Mechanical properties of lotus petiole bio-inspired structures under quasi-static radial load

IF 4.4 2区 工程技术 Q1 MECHANICS
Li Shi , Songlin Nie , Fuquan Tu
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Abstract

The lotus petiole in nature is characterized by its porous structure and high bending resistance. Inspired by this, in this paper, random sampling of lotus petiole was carried out to clarify the porous distribution pattern of lotus petiole in cross section. On this basis, the original structures with 12 and 13 wells (Os-12w, Os-13w) were constructed, and equal mass hollow circular tube (Emhct) was also designed for comparison. Based on the experimentally verified finite element models, Os-12w, Os-13w and Emhct were comparatively analyzed. In addition, comparisons were made with five other bionic circular structures Compared to the rest of the structures, Os-13w performs better in all comprehensive properties. The bending and traction in the core region of the bionic structure caused the surrounding structures to join in the buckling earlier, creating a global crushing trend. More interestingly, further bending and traction in the core region creates a negative Poisson's ratio phenomenon. In addition, the results of the parametric study show that the optimum loading angle of Os-12w is between 60° and 90°, and the proper adjustment of its core cross-section characteristics can improve the mechanical properties of the structure. This study provides some reference for the development of thin-walled porous structures under radial loading conditions.

Abstract Image

准静态径向载荷下荷花叶柄生物启发结构的力学特性
自然界中的荷花叶柄具有多孔结构和高抗弯强度的特点。受此启发,本文对荷花叶柄进行了随机取样,以明确荷花叶柄横截面的多孔分布模式。在此基础上,构建了 12 孔和 13 孔的原始结构(Os-12w、Os-13w),并设计了等质量空心圆管(Emhct)进行对比。根据实验验证的有限元模型,对 Os-12w、Os-13w 和 Emhct 进行了比较分析。与其他结构相比,Os-13w 在所有综合性能方面都表现得更好。仿生结构核心区域的弯曲和牵引导致周围结构更早加入屈曲,形成了整体破碎的趋势。更有趣的是,核心区域的进一步弯曲和牵引会产生负泊松比现象。此外,参数研究结果表明,Os-12w 的最佳加载角度在 60° 至 90° 之间,适当调整其核心截面特性可改善结构的力学性能。该研究为径向加载条件下薄壁多孔结构的发展提供了一定的参考。
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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来源期刊
CiteScore
7.00
自引率
7.30%
发文量
275
审稿时长
48 days
期刊介绍: The European Journal of Mechanics endash; A/Solids continues to publish articles in English in all areas of Solid Mechanics from the physical and mathematical basis to materials engineering, technological applications and methods of modern computational mechanics, both pure and applied research.
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