有限元法
蜂巢
材料科学
变形(气象学)
压力(语言学)
压缩(物理)
平面应力
缓冲
结构工程
应力-应变曲线
蜂窝结构
几何学
复合材料
数学
工程类
语言学
哲学
作者
Dongmei Wang,Ning Liang,Yanfeng Guo
标识
DOI:10.1177/0309324718812527
摘要
The finite element model for paper honeycomb was constructed, and the finite element method of out-of-plane compression for the paper honeycomb was studied. Then four kinds of paper honeycomb with different structural parameters were simulated and analyzed using finite element software ABAQUS. Moreover, the results obtained from finite element method were verified based on the existing theoretical research results and experimental results, respectively. The results show that stress–strain curves obtained from finite element method clearly show the four deformation stages of the paper honeycomb under out-of-plane compression, which is basically consistent with the trend of the typical curve. The values of initial peak stress, plateau stress and densification strain are close to the theoretical results. The stress–strain curves and deformation contours coincide with experiments well. The differences of initial peak stress σ pk , plateau stress σ pl and densification strain ε D between theoretical, finite element method and experimental results are less than 15%. Therefore, the finite element method can be used to analyze the stress–strain curves and deformation characteristics of paper honeycomb. In addition, the results also show that the thickness of specimen has little effect on the stress and strain. However, people often prefer to use the thicker paper honeycomb to get better cushioning effect in practical applications, which was explained.
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