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机械基础结构多目标拓扑优化设计方法
引用本文:汪兵兵,丁晓红,孙晓辉,张横.机械基础结构多目标拓扑优化设计方法[J].包装工程,2013,34(15):15-18,39.
作者姓名:汪兵兵  丁晓红  孙晓辉  张横
作者单位:上海理工大学, 上海200093,上海理工大学, 上海200093,上海理工大学, 上海200093,上海理工大学, 上海200093
基金项目:国家自然科学基金资助项目(50875174,51175347);上海市教委科研创新重点项目(13ZZ114)
摘    要:机械的基础结构在保证具有足够的刚度、强度和稳定性的条件下,经济性也必须要好,因此机械基础结构常采用内部布置有加筋板的箱体结构。以某机械基础结构为例,分别用基于经验设计的内部筋板布置方法和多目标拓扑优化方法进行优化设计,得到了2 种设计方案;比较了2 种方案的动静态力学性能。结果表明,多目标拓扑优化设计的基础结构比一般经验设计的结构,刚度有所提高,而结构质量减小11. 21%,一阶固有频率提高25. 07%。

关 键 词:机械基础结构    多目标优化    拓扑优化    折衷规划
收稿时间:2013/4/25 0:00:00
修稿时间:2013/8/10 0:00:00

Multi-objective Topology Optimal Design of Mechanical Infrastructure
WANG Bing-bing,DING Xiao-hong,SUN Xiao-hui and ZHANG Heng.Multi-objective Topology Optimal Design of Mechanical Infrastructure[J].Packaging Engineering,2013,34(15):15-18,39.
Authors:WANG Bing-bing  DING Xiao-hong  SUN Xiao-hui and ZHANG Heng
Affiliation:University of Shanghai for Science and Technology, Shanghai 200093, China,University of Shanghai for Science and Technology, Shanghai 200093, China,University of Shanghai for Science and Technology, Shanghai 200093, China and University of Shanghai for Science and Technology, Shanghai 200093, China
Abstract:Mechanical infrastructure should have good economic efficiency under the condition of sufficient rigidity, strength, and stability. Therefore, box structure with inner stiffener plates is usually applied for mechanical infrastructure. Empirical design method and multi-objective topology optimal design were carried out respectively on layout of inner stiffener plates of a sample mechanical infrastructure, and two design schemes were obtained. The static and dynamic mechanical properties by the two design schemes were compared. The result showed that multi-objective topology optimal design is much better, by which the rigidity of the optimized structure is improved, the weight of the optimized structure is reduced by 11. 21%, and the first natural frequency is increased by 25. 07% by compared with that of the empirical design method.
Keywords:mechanical infrastructure  multi-objective optimization  topology optimization  compromise programming
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