中尺度气象学
均质化(气候)
微尺度化学
宏
计算机科学
支架
拓扑优化
软件
数学优化
机械工程
有限元法
工业工程
结构工程
数学
工程类
地质学
生物多样性
生态学
数学教育
气候学
生物
程序设计语言
作者
Evangelos Tyflopoulos,Martin Steinert
出处
期刊:Designs
[MDPI AG]
日期:2021-12-02
卷期号:5 (4): 77-77
被引量:2
标识
DOI:10.3390/designs5040077
摘要
Topology optimization (TO) is a mathematical method that optimizes the material layout in a pre-defined design domain. Its theoretical background is widely known for macro-, meso-, and microscale levels of a structure. The macroscale TO is now available in the majority of commercial TO software, while only a few software packages offer a mesoscale TO with the design and optimization of lattice structures. However, they still lack a practical simultaneous macro–mesoscale TO. It is not clear to the designers how they can combine and apply TO at different levels. In this paper, a two-scale TO is conducted using the homogenization theory at both the macro- and mesoscale structural levels. In this way, the benefits of the existence and optimization of mesoscale structures were researched. For this reason, as a case study, a commercial example of the known jet engine bracket from General Electric (GE bracket) was used. Different optimization workflows were implemented in order to develop alternative design concepts of the same mass. The design concepts were compared with respect to their weight, strength, and simulation time for the given load cases. In addition, the lightest design concept among them was identified.
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