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Impact Testing of Polymer‐filled Auxetics Using Split Hopkinson Pressure Bar
Author(s) -
Fíla Tomáš,
Zlámal Petr,
Jiroušek Ondřej,
Falta Jan,
Koudelka Petr,
Kytýř Daniel,
Doktor Tomáš,
Valach Jaroslav
Publication year - 2017
Publication title -
advanced engineering materials
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.938
H-Index - 114
eISSN - 1527-2648
pISSN - 1438-1656
DOI - 10.1002/adem.201700076
Subject(s) - auxetics , materials science , split hopkinson pressure bar , composite material , honeycomb , strain rate , poisson's ratio , bar (unit) , digital image correlation , compression (physics) , poisson distribution , mathematics , physics , meteorology , statistics
In this paper, impact testing of auxetic structures filled with strain rate sensitive material is presented. Two dimensional missing rib, 2D re‐entrant honeycomb, and 3D re‐entrant honeycomb lattices are investigated. Structures are divided into three groups according to type of filling: no filling, low expansion polyurethane foam, and ordnance gelatine. Samples from each group are tested under quasi‐static loading and dynamic compression using Split Hopkinson Pressure Bar. Digital image correlation is used for assessment of in‐plane displacement and strain fields. Ratios between quasi‐static and dynamic results for plateau stresses and specific energy absorption in the plateau are calculated. It is found out that not only the manufactured structures, but also the wrought material exhibit strain rate dependent properties. Evaluation of influence of filling on mechanical properties shows that polyurethane increases specific absorbed energy by a factor of 1.05–1.4, whereas the effect of gelatine leads to increase of only 5–10%. Analysis of the Poisson's function reveals influence of filling on achievable (negative) values of Poisson's ratio, when compared to unfilled specimens. The results for the Poisson's function yielded apparently different values as the assessed minima of quasi‐static Poisson's ratio in small deformations are constrained by a factor of 15.