部件级多组件结构系统的整体式拓扑布局优化  被引量:13

Integrated layout and topology optimization design of multi-component systems with assembly units

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作  者:张卫红[1] 郭文杰[1] 朱继宏[1] 

机构地区:[1]西北工业大学工程仿真与宇航计算技术实验室,西安710072

出  处:《航空学报》2015年第8期2662-2669,共8页Acta Aeronautica et Astronautica Sinica

基  金:国家自然科学基金(11432011;11172236);高等学校创新引智计划(B07050);陕西省科学技术研究发展计划项目(2014KJXX-37);中央高校基本科研业务费专项资金(3102014JC02020505)~~

摘  要:基于多组件结构系统整体式拓扑布局优化设计方法,研究了同时含有部件布局、组件布局、主结构框架构型和部件结构构型4类设计变量的复杂系统协同优化设计问题,是整体式拓扑布局优化设计面向复杂飞行器结构系统设计的拓展。采用多点约束(MPC)模拟组件、部件及支撑结构之间的刚性连接,采用有限包络圆方法(FCM)解决组件之间、组件与设计域边界之间的几何干涉问题。通过整体式拓扑布局的刚度优化设计,部件和组件均可以获得优化的布局位置,同时主结构框架构型和部件结构构型获得优化的结构样式,充分体现了整体式拓扑布局优化设计方法应用于复杂结构系统设计的能力。The purpose of this paper is to introduce assembly units into the existing integrated layout and topology optimiza- tion design of multi-component systems. Considering a complex system in which several components and assembly units are placed in a specified design domain, the aim of the design is to find the optimal position and orientation of each component and those of the assembly units, as well as the configuration of the structure that supports and interconnects the components and assembly units, which significantly extends the integrated layout and topology optimization design facing complicated air- craft and aerospace structure systems. The multi-point constraints (MPC) is used to simulate the rivets or bolts connections among the components, assembly units and the supporting structures. The finite-circle method (FCM) is applied to avoiding the overlaps among the components and those between components and boundaries of the design domain. The positions and orientations of the components and the assembly units are optimized together with the configuration of the supporting struc- tures simultaneously through the proposed method. The optimized designs have shown the ability of integrated layout and to- pology optimization method in designing complicated aircraft and aerospace structure systems.

关 键 词:拓扑布局优化 多组件结构系统 部件 多点约束 有限包络圆方法 

分 类 号:V214.19[航空宇航科学与技术—航空宇航推进理论与工程]

 

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