An anisotropy honeycomb structure with reinforced deformability and stiffness

IF 2.9 3区 工程技术 Q2 MECHANICS
Ning Feng, Shangbin Wang, Yuanhao Tie, Andras Biczo, Chongfu Huang, Weibo Xie
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引用次数: 0

Abstract

In this work, by breaking the structural six-fold symmetry and isotropy, we propose a simple design to drastically improve the elastic deformability and stiffness of gardenia-shaped honeycomb (GSH) structures, with a lower structural relative density. In the developed structural design, the enhancement of the mechanical response is achieved by locally shortening the beams that caused the intracellular extrusion. Studies that focused on simultaneously strengthening the two above-mentioned characteristics are rarely seen. Unlike the isotropy of the previous GSH structures, the elastic modulus of the reinforced GSH (RGSH) structures in both two principal directions is investigated via performing a complete parametric study. To visualize the utterly different mechanical response between the GSH and RGSH structures, the elastic properties-comparison are presented theoretically, numerically, and experimentally. The developed structural reinforcing method, combining the stiffness and deformability regulation, provides a valuable way to redesign multifunctional lattice structures for meeting the various requirements regarding mechanical characteristics.
具有增强变形能力和刚度的各向异性蜂窝结构
在这项工作中,我们通过打破结构的六重对称和各向同性,提出了一种简单的设计,以较低的结构相对密度大幅提高栀子形蜂窝(GSH)结构的弹性变形能力和刚度。在发达的结构设计中,通过局部缩短引起胞内挤压的梁来增强机械响应。同时加强上述两种特征的研究很少。与以往GSH结构的各向同性不同,增强GSH (RGSH)结构在两个主要方向上的弹性模量是通过进行完整的参数研究来研究的。为了可视化GSH和RGSH结构之间完全不同的力学响应,在理论上、数值上和实验上进行了弹性性能比较。所提出的结合刚度和变形性调节的结构加固方法,为多功能点阵结构的重新设计提供了一条有价值的途径,以满足各种力学特性的要求。
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来源期刊
CiteScore
5.80
自引率
11.40%
发文量
116
审稿时长
3 months
期刊介绍: The journal has as its objective the publication and wide electronic dissemination of innovative and consequential research in applied mechanics. IJAM welcomes high-quality original research papers in all aspects of applied mechanics from contributors throughout the world. The journal aims to promote the international exchange of new knowledge and recent development information in all aspects of applied mechanics. In addition to covering the classical branches of applied mechanics, namely solid mechanics, fluid mechanics, thermodynamics, and material science, the journal also encourages contributions from newly emerging areas such as biomechanics, electromechanics, the mechanical behavior of advanced materials, nanomechanics, and many other inter-disciplinary research areas in which the concepts of applied mechanics are extensively applied and developed.
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