Quasi-Static and Dynamic Compressive Behaviors of Closed-Cell Stochastic Foams Based on Voronoi Model

Jianyong Chen, Jun Liu, Yuansheng Cheng, Pan Zhang
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Abstract

Closed-cell stochastic foams are widely used in engineering field due to the excellent energy absorption capability. In this paper, the crushing response of three dimensional closed-cell foams is investigated under quasi-static and dynamic compression loading. Voronoi tessellation is employed to generate the mesoscale geometric models of closed-cell stochastic foams, and subsequently numerical analysis is carried out using LS-DYNA software. Results reveal that the plateau stress of Voronoi model under quasi-static compression linearly increases with the increase of relative density. In addition, the mechanical properties of Voronoi model under quasi-static and dynamic compression are related to a shear band collapse mode and a layer-wise collapse mode, respectively. The plateau stress and the densification strain under high-speed loading are higher than those under quasi-static and low-speed loading.
基于Voronoi模型的闭孔随机泡沫准静态和动态压缩特性
闭孔随机泡沫材料以其优异的吸能性能在工程领域得到了广泛的应用。本文研究了三维闭孔泡沫在准静态和动态压缩载荷下的破碎响应。采用Voronoi镶嵌法生成闭孔随机泡沫的中尺度几何模型,并利用LS-DYNA软件进行数值分析。结果表明:准静态压缩条件下,Voronoi模型的高原应力随相对密度的增加呈线性增加;此外,Voronoi模型在准静态和动态压缩下的力学性能分别与剪切带破坏模式和层状破坏模式有关。高速加载下的高原应力和致密化应变高于准静态和低速加载下的高原应力和致密化应变。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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