Investigation of the local enhancement of cellular materials based on 2D Voronoi model

被引:0
|
作者
Zhang, J.J. [1 ]
Cheng, L. [1 ]
Wang, Z.H. [1 ]
Zhao, L.M. [1 ]
机构
[1] Institute of Applied Mechanics and Biomedical Engineering, Taiyuan University of Technology, Taiyuan,030024, China
基金
中国国家自然科学基金;
关键词
Deformation - Stress analysis;
D O I
10.1179/1432891715Z.0000000002199
中图分类号
学科分类号
摘要
Stress enhancement has been observed when cellular materials were subjected to intense impact loading, leading to severe damage to the objects protected. This may be caused by densification and non-uniform deformation of materials. Current investigations mainly centres on the shock wave generated in the densification. However, the local non-uniform deformation may lead to the possible local enhancement in the plateau crushing stage, so this phenomenon is qualitatively studied by employing the 2D Voronoi models. The effect of the cell shape irregularity was taken into consideration, and the possible interpretations of local enhancement are discussed. Meanwhile, a method based on optimal local deformation gradient is adopted to calculate the local strain field. This research provides valuable insight into the reliability of the cellular materials as a protective structure. © 2015 W. S. Maney & Son Ltd.
引用
收藏
页码:366 / 373
相关论文
共 50 条
  • [31] 2D materials
    不详
    NATURE PHOTONICS, 2016, 10 (04) : 201 - 201
  • [32] Microscopic Model for 2D Relaxor Ferroelectric Materials
    Pacheco-Pozo, Adrian
    PROCEEDINGS OF THE 2ND INTERNATIONAL CONGRESS ON PHYSICS ESPOCH (ICPE-2017), 2018, 2003
  • [33] 2D materials
    Zhu, Xiaoyang
    Reichman, David R.
    JOURNAL OF CHEMICAL PHYSICS, 2021, 154 (04):
  • [34] Investigation of the Thermal Conductivity of Materials in 2D/3D Heterostructures
    Kaya, Onurcan
    Donmezer, Nazli
    2021 IEEE 21ST INTERNATIONAL CONFERENCE ON NANOTECHNOLOGY (IEEE NANO 2021), 2021, : 374 - 377
  • [35] Assessment of GPU computational enhancement to a 2D flood model
    Kalyanapu, Alfred J.
    Shankar, Siddharth
    Pardyjak, Eric R.
    Judi, David R.
    Burian, Steven J.
    ENVIRONMENTAL MODELLING & SOFTWARE, 2011, 26 (08) : 1009 - 1016
  • [36] Approximations of 2D and 3D generalized Voronoi diagrams
    Boada, Imma
    Coll, Narcis
    Madern, Narcis
    Sellares, J. Antoni
    INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS, 2008, 85 (07) : 1003 - 1022
  • [37] Constructing L∞ Voronoi Diagrams in 2D and 3D
    Bukenberger, D. R.
    Buchin, K.
    Botsch, M.
    COMPUTER GRAPHICS FORUM, 2022, 41 (05) : 135 - 147
  • [38] Mechanical properties of 2D hierarchical re-entrant cellular structures with Voronoi sub-structures
    Liu, Lu
    Li, Dong
    Dong, Liang
    EPL, 2018, 123 (01)
  • [39] Stochastic resonance in 2D materials based memristors
    Roldan, J. B.
    Cantudo, A.
    Torres, J. J.
    Maldonado, D.
    Shen, Yaqing
    Zheng, Wenwen
    Yuan, Yue
    Lanza, M.
    NPJ 2D MATERIALS AND APPLICATIONS, 2024, 8 (01)
  • [40] Stochastic resonance in 2D materials based memristors
    J. B. Roldán
    A. Cantudo
    J. J. Torres
    D. Maldonado
    Yaqing Shen
    Wenwen Zheng
    Yue Yuan
    M. Lanza
    npj 2D Materials and Applications, 8