均质化(气候)
有限元法
蜂窝结构
结构工程
航空航天
蜂巢
偏转(物理)
计算机科学
材料科学
机械工程
工程类
复合材料
航空航天工程
物理
生物多样性
生态学
生物
光学
作者
Naveed Ahmed,Naeem Zafar,Hadiya Zafar Janjua
标识
DOI:10.1109/ibcast.2019.8667144
摘要
Sandwich structures with honeycomb as core have number of applications for aerospace, automobile and civil engineering structures. Finite element method is an efficient and reliable tool for the extensive evaluations and analysis of engineering structures. In analyzing honeycomb sandwich structures, the problem is the huge involved personal effort and computational cost which is associated with the detailed multi-cell honeycomb core finite element modeling and its analysis. A common and more practical approach is the equivalent or homogenized, two or three dimensional finite element model for the honeycomb core. The equivalent models have some limitations in predicting the local behaviors of the structures while the global responses such as deflection can be well predicted. The homogenization process under static and dynamic regime also respond differently. This article reviews the existing homogenization methods for honeycomb core for static and dynamic analyses and tries to figure out the optimum methodology for different finite element analyses.
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