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多工况下结构拓扑优化设计
引用本文:徐飞鸿,荣见华.多工况下结构拓扑优化设计[J].力学与实践,2004,26(3):50-54.
作者姓名:徐飞鸿  荣见华
作者单位:长沙理工大学,长沙,410076
基金项目:交通应用基础研究项目(200331982509)
摘    要:考虑单元删除和增加对结构应力约束的影响,提出了一种新的多工况下结构的双方向渐进优化方法.首先,基于在结构孔洞或边界周围附加人工材料的思路,建立了结构优化模型和应力灵敏度公式.然后,结合结构应力和应力灵敏度,给出了多工况静力载荷下考虑静应力约束的结构优化准则和算法.开展了结构仿真设计,结果表明给出的方法是正确和有效的,并具有较好的工程应用价值.

关 键 词:结构力学  结构优化  拓扑优化  人工材料  应力灵敏度
修稿时间:2003年8月20日

TOPOLOGY OPTIMIZATION OF STRUCTURES UNDER MULTIPLE LOADS
XU Feihong,RONG Jianhua Changsha University of Science & Technology,Changsha ,China.TOPOLOGY OPTIMIZATION OF STRUCTURES UNDER MULTIPLE LOADS[J].Mechanics and Engineering,2004,26(3):50-54.
Authors:XU Feihong  RONG Jianhua Changsha University of Science & Technology  Changsha  China
Institution:XU Feihong,RONG Jianhua Changsha University of Science & Technology,Changsha 410076,China
Abstract:The evolutionary structural optimization method has been under continuous development since 1992. Recently a bi-direction evolutionary structural op- timization method is developed whereby material can be added and removed. In order to consider the effects of ele- ment removing or adding on structural stress constraints, in this paper, a new bi-direction evolutionary structural optimization method is proposed for structures under mul- tiple loads. First, based on an idea that artificial material is added around optimal structural cavities and bound- aries, a structural optimization model and a set of stress sensitivity formula are built. Then combining structural stresses and its sensitivities, a set of criteria, for adding and removing finite elements for the topology optimiza- tion problem of structures under multiple loads, is estab- lished, and a kind of new topology optimization proce- dure is obtained. Several simulation examples show that the proposed method is valid and effective for structural topology optimization.
Keywords:mechanics  solid mechanics  structural optimization  topology optimization  man-made material  
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