive graphs and degree-constrained subgraphs, Naval Research Logistics Quarterly,1970,17,941-957.
    [40]Chen, H. X., Cheng, B. C.& Proth, J. M., A more efficient Lagrangian Relaxation approach to job shop scheduling problems. Proceedings of IEEE International Conference on Robotics & Automation,1995,469-501.
    [41]Gershwin, S., Hierarchical flow control:a framework for scheduling and planning discrete events in manufacturing systems, Proceedings of IEEE special Issue on Discrete Event, System,1989,77,195-209.
    [42]Dantzig, G.,& Wolfe, P., Decomposition principles for linear programs, Naval Research Logistics Quarterly,1960,8(1),101-111.
    [43]Shapiro, J., A survey of lagrangian techniques for discrete optimization, Annals of Discrete Mathematics,1979,5,113-138.
    [44]Agin, N., Optimum seeking with branch and bound, Management Science,1966, 13,176-185.
    [45]Luh, P.B., Zhao, X., Wang, Y.,& Thakur, L.S., Lagrangian relaxation neural networks for job shop scheduling. IEEE Transactions on Robotics & Automation 2000,16(1),78-88.
    [46]熊锐,陈浩勋,胡保生,一种生产计划与车间调度的集成模型及其拉氏松弛求解法.西安电子科技大学学报,1996,23(4),509-516.
    [47]汪祖柱,程家兴.求解组合优化问题的一种方法—分枝定界法,安徽大学学报(自然科学版),2004,1,10-14.
    [48]郑大钟,赵千川,离散事件动态系统,2001,清华大学出版社,北京.
    [49]刘建国,朱恒民,王宁生,混合流水车间负荷平衡调度的免疫算法,西安电子科技大学学报,2006(8),655-659.
    [50]T·菲利普斯,A·瑞温德伦著,刘泉,万敏译,运筹学的理论与实践,1987,中国商业出版社,北京.
    [51]Blackstone, J.H., Jr., Phillips, D.T.,& Hogg, G.L., A state of the art survey of dispatching rules for manufacturing jobshop operations. International Journal of Production Research,1982,20,27-45.
    [52]Panwalkar, S., A survey of scheduling rules, Operation Research,1977,25(1),45-61.
    [53]Klein, R., Bidirectional planning:improving priority rule based heuristics for scheduling resource-constrained projects. European Journal of Operational Research,2000,127(3),619-638.
    [54]Holthaus, O.,& Rajendran, C., Efficient dispatching rules for scheduling in a job shop, International Journal of Production. Economics,1997,48(1),87-105.
    [55]Ross, T. J., Fuzzy logic with engineering application (Second edition),2004, John Wiley & Sons, Ltd.
    [56]Kuroda, M.,& Wang, Z., Fuzzy job shop scheduling, International Journal of Production Economics,1996,44,45-51.
    [57]Sakawa, M,& Kubota, R., Fuzzy programming for multi-objective job shop scheduling with fuzzy processing time & fuzzy due date through genetic algorithms, European Journal of Operational Research,2000,120(2),393-407.
    [58]Grabot, B.,& Geneste, L., Dispatching rules in scheduling:a fuzzy approach, International Journal of Production Research,1994,32(4),903-915.
    [59]Slany, W., Scheduling as a fuzzy multiple criteria optimization problem,1994, CD-Technical Report 94/62, Technical University of Vienna.
    [60]Tsujimura, Y., Park, S., Chang, S.,& Gen, M., An effective method for solving flow shop scheduling problems with fuzzy processing times, Computers & Industrial Engineering,1993,25,239-242.
    [61]Shukla, S. K., Son, Y. J.& Tiwari, M. K., Fuzzy-Based Adaptive Sample-Sort Simulated Annealing for Resource-Constrained Project Scheduling.The International Journal of Advanced Manufacturing Technology,2008,36(9-10),982-995,
    [62]Murata, T., Oshida, H., Jen, M., Rule-Based Weight Definition Form-Objective Fuzzy Scheduling with the OWA Operator.The Proceedings of 26th Annual Conference of the IEEE on Industrial Electronics Society,2000,4,2756-2761
    [63]Murata. T.,Ishibuchi. H.,Lee. K. H.,Reformulation of various non-fuzzy scheduling problems using the concept of fuzzy due-date, Proceedings of 6th IEEE International Conference on Fuzzy Systems,1997,447-452.
    [64]Rumelhart, D. E., McClelland, J. L.,& the PDP Research Group, Parallel Distributed Processing: Explorations in the Microstructure of Cognition,1986, MIT Press, Cambridge, Massachusetts.
    [65]Hopfield, J.,& Tank, D., Neural computation of decisions in optimization problems, Biological Cybernetics,1985,52,141-152.
    [66]Foo, Y.,& Takefuji, Y., Stochastic neural networks for solving job-shop scheduling:Part 2 Architecture & simulations, Proceedings of the IEEE International Conference on Neural Networks,1988,275-282.
    [67]Zhou, D., Cherkassky, V., Baldwin, T.,& Hong, D., Scaling neural networks for job shop scheduling, Proceedings of the International Conference on Neural Networks,1990,3,889-894.
    [68]Lo, Z.,& Bavarian, B., Scheduling with neural networks for flexible manufacturing systems, Proceedings of the IEEE International Conference on Robotics & Automation,1991,818-823.
    [69]Fonseca, D. J.,& Navaresse, D., Artificial neural networks for job shop simulation, Advanced Engineering Informatics,2002,16(4),241-246
    [70]陈萍,郭金,Hopfield神经网络求解TSP的研究,北京邮电大学学报,1999,22(2),58-61.
    [71]王潮,宣国荣,人工神经网络求解JSP新方法,计算机应用与软件,2001,18(4),59-64.
    [72]丁立新,康立山,陈毓屏等.演化计算研究进展,武汉大学学报,1998,44(5),561-568.
    [73]安进,车问生产批量优化调度,2005,南京航空航天大学硕士学位论文.
    [74]Glover F., Future paths for integer programming & links to artificial intelligence. Computer Operation Research,1986,13 (5),533-549.
    [75]Bozejiko, W.& Makuchowski, M,. A fast hybrid tabu search algorithm for the no-wait job shop problem, Computers & Industrial Engineering,2009,56(4), 1502-1509
    [76]Taillard, E., Parallel taboo search techniques for the job-shop scheduling problem, ORSA Journal on Computing,1994,16,108-117.
    [77]Barnes, J. W.,& Chambers, J. B., Solving the job shop scheduling problem with tabu search, HE Transactions,1995,27,257-263.
    [78]Kirkpatrick, S., Gelatt, C.D. Jr.,& Vecchil, M.P., Optimization by simulated annealing, Science,1983,220,671-680.
    [79]康立山,谢云,尤失勇等,非数字并行计算(第一册)——模拟退火算法,1998,科学出版社,北京.
    [80]Kirkpatrick, S., Gelatt, C,& Vecchi, M., Optimization by simulated annealing, Science,1983,220(4598),671-680.
    [81]Van Laarhoven P. J. M., Aarts, E. H. L.,& Lenstra J. K., Job shop scheduling by simulated annealing, Operations Research,1992,40,113-125.
    [82]Jeffcoat, D.,& Bulfin, R., Simulated annealing for resource-constrained scheduling, European Journal of Operational Research,1993,70,43-51.
    [83]Ghodratnama, A., Rabbani, M., Tavakkoli-Moghaddam, R., Baboli, A., Solving a single-machine scheduling problem with maintenance, job deterioration and learning effect by simulated annealing, Journal of Manufacturing Systems,2010, 29(1),1-9.
    [84]Ulungu, E.L., Teghem, J., Fortemps, Ph.,& Tuyttens, D., MOSA method:A tool for solving MOCO problems, Journal of Multi-Criteria Decision Analysis,1999, 8,221-236.
    [85]Dorigo, M., Maniezzo, V.,& Colorni, A., Ant system:Optimization by a colony of cooperating agents, IEEE Transactions on Systems, Man,& Cybernetics-Part B:Cybernetics,1996,26(1),29-41.
    [86]Colorni, A., Dorigo, M.,& Maniezzo, V., Distributed optimization by ant colonies, Proceedings of the First European Conference on Artificial Life,1991, Elsevier Publishing, Paris, France,134-142.
    [87]Iredi, S., Merkle, D.,& Middendorf, M., Bi-criterion optimization with multi colony ant algorithms, First International Conference on Evolutionary-Multi- Criterion Optimization (EMO'01), Berlin, Germany: Springer-Verlag, Lecture Notes in Computer Science,2001,1993,359-372.
    [88]Merkle, D.,& Middendorf, M., An ant algorithm with a new pheromone evaluation rule for total tardiness problems, Proceedings of the EvoWorkshops 2000, Berlin, Germany:Springer-verlage, Lecture Notes in Computer Science, 2000,1803,287-296.
    [89]Merkle, D., Middendorf, M.,& Schmeck, H., Ant colony optimization for resource-constrained project scheduling, IEEE Transactions on Evolutionary Computation,2002,6(4),333-345.
    [90]Huang, R. H.,& Yang, C. Y., Ant colony system for job shop scheduling with time windows, International Journal of Advanced Manufacturing Technology, 2008,39(1-2),151-157.
    [91]Cheng, B. Y., Li, K.,& Chen, B., Scheduling a single batch-processing machine with non-identical job sizes in fuzzy environment using an improved ant colony optimization, Journal Of Manufacturing Systems,2010,29(1),29-34.
    [92]陈国良,王煦法,庄镇泉等,遗传算法及其应用,1999,人民邮电出版社,北京.
    [93]Khoo, L. P., Lee, S. G.& Yin, X. F., A prototype genetic algorithm-enhanced multi-objective scheduler for manufacturing systems, The International Journal of Advanced Manufacturing Technology,2000,16,131-138.
    [94]Elmaraghy, H., Patel, V.,& Abdallah, I. B., Scheduling of manufacturing systems under dual-resource constraints using genetic algorithms, Journal of Manufacturing Systems,2000,19(3),186-201.
    [95]A1-Hakim, L., An analogue genetic algorithm for solving job shop scheduling problems, International Journal of Production Research,2001,39(7),1537-1548.
    [96]Yun, Y. S., Genetic algorithm with fuzzy logic controller for preemptive & non-preemptive job-shop scheduling problems, Computers & Industrial Engineering, 2002,43,623-644.
    [97]Zhou, H., Feng, Y. C,& Han, L. M., The hybrid heuristic genetic algorithm for job shop scheduling, Computers & Industrial Engineering,2001,40,191-200.
    [98]Park, B. J., Choi, H. R.,& Kim, H. S., A hybrid genetic algorithm for the job shop scheduling problems, Computers & Industrial Engineering,2003,45(4),597-613.
    [99]Pezzella, F., Morganti, G.,& Ciaschetti, G., A genetic algorithm for the flexible job-shop scheduling problem, Computer & Operations Research,2008,35(10), 3202-3212.
    [100]Defersha, F. M.,& Chen, M. Y., A Genetic Algorithm for the Flexible Job-Shop Scheduling Problem, The International Journal Of Advanced Manufacturing Technology,2010,49(1-4),263-279.
    [101]Cheng, R., Gen, M.,& Tsujimura, Y., A tutorial survey of job-shop scheduling problems using genetic algorithms-Ⅱ: hybrid genetic search strategies, Computers & Industrial Engineering,1999,36,343-364.
    [102]Leu, S. S.,& Hung, T. H., A genetic algorithm-based optimal resource-constrained scheduling simulation model, Construction Management & Economics,2002,20(2):131-141
    [103]Dasgupta, D.,& Attoh, O. N., Immunity-based systems:a survey, Proceedings of the IEEE International Conference on System Man & Cybernetics,1997, 869-874.
    [104]李蓓智,杨建国,丁惠敏,基于生物免疫机理的智能调度系统建模与仿真,计算机集成制造系统,2002,8(6),446-450.
    [105]杨建国,丁惠敏,李蓓智,解决多目标Flow shop问题的生物免疫调度算法,机械设计与研究,2002,18(4),28-30.
    [106]Coello Coello, C. A., Rivera, D. C,& Cortes, N. C, Use of an artificial immune system for job shop scheduling, Artificial Immune Systems, Lecture Notes in Computer Science,2003,2787,1-10.
    [107]Engin, O., Doyen, A., A new approach to solve hybrid flow shop scheduling problems by artificial immune system. Future Generation Computer Systems, 2004,20(6),1083-1095.
    [108]Tavakkoli-Moghaddam,R., Rahimi-Vahed, A.,& Mirzaei, A. H., A hybrid multi-objective immune algorithm for a flow shop scheduling problem with bi-objectives:Weighted mean completion time and weighted mean tardiness, Information Sciences,2007,177,5072-5090.
    [109]Yu, H.,& Liang, W., Neural network & genetic algorithm-based hybrid approach to expanded job-shop scheduling, Computers & Industrial Engineering, 2001,39,337-356.
    [110]Kis, T.,& Hertz, A., A lower bound for the job insertion problem, Discrete Applied Mathematics,2003,128 (2-3),395-419.
    [111]Werner, F.,& Winkler, A., Insertion techniques for the heuristic solution of the job shop, Discrete Applied Mathematics,1995,58(2),191-211.
    [112]Logendran, R., Carson, S.,& Hanson, E., Group schedulingin flexible flow shops, International Journal of Production Economics,2005,96(2),143-155.
    [113]Danneberg, D., Tautenhahn, T.,& Werner, F., A comparison of heuristic algorithms for flow shop scheduling problems with setup times and limited batch size, Mathematical and Computer Modelling,1999,29(9),101-126.
    [114]Chen, Y. Y., Fu, L. L.,& Chen Y. C., Multi-agent based dynamic scheduling for a flexible assembly system, Proceedings of the 1998 IEEE, International Conference on Robotics & Automation,1998,3,2122-2127.
    [115]Gantt, H. L., Efficiency and democracy. Trans. ASME,1919,40,799-808.
    [116]Porter, D.B., The Gantt chart as applied to production scheduling and control. Naval Research Logistics Quarterly,1968,15,311-317.
    [117]Roy B., Sussman, B., Les problem d'ordonnancement avec contraintes disjunctive. Note DS No.9 bis SEMA, Paris,1964.
    [118]Adams J., Balas E.,& Zawack D., The shifting bottleneck procedure for job shop scheduling. Management Science,1988,34(3),391-401.
    [119]李金屏,何苗,刘明军等,提高BP小波神经网络收敛速度的研究,模式识别与人工智能,2002,15(1),28-35.
    [120]袁亚湘,孙文瑜,最优化理论与方法,1999,科学出版社,北京,232-238.
    [121]邢文训,谢金星,现代优化计算方法,1999,清华大学出版社,北京.
    [122]史奎凡,董吉文,李金屏等,正交遗传算法,电子学报,2002,30(10),1501-1504.
    [123]李金屏,李素,杨波,基于小生境算法和聚类分析的快速收敛遗传算法,小型微型计算机系统,2004,25(6),975-978.
    [124]周亚勤,李蓓智,杨建国,基于遗传算法的批量flow shop调度问题研究,机械制造,2004,10,57-59.
    [125]周亚勤,李蓓智,杨建国,考虑批量和辅助时间等状生产状况的智能调度方法,机械工程学报,2006,42,52-57.
    [126]孙志峻,朱剑英等,基于遗传算法的多资源作业车间智能动态优化调度,机械工程学报,2002,38(4),120-125.
    [127]Alcaraz, J.,& Maroto, C., A robust genetic algorithm for resource allocation in project scheduling. Annals of Operational Research,2001,102 (1-4),83-109.
    [128]Cheng, R. W., Gen, M.,& Tsujimura, Y., A tutorial survey of job-shop scheduling problems using genetic algorithms I-representation. Computers & Industrial Engineering,1996,30 (4),983-997.
    [129]Mattfeld, D., Bierwirth, C., An efficient genetic algorithm for job shop scheduling with tardiness objectives, European Journal of Operational Research, 2004,155(2),616-630.
    [130]吴清烈,徐南荣,大规模含整变量优化问题的一种分解方法,东南大学学报,1996,26(3),119-125.
    [131]左燕,大规模复杂生产调度问题瓶颈分解方法研究,2007,上海交通大学博士学位论文.
    [132]杜民,实用型作业车间调度系统的研究与开发,2009,东华大学硕士学位论文.
    [133]丁永生,任立红,人工免疫系统:理论和应用,模式识别与人工智能,2000,13(1),52-59.
    [134]Holland, J. H., Adaptation in natural and artificial systems,1975, Ann Arbor, The University of Michigan Press.
    [135]De Jong, K. A., An analysis of the behavior of a class of genetic adaptive systems,1975, PhD Dissertation, Michigan:University of Michigan.
    [136]Jerne, N. K., Idiotypic Networks and Other Preconceived Ideas, Immunoligical Review,1984,79(1),5-24.
    [137]Burnet, F. M., Clonal Selection and After,1978, In Theoretical Immunology, (Eds.) G. I. Bell, A. S. Perelson & G. H. Pimbley Jr., Marcel Dekker Inc.,63-85.
    [138]查里·达尔文(英),钱逊(译),物种起源,重庆出版社,2009.
    [139]De Castro, L. N.,& von Zuben, F. J., The Clonal Selection Algorithm with Engineering Applications,2000, In Workshop Proceedings of GECCO, pp.36-37, Workshop on Artificial Immune Systems and Their Applications, Las Vegas, USA.
    [140]Gen M., Tsujimura Y.,& Kubota, E., Solving job-shop scheduling problems by genetic algorithm, Proceedings of 1994 IEEE Conference on Systems, Man, and Cybernetics,'Humans, Information and Technology',1994,2,1577-1582.
    [141]程丹,基于APS的生产排程与优化技术的研究,2006,哈尔滨工业大学工学硕士学位论文.
    [142]张超勇,饶运清,李培根,基于POX交叉的遗传算法求解Job-shop调度问题,中国机械工程,2004,15(23),2149-2153.
    [143]张超勇,饶运清,李培根,邵新宇,柔性作业车间调度问题的两级遗传算法,机械工程学报,2007,43,119-124.
    [144]潘正君,康立山,陈毓屏,演化计算,1998,清华大学出版社,北京.
    [145]Agoston Endre Eiben, Robert Hinterding, and Zbigniew Michalewicz, Parameter Control in EvolutionaryAlgorithms, IEEE Transactions on Evolutionary Computation,1999,3(2),124-141.
    [146]黄文奇,周立刚,一种基于拟物策略求解JSSP的快速算法,2003,21(2),4-6.
    [147]Wang, Z. Q., Schiao, J. L., Ginsberg, M., Hashing-coding in CMAC Neural Networks, IEEE Transactions on Neural Network,1996,17(5),1698-1703.
    [148]周亚勤,杨建国,李蓓智,多目标多约束job shop作业调度模型与应用研究,制造业自动化,2002,24,53-59.
    [149]Keller, H., Strusevich, V. A., Scheduling problems for parallel dedicated machines undermultiple resource constraints, Discrete Applied Mathematics, 2004,133,45-66.
    [150]邓林义,林焰,金朝光,采用优先规则的粒子群算法求解RCPSP,计算机工程与应用2009,45(10),40-44.
    [151]刘士新,王梦光,聂义勇,多执行模式资源受限工程调度问题的优化算法,系统工程学报,2001,16(1),55-60.
    [152]王为新,李原,张开富,基于遗传算法的多模式资源约束项目调度问题研究,2007,24(1),72-74.
    [153]谈烨,仲伟俊,徐南荣,多种资源受限多项目排序问题的两层决策方法,系统工程理论与实践,2001,21(2),1-5.
    [154]Kurtulus, I., Davis, E. W., Multi-project scheduling: Categorization of heuristic rules performance, Management Science,1982,28(2),161-172.
    [155]Speranza, M. G., Vercellis, C., Hierarchical models for multi-project planning and scheduling, European Journal of Operational Research,1993,64(2),312-325.
    [156]卢睿,不确定环境下项目调度方法的研究与实现,2009,东北大学博士学位论文.
    [157]寿涌毅,资源约束下多项目调度的迭代算法,浙江大学学报,2004,38(8),1095-1099.
    [158]陈月华,不同耦合模式下混沌系统的同步研究,2010,北京邮电大学博士学位论文.
    [159]王凌,郑大钟,李清生,混沌优化方法的研究进展,计算技术与自动化,2001,20(1),1-5.
    [160]李兵,蒋慰孙,混沌优化方法及其应用,控制理论与应用,1997,14(4),613-615.
    [161]张彤,王宏伟,王子才,变尺度混沌优化方法及应用,控制与决策,1999,14(3),285-288.
    [162]李亚东,李少远,一种新的遗传混沌优化组合方法,控制理论与应用,2002,19(1),143-145.
    [163]王惠冬,张彦东,混沌优化算法的参数分析,山东矿业学院学报,1999,18(1),74-77.
    [164]李金屏,韩延彬,孙志胜,混沌优化算法的性能分析,小型微型计算机系统,2005,26(8),1340-1344.
    [165]Yuan, X. H., Yuan, Y.B.,& Zhang, Y.C., A hybrid chaotic genetic algorithm for short-term hydro system scheduling, Mathematics & Computers in Simulation, 2002,59(4),319-327.
    [166]Schmitz, J. P. M., van Beek, D.A.,& Rooda, J.E., Chaos in Discrete Production Systems?, Journal of Manufacturing Systems,2002,21(3),236-246.
    [167]Chryssolouris, G., Giannelos, N., Papakostas, N.,& Mourtzis, D., CIRP Annals-Manufacturing Technology,2004,53(1),381-383.
    [168]李福利,复杂现象与未来技术,高技术研究前沿展望(马俊如,余翔林主编),1995,中国科学技术大学出版社,合肥.
    [169]赵佩清,林文才,颜学峰,基于蚂蚁智能体调度的混沌搜索算法及化工应用,化工自动化及仪表,2009,36(4),21-25.
    [170]Caponetto, R., Fortuna, L., Fazzino, S.,& Xibilia, G.M., Chaotic sequences to improve the performance of evolutionary algorithm, IEEE Transactions on Evolutionary Computaton,2003,7(3),289-304.
    [171]De Castro, L. N.,& Von Zuben, F. J., Learning and optimization using the clonal selection principle. IEEE Transaction on Evolutionary Computation, special issue on Artificial Immune System (AIS),2002,6(3),239-351.
    [172]De Castro, L. N.,& Von Zuben, F. J., Recent development in biologically inspired computing,2005, Hershy, PA:Idea Group Publishing.
    [173]Dasgupta, D.,& Gonzalez, F., An immunity-based technique to characterize intrusions in computer networks. IEEE Transaction on Evolutionary Computation,2002,6(3),1081-1088.
    [174]Gen, M.,& Cheng, R., Genetic Algorithm & Engineering Design,1997, Wiley Publication.
    [175]Goldberg, D. E., Genetic Algorithm In Search Optimization & Machine Learning,1989, Addison-Wesley.
    [176]Tiwari, M.K., Prakash, K. A.,& Mileham, A.R., Determination of an optimal assembly sequence using the psychoclonal algorithm, Journal of Engineering Manufacture,2005,219(1),137-149.
    [177]George, A. J.,& Grey, D., Receptor editing during affinity maturation, Immunology Today,1999,20(4),196.
    [178]Talbot, F. B., Patterson, J.H., An efficient integer programming algorithm with network cuts for solving resource-constrained scheduling problems. Management Science,1978,24(11),1163-1174.
    [179]Kim, K.W., Gen, M.,& Yamazaki, G., Hybrid genetic algorithm with fuzzy logic for resource-constrained project scheduling, Applied soft computing,2003, 2(3),174-188.

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