Dynamics of Polymeric Re-Entrant Auxetic Structures: Cyclic Compression Studies

被引:0
|
作者
Plewa, Julian [1 ]
Plonska, Malgorzata [1 ]
Junak, Grzegorz [2 ]
机构
[1] Univ Silesia Katowice, Inst Mat Engn, Fac Sci & Technol, 75 Pulku Piechoty Str, PL-41500 Chorzow, Poland
[2] Silesian Tech Univ, Fac Mat Engn, 8 Krasinskiego Str, PL-40019 Katowice, Poland
关键词
auxetic structures; re-entrant unit cells; hysteresis; Mullins effect;
D O I
10.3390/polym17060825
中图分类号
O63 [高分子化学(高聚物)];
学科分类号
070305 ; 080501 ; 081704 ;
摘要
The present study investigated the dynamic behavior of structures made of re-entrant unit cells subjected to cyclic compressive loading limited to the elastic range. The structures were assembled from printed polymer re-entrant cells in six combinations. Through the given compression cycles for three different amplitude values, strain-force relationships, which had the shape of a hysteresis loop, were obtained. Under compression, all unit cells of the structures deformed uniformly, though only for a certain amount of strain, whereas with larger changes, they underwent uncontrolled deformation. Experiments showed that structures composed of more than one unit cell exhibit different mechanical characteristics. It was observed that the width of the hysteresis loop depended on the degree of closing the structure and on the compression amplitude. The obtained hysteresis curves for different amplitudes also testify to the occurrence of the Mullins effect for these polymeric auxetic structures. Taking into account the maximum values of changes in dimensions for a given compression cycle, Poisson's ratio values were determined, which were negative and below unity. The effect of strut thickness on the NPR was confirmed, decreasing its negative value along with the increasing thickness.
引用
收藏
页数:15
相关论文
共 50 条
  • [41] The fluid-structure interaction response of composite auxetic re-entrant honeycomb structures to underwater impact
    Liu, Jiayi
    He, Xiaolong
    Liu, Zhikang
    Cao, Xiaoming
    Yu, Sheng
    Huang, Wei
    THIN-WALLED STRUCTURES, 2024, 196
  • [42] Direct Foaming Approach for Reinforcing Re-entrant Auxetic Structures for Superior Compressive Properties and Energy Absorption
    Yilmaz, Baris
    Akar, Elif
    Kucukkalfa, Eyuphan
    Yildiz, Kaan
    2023 10TH INTERNATIONAL CONFERENCE ON RECENT ADVANCES IN AIR AND SPACE TECHNOLOGIES, RAST, 2023,
  • [43] Design of 2D re-entrant auxetic lattice structures with extreme elastic mechanical properties
    Hedayati, Reza
    Sadighi, Mojtaba
    Gholami, Erfan
    MECHANICS BASED DESIGN OF STRUCTURES AND MACHINES, 2025, 53 (02) : 923 - 942
  • [44] Droplet impact on doubly re-entrant structures
    Singh, Navdeep Sangeet
    Jitniyom, Thanaphun
    Navarro-Cia, Miguel
    Gao, Nan
    SCIENTIFIC REPORTS, 2024, 14 (01)
  • [45] Droplet impact on doubly re-entrant structures
    Navdeep Sangeet Singh
    Thanaphun Jitniyom
    Miguel Navarro-Cía
    Nan Gao
    Scientific Reports, 14
  • [46] Analytical solution and finite element approach to the 3D re-entrant structures of auxetic materials
    Rad, Mozafar Shokri
    Prawoto, Yunan
    Ahmad, Zaini
    MECHANICS OF MATERIALS, 2014, 74 : 76 - 87
  • [47] BOVINE RE-ENTRANT DUODENAL FISTULA STUDIES .1. ESTABLISHMENT OF RE-ENTRANT DUODENAL FISTULA
    CONNER, HG
    DAREMCGILLIARD, A
    HUFFMAN, CF
    JOURNAL OF ANIMAL SCIENCE, 1957, 16 (03) : 692 - 697
  • [48] Experimental and numerical investigation of conventional and stiffened re-entrant cell structures under compression
    Mitat Öztürk
    Tarık Baran
    Mehmet Seha Tatlıer
    Journal of the Brazilian Society of Mechanical Sciences and Engineering, 2022, 44
  • [49] Experimental and numerical investigation of conventional and stiffened re-entrant cell structures under compression
    Ozturk, Mitat
    Baran, Tarik
    Tatlier, Mehmet Seha
    JOURNAL OF THE BRAZILIAN SOCIETY OF MECHANICAL SCIENCES AND ENGINEERING, 2022, 44 (12)
  • [50] Energy absorption of re-entrant honeycombs in tension and compression
    Zhang, Jianjun
    Lu, Guoxing
    ENGINEERING STRUCTURES, 2023, 288