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遗传算法理论及其在水问题中应用的研究
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摘要
遗传算法是人工智能的关键技术之一,世界各国都将其作为一个重要的研究课题。本文的主要研究内容有:
     1.系统综述了国内外遗传算法的研究进展,分析了部分模型的思想和技术处理特点,概述了遗传算法在水问题中的应用情况,提出了需要注意的动向。
     2.根据参考文献分析的典型遗传算法(CGA)不成熟收敛的起因,本文提出了一种可克服CGA不成熟收敛缺陷的,进而寻得全局最优解的新遗传算法(NGA),从理论和实验两方面证明了其改进后的遗传算法能有效地克服不成熟收敛、进而搜索到全局最优解。
     3.根据自适应遗传算法(AGA)的原理,本文提出了一种新的MAGA(MODIFIED ADAPTIVE GENETIC ALGORITHM)——增强的自适应遗传算法,该方法不仅能够加快普通遗传算法的收敛速度,而且能够有效地保证种群的多样性,通过求解具有多个极值点的函数优化问题,计算机仿真实验结果表明该方法是非常有效地。
     4.开展了NGA和MAGA在水问题中的一系列应用的研究,它们是:用SGA和NGA优化马斯京根模型参数,用SGA和MAGA优化暴雨强度公式中的参数,实例计算表明了它们在水问题的优化问题中是有一定工程实用价值的。
     5.近年来,人工神经网络(ANN)和遗传算法(GA)相结合的研究已引起了人们极大的关注。本文首先系统综述了该学科领域的发展现状,然后提出将增强性自适应遗传算法(MAGA)和BP算法相结合,利用二进制编码来同时优化多层神经网络的网络结构和权值,通过对洪水灾害评估建模和岷江紫坪埔洪水预报模型的实验,证明了这种方法能有效地避免BP算法陷入局部极小和遗传算法过早收敛,结果是满意地。
Genetic algorithm (GA) is one of the key technologies for artificial intelligence and is deemed as an important subject of investigations in various countries. Main works in the paper are illustrated as follows.
    1. This paper presents a systemic review about the state-of -art progresses of genetic algorithm(GA) both at home and abroad, gives an analysis of the concepts adopted and the characteristics of technological processing for some models, summarizes the application of GA on water, and points out the tendencies that deserve attention.
    2. Based on the study of the reason of premature convergence in canonical genetic algorithms, a new genetic algorithm is proposed in this paper. The experiment results and theory analysis show that such an improved genetic algorithm can find global optimal beyond premature convergence efficiently.
    3. Proposed in this paper is a novel genetic algorithm (MAGA) , which not only can keep the population diversity but also has quicker convergence speed. It is applied to optimizing functions with multi-model. Computer simulation results prove its validity.
    4. A series of applications of NGA and MAGA are made, which include optimizing the parameters of Muskingum routing model with SGA and NGA, optimizing the parameters of the Formula of Storm Intensity with SGA and MAGA. The results indicate that these algorithms are practical and efficient on water.
    II
    
    
    5. Research involving some sort of combination of genetic algorithms (GAs) and Artificial Neural Networks (ANNs) has attracted a lot of attention recently. Firstly, this article presents a brief review of the state of the art and research prospects in this area. Secondly, the MAGA algorithm coding in binary is engaged to optimize the weights and topology of multi-layer neural network. Furthermore, the experiment result, which establishing the model of evaluation of flood disaster effect, shows that by combining the binary-coded GA with BP algorithm, the entrapment in local optical optimum of BP and the premature of GA can be prevented efficiently and satisfactorily results are obtained.
引文
[1] Holland. J. H, Concerning Efficient Adaptive Systems, In Yovits, M. C. Eds., Self-Organizing Systems, 1962, 215-230
    [2] Holland. J. H, Adaptation in Natural and Artificial Systems, 1st ed., 1975, 2nd ed., Cambridge, MA: Press, 1992
    [3] Bremermann. H. J, Optimization Through Evolution and Recombination, in Self-Organizing Systems, Yovits. M. C., Jacobi. G. T. And Goldstine. G. D. Eds., Spartan Books, 1962, 93-106
    [4] Rechenberg. I, Evolutionsstrategie: Optimierung Technischer Systeme nach Prinzipien der Biologischen Evolution. Stuttgart: Frommann Holzboog Verlag, 1973
    [5] Schwefel. H. P, Kybernetische Evolution Als Strategie der Experimentell Forschung in der Strmungstechnik. Diploma Thesis, Technical Univ. of Berlin, 1965
    [6] Fogel. L. J, On the Organization of Intellect. Doctoral Dissertation, UCLA, 1964
    [7] Fogel. L. J, Owens. A. J, Walsh. M. J., Artificial Intelligence through Simulated Evolution, New York: John Wiley, 1966
    [8] Fraser. A. S., Simulation of Genetic System by Automatic Digital Computers., Ⅰ: Introduction, Australian J. of Biol, Sci, 1957, 10: 484-491
    [9] Lgj Barricelli. N. A., Symbiogenetic Evolution Processes Realized by Artificial Methods, Methodos, 1957, 9(35-36):143-182
    [10] Bagley. J. D., The Behavior of Adaptive Systems Which Employ Genetic and Correlation Algorithms, Dissertation Abstracts international, 1967, 28(12)
    [11] Rosenberg. R. S., A Conmputer Simulation of a Biological Population, Unpublished Manuscript, 1966
    [12] Cavicchio. D. J., Reproductive Adaptive Plans, Proc. of the ACM 1972 Annual Conf., 1972, 1-11
    
    
    [13]Weinberg. R., Computer Simulation of a Living Cell, Doctoral Disseriation, Univ. of Michigan, Dissertations Abstracts Int., 1970, 31(9)
    [14]Frantz. D. R., Non-Linearities in Genetic Adaptive Search, Doctoral Dissertation, Univ. of Michigan, Dissertation Abstract, Abstracts Int., 1972, 33(11), 5240B-5241B
    [15]Goldberg. D. E., Simple Genetic Algorithms and the MinimalDeceptive Problem, In L. Davis (Ed.), Genetic Algorithms and Simulated Annealing, London Pitman, 1987, 74-78
    [16]Bosworth. J., Foo. N., Zeigler. B. P., Comparison of Genetic-Algorithms with Conjugate Gradient Methods, CR2093, NASA
    [17]De Jong, K. A., An Analysis of the Behavior of a Class of Genetic Adaptive Systems, Ph. D. Dissertation, University Microfilms, No. 76-9381, University of Michigan, Ann Arber, 1975
    [18]Brindle. A., Genetic Algorithms for Function Optimization, Doctoral Dissertation, Univ. of Alberta, 1981
    [19]Zurada. J., Introduction to Artificial Neural Systems, West Publishing Company, 1992
    [20]Forrest. S., Ed. Proc. of the Fifth Intern, Conf. on Genetic Algorithms, San Mateo, CA: Morgan Kaufmann, 1993
    [21]Goldberg. D. E., Genetic Algorithms in Search, Optimization and Machine Learning, Reading, MA: Addison Wesley, 1989
    [22]Davis. L. Ed., Handbook of Genetic Algorithms, New York: Van Nostrand Reinhold, 1991
    [23]Davis. L. D., Genetic Algorithms and Simulated, Annealing, Morgan Kaufmann, Los Altos, 1987
    [24]席裕庚,从预测控制到满意控制,第一届中国智能控制与智能自动化学术会议论文集,沈阳,1994,429-434
    [25]Booker. L. B., Goldberg. D. E. and Holland. J. H., Classifier Systems and Genetic Algorithms, Artificial intelligence, 1989, 40: 235-282
    [26]Bertoni. A. and Dorigo. M., lmplicit Parallelism in Genetic Algorithms, Artficial Intelligence, 1993, 61: 307-314
    [27]恽为民,席裕庚,遗传算法的运行机理分析,控制理论与应用,1996,13(3):289-297
    [28]Bethke. A. D., Comparison of Genetic Algorithms and Gradient-Based Optimizers on Parallel Processors: Efficiency of Use of Processing Capacity (Technical Report No. 197), Ann Arbor: University of Michigan, Login of Computers Group., 1976
    [29]Goldberg. D. E. and Segresi. P., Finite Markov Chain Analysis of Geneiic Algorithm, Genetic Algorithms and Their Applications: Proceedings of the Second international Conference on Genetic Algorithms, 1987, 1-8
    
    
    [30]Eiben. A. E., Aaris. E. H., and Van Hee. K. M., Global Convergence of Genetic Algorithms: An infinite Markov Chain Analysis, Parallel Problem Solving from Nature, Schwefel. H. P, and Manner. R. Eds., Heidelberg, Berlin: Springer-Verlag, 1991, 4-12
    [31]Rudolph. G., Convergence Properties of Canonical Genetic Algorithms, IEEE Trans. On Neural Networks, 1994, 5(1): 96-101
    [32]De Jong. K. A., Are Genetie Algorithms Function Optimizers Proc. of the Sec, Parallel Problem Solving from Nature Conf., Manner. R., and Manderick. B., Eds. The Netherlands: Elsevier Science Press, 1992, 3-14
    [33]Goldberg. D. E., Smith. R. E., Nonstationary Function Optimization using Genetic Algorithms with Dominance and Diploidy, Genetic Algorithms and their Applicaiions: Proc. of the Second Intern. Conf. on. Genetic Algorithms, 1987, 59-68
    [34]Muhlenbein. H., How Genetic Algorithms Really Work, Ⅰ: Mutation and Hillclimbing, In Parallel Problem Solving from Nature, 2, Amsterdam, North Holland, 1992, 15-25
    [35]Goldberg. D. E., Real-Coded Genetic Algorithm, Virtual Alphabets and Blocking, Complex Systems, 1991, 5: 139-167
    [36]Wright. A. H., Genetic Algorithms for Real Parameter Optimization, in Foundations of Genetic Algorithrns, Rawlins, G. J. E., Ed. San Mateo, CA: Morgan Kaufmann, 1991, 205-218
    [37]Michalewicz, Z. et. al., Genetic Algorithms and Optimal Control Problems, Proc. 29th. IEEE Conf Dicision and Control, 1990, 1664-1666
    [38]Michalewicz. Z. et. al., A modified Genetic Algorithm for Optimal Control Problems, Computers Math. Applic, 1992, 23(12): 83-94
    [39]Qi. X., Palmieri. F., Adaptive Mutation in the Genctic Algorithm, Proc. of the Sec. Ann. Cont. on Evolutionary Programming, Foget. D. B., Atmar. W., Eds. La Jolla, CA: Evolutionary Programming Society, 1993, 192-196
    [40]Koza. J. R., Hierarchical Genetic Algorithms Operation on Populations of Computer Programs, Proc. of 11th Int'l Joint Conf. on Artificial Intelligence, 1989
    [41]Koza. J. R., Genetic Programming, Cambridge, MA: MIT Press, 1992
    [42]Vose. M. D., Generalizing the Notion of Schema in Genetic Algorithms, Artificial intelligence, 1991, 50: 385-396
    [43]Krishnaknxnar. K., Micro-genetic Algorithms for Stationary and Non-Stationary Function Optimization, SPIE Inteleigent Control and Adaptive Systems, 1989, 1196: 289-296
    
    
    [44]Schraudolph. N. N., Belew. R.. K., Dynamic Parameter Encoding for Genetic Algorithms, Machine Learning, 1992, 9:9-21
    [45]Schaffer. J. D., Some Experiments in Machine Learning Using Vector Evaluated Genetic Algorithm. Unpublished Doctoral Dissertation, Vanderbdt University, Nashville, 1984
    [46]Androulakis. I. P., Venkatasubranzanlan. V., A Genetic Algorithm Framework for Process Design and Optimization, Computers Chem. Engng., 1991, 15(4): 217-228
    [47]Poths. J. C., Giddens. T. D., Yadaw. S. B., The Development and Evaluation of an Improved Genetic Algorithm Based on Migration and Artificial Selection, IEEE Trans. SMC, 1994, 24(1): 73-86
    [48]Grefenstette. J. J., Parallel Adaptive Algorithms for Function Optimization (Technical Report No. CS-81-19), Nashville: Vanderbilt University, Computer Science Department, 1981
    [49]Muhlenbein. H., Evolution in Time and Space: The Parallel Genetic Algorithm, in: Rawlins. G. ed., Foundations of Genetic Algorithms, Morgan Kaufmann, 1991
    [50]Syswerda. G., Uniform Crossover in Genetic Algorithms, 3rd Int. Conf. on Genetic Algorithms, 1989, 2-9
    [51]恽为民,基于遗传算法的机器人运动规划,上海交通大学博士论文,1995
    [52]Back. T., The Interaction of Mutation Rate, Selection and Self-Adaptaion within a Genetic Algorithm, in Parallel Problem Solving from Nature, 2, Amsterdam, Norh Holland, 1992, 84-94
    [53]Whitley. D. et al., Genitor Ⅱ: A Distributed Genetic Algorithm, J. Expt. Ther. Intell., 1990, 2:189-214
    [54]Grefenstette. J. J., Gopal. R., Rosmaita. B. and Van Gucht. D., Genetic Algorithms for the Traveling Salesman Problem, in Proc. of Intern. Conf. on Genetic Algorithms and Their Applications, Grefenstette, J. J, Ed. Lawrence Earlbaum, 1985,160-168
    [55]Spears. W. M., DeJong. K. A., An Analysis of Multi-Point Crossover, Foundations of Genetic Algorithms, 301-315, 1991
    [56]Goldberg. D. E., Lingle, R. Alleles, Loci and the Traveling Salesman Problem, Proc. of Intern. Conf. on Genetic Algorithms and Their Aplications, 1980,154-159
    [57]Davis. L., Job Shop Scheduling with Genetic Algorithms, Proceedings of International Conference on Genetic Algorithms and Their Applications, 1985, 136-140
    [58]Smith. D., Bin Packing with Adaptive Search. Proceedings of International Conference on Genetic Algorithms and Their Applications, 1985, 202-206
    [60]Davidor. Y., Genetic Algorithms and Robotics, Singapore World Scientific Publishing, 1991
    
    
    [61]Goldberg. D. E. et. al., Messy Genetic Algorithms: Motivation, Analysis and First Results, Complex Syst., 1989. 3:493-530
    [62]Schaffer. J. D. et. al., A Study of Control Parameters Affecting Online Performance of Genctic Algorithms for Function Optimization, Proc. 3rd. Conf. Genetic Algorithms, 1989, 51-60
    [63]Grefenstette. J. J., Optimization of Control Parameters for Genetic Algorithms, IEEE Trans. on Systems, Man, and Cybernetics, 1986, SMC-16(1):122-128
    [64]Davis. L., Adapting Operater Probabilities in Genetic Algorithms, Proc. 3rd Genetic Algorithm, 1989, 61-69
    [65]Fogarty. T. C., Varying the Probability of Mutation in Genetic Algorithms, Proc, 3rd Genetic Algorithm, 1989, 104-109
    [66]Spiessens. P., Manderick. B., A Massively Parallel Genetic Algorithm: Implementation and First Analysis, in Proc. of the Fourth Intern. Conf. on Genetic Algorithms, Belew. R. K., Booker. L. B., Eds, San Mateo, CA: Morgan Kaufmann, 1991, 279-286
    [67]Lin. F. T., Kao. C. Y., Hsu. C. C., Applying the Genetic Approach to Simulated Annealing in Solving Some NP-Hard Problems, IEEE Trans. SMC, 1993, 23(6),1752-1767
    [68]Kirkpairick. S., Gelatt. C. D., Vecchi. M. P., Optimization by Simulated Annealing, Science, 1983,671-680
    [69]Bellgard. M., Tsang. C. P., Some Experiments on the Use of Genetic Algorithms in a Boltzman Machine, Proc. IEEE Conf. Tools for Artificial Intelligence, 1990
    [70]Iin. J. L., et al., Hybrid Genetic Algorithm for Container Packing in Three Dimensions, IEEE Conf. Tools for AI, 1993, 353-359
    [71]Petersen. C., Parallel Distributed Approaches to Combinatorial Optimization, Neural Computation, 1990, 2(3):261-269
    [72]陈根社,陈新海,应用遗传算法设计自动交会控制器,西北工业大学,1994,11(2)
    [73]Mudock. T. M., et. al., Use of a Genetic Algorithm to Analyze Robust Stability Problems, Proc. American Control Conf., Boston, 1991, 886-889
    [74]Potier. B., Jones. A. H., Genetic Tuning of Digital PID Controllers, Electronic Letters, 1992, 28(9): 834-844
    [75]Krisiinsson. K., Dument. G. A., System Identification and Control Using Genetic Algorithms, IEEE Trans. SMC, 1992, 22(5): 1033-1046
    [76]Maclay. D., et. al., Applying Genetic Search Techniques to Driver-train Modelling, IEEE Control Systems Journal, 1993, 50-55
    [77]Freenian. L. M. et. al., Tuning Fuzzy Logic Controller Using Geneiic Algorithms-Aerospace Applications, Proc. AAAIC, Dayton, 1990, 351-358.
    
    
    [78]Park. D., Kandel. A., Langholz. G., Genetic-Based New Fuzzy Reasoning Models with Application to Fuzzy Control, IEEE Trans. SMC, 1994, 24(1): 39-47
    [79]Yun. W. M., Xi. Y. G., Optimum Motion Planning for Robots Using Genetic Algorithms, to be Published in Robotics and Antonomous System, 1996
    [80]Pearce. M., The Learning of Reactive Control Parameters through Genetic Algorithms, IEEE/RSJ Int. Conf. Intelligent Robots and Automation, 1992, 709-712
    [81]Zhao. M., Ausari. V., Hou. E. S. H., Mobile Manipulator Path Planning by a Genetic Algorithm, J. of Robotic Systems, 1994, 11(3): 143-153
    [82]Parker. J. K., Goldberg. D. E., Inverse Kinematics of Redundant Robots Using Genetic Algorithms, IEEE Int. Conf. Roboties and Automation, 1989, 271-275
    [83]Ueyama. T., Fukuda. T., Knowledge Acquisition and Distributed Decision Making, IEEE Conf. Robotics and Automation, V.1, 1992, 167-172
    [84]Yao. X., A Review of Evolutionary Artificial Neural Networks, Int. J. Intelligent Systems, 1993, 8:539-567
    [85]Jenkins. W. M., Structural Optimization with the Genetic Algorithm, The Structural Engineer, 1991, 69(24): 418-422
    [86]Holsapple. C. W. et. al., A Genetic-Based Hybrid Scheduler for Generating Static Schedules in Flexible Manufacturing Contex, IEEE Trans. SMC, 1993, 23(4)
    [87]Thangiah. S. R., Ygard. K. E., MICAH: A Genetic Algorithm System for Multi-Commondity Transslipment Problems, Proc. 8th Conf. Artificial intelligence for Applications, 1992, 240-246
    [88]Hyrly. S., Taskgraph Mapping Using a Genetic Algorithm: A Comparison of Fitness Functions, Parallel Computing, 1993,19:1313-1317
    [89]Wang. I. Y., Pan. H., The Bandwidth Allocation of ATM Through Genetic Algorithm, IEEE Global Telecommunications Conference, V.1, 1991, 125-129
    [90]Glasmacher. K., Hess. A., Zimmermann. G., Genetic Algorithm for Global Improvement of Macrocell Layouts, Proc. IEEE Int. Conf. Computer Design-VLSI in Computers and Processors, 1991, 306-313
    [91]韦柳涛等,启发式基因遗传算法及其在电力系统机组组合优化中的应用,中国电机工程学报,1994,14(2):67-72
    [92]Ball. N. R., Sargent. P. M., Lge. D. O., Genetic Algorithm Representations for Laminate Layups, Artifical Intelligence in Engineering, 1993, 8:99-108
    [93]De Jong, K. A., On Using Genetic Algorithm to Search Program Spaces, Proc. 2nd Conf. Genetic Algorithm, 1987, 210-216
    [94]Dorigo. M., Using Transputers to Increase Spead and Flexibility of Genetic-Based Machine Learning System, Microprocessing and Microprogramming J., 1992, 14:147-152
    
    
    [95]McAulay. A. D., Oh. J. H., Improving Learning of Genetic Rule-Based Classifier System, IEEE Trans. SMC, 1994,24(1)
    [96]Liepins. G. E., Wang. L. A., Classifier System Learning of Boolean Concepts, Proc. 4th. Int. Conf. Genetic Algorithms, 1991, 318-323
    [97]Riolo. R. L., Modeling Simple Human Category Learning with A Classifier System, In Proc. Of the Fourth Intern. Conf. On Genetic Algorithms, Belew, R. K., Booker, L. B., Eds, San Mateo, CA: Morgan Kaufmann, 1991,324-333
    [98]Brawn H. On Solving Travelling Salesman Problem by Genetic Algorithms, Rowlins G(Ed), Foundations of Genetic Algorithm, Morgan Kanfmann, 1991
    [99]Kitano. H., Empirical Studies on the Speed of Convergence of the Neural Nework Training by Genetic Algorithm, Proc of AAAI-90, 1990
    [100]Powll. D., Tong. S., Skolnik M, EnGENEous: Domain Independent, Machine for Design Optimization, Proc of ICGA89, 1989
    [101]Smith. S., A Learning System Based on Genetic Adaptive Algorithms, [Ph D Dissertation], University of Pittsburgh, 1980
    [102]Stender J[Ed], Parllel Genetic Algorithms: Theory and Application, IOS Press, 1993
    [103]恽为民、席裕庚,遗传算法的运行机理分析,控制理论与应用,Vol.13,No.3,Jun.1996,pp297-304
    [104]潘立灯、黄晓峰,基于相似度的可变编码长度遗传算法,北京化工大学学报,Vol.24,No.3,1997,pp55-59
    [105]张晓馈、方浩、戴冠中,遗传算法的编码机制研究,信息与控制,Vol.26,No.2,1997,pp134-139
    [106]Goldberg D E, Optimal Initial Population Size for Binary-coded Genetic Algorithms, TCGA Report, University of Alabama, 1985
    [107]孙艳丰等,自然数编码遗传算法的最优群体规模,信息与控制,Vol.25,No.5,1996,pp317-320
    [108]徐宗本、高勇,遗传算法过早收敛现象的特征分析及预防,中国科学E辑,Vol.26,No.4,1996,pp364-375
    [109]梁艳春等,基于遗传算法的ROSENBROCK函数优化问题的研究,软件学报,Vol.8,No.9,1997,pp70l-708
    [110]周春光等,遗传算法中的重组操作,吉林大学学报,1996,pp21-24
    [111]章珂等,交叉位置非等概率选取的遗传算法,信息与控制,Vol.26,No.1,1997,pp53-60
    [112]Bhandari Dinabandhu, Direct Mutation in Genetic Algorithms, Information Sciences, 1994, 79(3):251-270
    [113]Whitley D, Genetic Algorithms and Neural Networks: Optimizing Connections and Connectivity. Parallel Computing, 1990, 14:347-361
    
    
    [114]Whitley D, Optimizing Neural Networks Using Faster, More Accurate Genetic Search, Proc. Of the 3th International Conf. On Genetic Algorithms, 1989, 391-396
    [115]Yoon Byungjoo, Efficient Genetic Algorithms for Training Layered Feed Forward Neural Networks, Information Sciences, 1994, 76(1-2):67-85
    [116]Fogel David B, Evolutionary Computation---Toward a New Philosophy of Machine Intelligence, IEEE Press, 1995
    [117]Zhigljavsky A. A, Theory of Global Random Search. London: Kluwer Academic Publishers, 1991
    [118]Srinivas M, Adaptive Probabilities of Crossover and Mutation in Genetic Algorithms, IEEE Trans System Man and Cybernetics, 1994, 24(4):656-667
    [119]马光文、沃尔特,水电站优化调度的FP遗传算法,成都科技大学学报,1996,1-6
    [120]金菊良,遗传算法研究及其在水问题中的应用,河海大学博士论文,1998
    [121]赵林明,遗传算法中动态遗传算子的选择方法及应用,华北水利水电学院学报,1997,18(4).,79-82
    [122]杨立民,许有鹏,改进遗传神经网络方法在大气环境质量评价中的应用,环境科学 研究,1999.02
    [123]魏加华,张建立,非线性水污染控制系统规划的遗传算法,煤田地质与勘探,1999.02
    [124]孟祥萍,杨秀霞,谭万禹,水火电系统短期经济调度的遗传算法,东北水利水电,1998.09
    [125]邵景力,魏加华,崔亚莉,陈占成,用遗传算法求解地下水资源管理模型,地球科学——中国地质大学学报,1998.05
    [126]金菊良,魏一鸣,杨晓华,基于遗传算法的神经网络及其在洪水灾害承灾体易损性建模中的应用,自然灾害学报,1998.02
    [127]康玲,基于遗传算法的水轮机调速器参数优化方法,水电能源科学,1999.01

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