Failure Analysis of Thickness Gradient Negative Poisson’s Ratio Concave Honeycomb Sandwich Panels Under Local Impact

IF 1.5 4区 材料科学 Q4 MATERIALS SCIENCE, COMPOSITES Mechanics of Composite Materials Pub Date : 2024-04-29 DOI:10.1007/s11029-024-10195-1
J. H. Xiao, Z. X. Guo
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Abstract

Based on the proposed multi-arc curved edge concave adjustable Poisson’s ratio cell, five kinds of sandwich panels with negative Poisson’s ratio (NPR) were constructed by changing the in-plane thickness of cells: homogeneous, positive gradient, negative gradient, symmetrical positive gradient, and symmetrical negative gradient. The failure mechanical properties of the sandwich panels under the action of local impact were numerically studied. The influences of impact speed and gradient arrangement modes on the failure mode of the sandwich panels, the punch contact force (PCF) and the energy absorption effect (EAE) were investigated. It is found that the failure behavior of sandwich panels is different under different impact speeds. At the same impact speed, the thickness distribution pattern of the sandwich panel core layer will significantly affect the shock resistance of the panel. The study shows that the EAE of sandwich panels can be effectively enhanced by introducing gradient design method, and the sandwich panels with negative gradient arrangement show the best energy absorption effect.

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局部冲击下厚度梯度负泊松比凹陷蜂窝夹芯板的失效分析
基于所提出的多弧形边凹可调泊松比单元,通过改变单元面内厚度,构建了五种负泊松比(NPR)夹芯板:均质、正梯度、负梯度、对称正梯度和对称负梯度。对夹芯板在局部冲击作用下的破坏力学性能进行了数值研究。研究了冲击速度和梯度布置模式对夹芯板破坏模式、冲压接触力(PCF)和能量吸收效应(EAE)的影响。研究发现,在不同的冲击速度下,夹芯板的破坏行为是不同的。在相同的冲击速度下,夹芯板芯层的厚度分布模式会显著影响夹芯板的抗冲击性能。研究表明,引入梯度设计方法可有效提高夹芯板的 EAE,负梯度布置的夹芯板具有最佳的能量吸收效果。
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来源期刊
Mechanics of Composite Materials
Mechanics of Composite Materials 工程技术-材料科学:复合
CiteScore
2.90
自引率
17.60%
发文量
73
审稿时长
12 months
期刊介绍: Mechanics of Composite Materials is a peer-reviewed international journal that encourages publication of original experimental and theoretical research on the mechanical properties of composite materials and their constituents including, but not limited to: damage, failure, fatigue, and long-term strength; methods of optimum design of materials and structures; prediction of long-term properties and aging problems; nondestructive testing; mechanical aspects of technology; mechanics of nanocomposites; mechanics of biocomposites; composites in aerospace and wind-power engineering; composites in civil engineering and infrastructure and other composites applications.
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