沃罗诺图
蜂巢
材料科学
有限元法
形心Voronoi细分
压缩(物理)
财产(哲学)
复合材料
几何学
结构工程
数学
工程类
认识论
哲学
作者
Meng Shu Wang,Jianjun Zhang,Guoxing Lu
标识
DOI:10.1016/j.tws.2023.110745
摘要
Previous researchers have used Voronoi honeycombs to represent and predict the responses of random foams. Often, a two-dimensional Voronoi honeycomb model is used and the results are regarded as being identical to those of actual foams, which are in fact three-dimensional. The present study focuses on possible performance difference and the intrinsic relationship between Voronoi honeycombs and foams. Geometrical models of Voronoi honeycombs and foams with different cell irregularities are generated. Their relative densities are first calculated and compared. Based on the geometric models and an idealised elastic perfectly plastic property for the parent material, finite element (FE) analysis is carried out, respectively, for the block of the cellular material under quasi-static compression between two rigid platens. Consequently, stress–strain relationships are obtained, and it is shown that a two-dimensional Voronoi model cannot always be adopted to represent a three-dimensional foam in studying the behaviour of cellular solids.
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