Effective properties of multiphase composites made of elastic materials with hierarchical structure
Article dans une revue avec comité de lecture
Auteur
TSALIS, DimitriosBONNAY, KevinCHATZIGEORGIOU, GeorgeCHARALAMBAKIS, NicolasRésumé
In this paper, the analytical solution of the multi - step homogenization problem for multi - rank composites with generalized periodicity made of elastic materials is presented. The proposed homogenization scheme may be combined with computational homogenization for solving more complex microstructures. Three numerical examples are presented, concerning locally periodic stratified materials, matrices with wavy layers and wavy fiber reinforced composites.
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Conférence invitée(2015)In this paper, the analytical solution of the multiple - step homogenization problem for multi - rank composites with generalized periodicity made of elastic materials is presented. The proposed homogenization scheme is ...
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Conférence invitée(National Technical University of Athens, 2016)In this paper we present a multi-step homogenization scheme of a tube made of numerous wavy cylindrical layers exhibiting periodicity with respect to both the radial and the angular direction. The proposed homogenization ...
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Article dans une revue avec comité de lecture(Elsevier, 2015)In this paper we present an internal variable-based homogenization of a composite made of wavy elastic-perfectly plastic layers. In the context of a strain-driven process, the macrostress and the effective yield surface ...
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Article dans une revue avec comité de lecture(Elsevier, 2016)In the present article, the homogenization of a composite star-shaped tube with numerous thin, periodic, elastic wavy layers, is presented. The composite exhibits a multiscale periodicity allowing for a multistep asymptotic ...
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