A Nonlinear Mechanics Model of Zigzag Cellular Substrates for Stretchable Electronics
Author(s) -
Shiwei Zhao,
Feng Zhu,
Zhengang Yan,
Daochun Li,
Jinwu Xiang,
Yonggang Huang,
Haiwen Luan
Publication year - 2020
Publication title -
journal of applied mechanics
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.69
H-Index - 97
eISSN - 1528-9036
pISSN - 0021-8936
DOI - 10.1115/1.4046662
Subject(s) - zigzag , materials science , elastomer , finite element method , nonlinear system , stress (linguistics) , interconnectivity , stretchable electronics , electronics , composite material , nanotechnology , physics , computer science , geometry , mathematics , electrical engineering , thermodynamics , engineering , artificial intelligence , linguistics , philosophy , quantum mechanics
The use of cellular elastomer substrates not only reduces its restriction on natural diffusion or convection of biofluids in the realm of stretchable electronics but also enhances the stretchability of the electronic systems. An analytical model of “zigzag” cellular substrates under finite deformation is established and validated in this paper. The deformed shape, nonlinear stress–strain curve, and Poisson’s ratio–strain curve of the cellular elastomer substrate calculated using the reported analytical model agree well with those from finite element analysis (FEA). Results show that lower restriction on the natural motion of human skin could be achieved by the proposed zigzag cellular substrates compared with the previously reported hexagonal cellular substrates, manifesting another leap toward mechanically “invisible” wearable, stretchable electronic systems.
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