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Characterization of composite material properties using eigenstrain method

Authors
Ngoc-Trung NguyenKhanh-Hung NguyenLicht, ChristianPark, Yong-BinKweon, Jin-HweChoi, Jin-Ho
Issue Date
Aug-2012
Publisher
Taylor & Francis
Keywords
homogenization; composite materials; microstructure; eigenstrain; periodicity
Citation
Advanced Composite Materials, v.21, no.4, pp 299 - 313
Pages
15
Indexed
SCIE
SCOPUS
Journal Title
Advanced Composite Materials
Volume
21
Number
4
Start Page
299
End Page
313
URI
https://scholarworks.gnu.ac.kr/handle/sw.gnu/23401
DOI
10.1080/09243046.2012.736347
ISSN
0924-3046
1568-5519
Abstract
A technique to solve the periodic homogenization problem is described systematically in this work. The method is to solve the cell problems by imposing eigenstrains in terms of thermal or piezoelectric strain to the representative volume element. Homogenized coefficients are then calculated from stress solutions of those cell problems. Benefit of the proposed technique is that it is readily applicable for common finite element softwares regardless of using user subroutines. Several numerical examples are examined. The obtained results show good agreements with the published data.
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