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基于分解的进化算法和多变量分析技术在船型参数设计中应用 被引量:3

Application of Decomposition-Based Evolutionary Algorithm and Multivariate Analysis in Ship Form Parameter Research
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摘要 引入优化和决策技术讨论船型参数设计的多目标优化论证,基于分解的进化算法(DBEA)将船型参数设计的多个目标优化问题分解为一定数量的单目标优化子问题,采用进化算法同时求解这些单目标优化子问题.DBEA算法的种群由法向边界相交方法(NBI)构建,子问题的优化通过和邻近个体的进化操作完成.采用熵权和灰色关联方法对DBEA算法得到的船型Pareto解集进行综合评价,给出每个设计方案的定量指标排序.基于多变量分析技术讨论了船舶设计变量的层次聚类属性,给出了设计变量间的类别特性.采用多维标度方法(MDS)给出了这些变量在二维平面里的映射图形,结合聚类树形图可以加深对船舶参数设计模型的认识.对一艘3万t油船进行船型参数设计,算例分析表明,DBEA算法能够快速获得分布均匀的Pareto解,灰色关联方法的决策合理可行. The study of hull parameters of ship is an important design task for ship designers.This task can be treated as a multi-objective optimization project. A decomposition-based evolutionary algorithm(DBEA)was adopted for approximating the Pareto set of multi objective optimization problem.In this way,the multi objective optimization problem was explicitly decomposed into a series of scalar optimization problems.The evolutionary algorithm was used to find solutions to these single-objective optimization problems simultaneously.The gray relational analysis was employed for comprehensive evaluation of Pareto set.The ranking of each solution were obtained after entropy-weights of attributes were provided.The hierarchical clustering of design variables and attribute variables were also investigated.The dendrogram plots were conducted for these variables.The projections of variables on 2-dimensional space were given by using the multidimensional scaling(MDS)skill.The relations of variables were studied together with dendrogram.An example of main dimensions design of tanker with 30 000 DWT was provided for demonstration of the present hybrid method.
出处 《上海交通大学学报》 EI CAS CSCD 北大核心 2016年第8期1200-1206,共7页 Journal of Shanghai Jiaotong University
基金 “十二五”预研项目(15GFZ-JZ11132)资助
关键词 船型参数设计 基于分解的进化算法 熵权-灰色关联分析 多变量分析 综合评价 ship form parameter analysis decompositon-based evolutionary algorithm(DBEA) entropy-weighted gray related analysis multivariate analysis comprehensive evaluation
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参考文献17

  • 1ZHANG Q, LI H. MOEA/D.. A multiobjective evo- lutionary algorithm based on decomposition[J]. IEEE Trans on Evolutionary Computation, 2007,11 ( 6 ) .. 712- 731.
  • 2ASAFIJDDOULA M, RAY T, SARKER R, et aZ. An adaptive constraint handling approach embedded MOEA/D[C~//IEEE World Congress on Computa- tional Intelligence. Brisbane: IEEE, 2012.
  • 3ASAFUDDOULA M, RAY T, SARKER R. A de- composition based evolutionary algorithm for many objective[J]. IEEE Transaction on Evolutionary Com- putation, 2014, DOI : 10. 1109/TEVC. 2014. 2339823.
  • 4邓聚龙.灰色系统基本方法[M].武汉:华东理工大学出版社,1996..
  • 5COEI.LO C A C, LAMONT G B, VAN Veldhuizen D A. Evolutionary algorithms for solving multi objec- tive problems[M]. New York: Springer Science-t- Business Media, LLC, 2007.
  • 6LI H, ZHANG Q. Multiobjective optimization prob- lems with complicated Pareto sets, MOEA/D and NSGA-II [J]. IEEE Transactions on Evolutionary Computation, 2009, 13(2): 284-302.
  • 7SINGH H K, ISAACS A, RAY T. A Pareto corner search evolutionary algorithm and dimensionality re-duction in many objective optimization problems [J]. IEEE Transactions on Evolutionary Computation, 2011, 15(4): 539-556.
  • 8DAS I, DENNIS J E. Normal boundary intersection: A new method for generating Pareto optimal points in multicriteria optimization problems[J]. SlAM J Opti- mization, 1998, 8(3): 631 657.
  • 9TORGERSON W S. Multidimensional scaling: I. Theory and method [J]. Psychometrika, 1952, 17: 401-419.
  • 10YOUNG G, HOUSEHOLDER A S. Discussion of a set of points in terms of their mutual distances[J]. Psychometrika, 1938, 3( 1 ) : 19-22.

二级参考文献4

  • 1[5]Srinivas N,Deb K.Multiobjective optimization using non-dominated sorting in genetic algorithms[J].Evolutionary Computaion,1995(2):221-248.
  • 2[6]Deb K,Pratap A,Argrawal S,et al.A fast and elitist multi-objective genetic algorithm:NSGA II[J].IEEE Trans Evolutionary Computation,2002,6(2):182-197.
  • 3[7]Deb K.An efficient constraint handling method for genetic algorithm[J].Computer Methods in Applied Mechanics and Engineering,2000(186):311-338.
  • 4[9]Holtrop J,Mennen G J.An approximate power prediction method[J].International Shipbuilding Progress,1982,29(335):166-170.

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