基于粒子群算法和支持向量机的船舶结构优化
[Abstract]:Ship structure optimization is an important aspect of ship design. Due to the large number of design variables involved in the process of ship structure optimization, the variety of design variables and the complexity of constraints, this leads to a strong degree of nonlinearity of the objective function, and it is difficult to find the optimal solution of the optimization problem. As a new kind of intelligent algorithm, particle swarm optimization has the advantages of strong realizability, good convergence and excellent global searching ability. In this paper, particle swarm optimization (PSO) algorithm is applied to the optimization problem. Firstly, three classical truss structures are used to verify the effectiveness of PSO due to structural optimization. On the basis of this, the technical path of the combination of MATLAB particle swarm optimization toolbox and finite element program for structural optimization is proposed, and the structural finite element model of the first and third cabins is established, and the above optimized path is applied to the structural optimization. Good optimization results are obtained, and the feasibility of applying single objective particle swarm optimization algorithm to ship structure optimization is verified. In the process of ship structure optimization, it is often necessary to use finite element software for iterative calculation to obtain structural response as the objective function or constraint condition in the optimization process. However, because of the complexity of ship structure optimization, the iteration times will be larger. This makes the ship structure optimization process requires a relatively large time cost. In the process of optimization, the time cost of optimization can be reduced and the optimization efficiency can be improved by using approximate model. As an effective approximate model, support vector machine (SVM) can be used to regress various complex nonlinear problems. In the structural optimization problem, it can be used to establish the approximate model of the structural response to predict the structural response, instead of the complicated and time-consuming finite element calculation. The parameter selection of support vector machine is one of the difficulties in the application of support vector machine. It is difficult to find support vector machine parameters suitable for a specific problem in general experience-based methods. In this paper, the selection of support vector machine parameters is abstracted as an optimization problem. The optimization method is established to find the parameters of support vector machine. A feasible path is found for the selection of support vector machine parameters. The particle swarm optimization algorithm is used to select the parameters of support vector machine. The approximate model of support vector machine with optimal parameters is obtained and compared with that of support vector machine based on empirical parameters to verify the effectiveness of the proposed parameter selection method. On the basis of parameter selection of approximate model, a structure optimization method based on support vector machine (SVM) and particle swarm optimization (PSO) is proposed in this paper. On the basis of parameter selection method of support vector machine (SVM), an approximate model of support vector machine (SVM) is established. The method is combined with particle swarm optimization algorithm to optimize the structure of ships. To verify the effectiveness of the above methods, the above methods are used to optimize the ship structure.
【学位授予单位】:上海交通大学
【学位级别】:硕士
【学位授予年份】:2014
【分类号】:U662;TP18
【参考文献】
相关期刊论文 前10条
1 孙文彩;杨自春;;结构非概率可靠性分析的支持向量机分类方法[J];工程力学;2012年04期
2 孙利;王德禹;;支持向量机和遗传算法组合策略的VLCC船中结构优化设计(英文)[J];Journal of Marine Science and Application;2012年01期
3 孙光永;李光耀;钟志华;张勇;;基于序列响应面法的汽车结构耐撞性多目标粒子群优化设计[J];机械工程学报;2009年02期
4 朱家元,杨云,张恒喜,任博;支持向量机的多层动态自适应参数优化[J];控制与决策;2004年02期
5 袁小芳;王耀南;;基于混沌优化算法的支持向量机参数选取方法[J];控制与决策;2006年01期
6 刘昌平;范明钰;王光卫;马素丽;;基于梯度算法的支持向量机参数优化方法[J];控制与决策;2008年11期
7 段雪厚;王石刚;徐威;唐成龙;;基于径向基神经网络的薄板平整轧制力预报模型[J];上海交通大学学报;2011年06期
8 王安麟;董亚宁;周鹏举;吴小锋;周成林;;面向液压滑阀卡滞问题的健壮性设计[J];上海交通大学学报;2011年11期
9 ;Parameter selection of support vector machine for function approximation based on chaos optimization[J];Journal of Systems Engineering and Electronics;2008年01期
10 金伟良;袁雪霞;;基于LS-SVM的结构可靠度响应面分析方法[J];浙江大学学报(工学版);2007年01期
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