A general boundary layer corrector for the asymptotic homogenization of elastic linear composite structures

Computational second-order homogenization of materials with effective anisotropic strain-gradient behavior

(2020) J. Yvonnet et al.   INTERNATIONAL JOURNAL OF SOLIDS AND STRUCTURES

Strain-gradient homogenization: A bridge between the asymptotic expansion and quadratic boundary condition methods

(2020) Vincent Monchiet et al.   MECHANICS OF MATERIALS

A complete implementation methodology for Asymptotic Homogenization using a finite element commercial software: preprocessing and postprocessing

(2020) Thiago Assis Dutra et al.   COMPOSITE STRUCTURES

Boundary layer effect at the edge of fibrous composites using homogenization theory

(2019) S. Koley et al.   COMPOSITES PART B-ENGINEERING

A quantitative assessment of the scale separation limits of classical and higher-order asymptotic homogenization

(2018) M.M. Ameen et al.   EUROPEAN JOURNAL OF MECHANICS A-SOLIDS

Novel implementation of homogenization method to predict effective properties of periodic materials

(2013) Geng-Dong Cheng et al.   ACTA MECHANICA SINICA

Multiscale damage modelling of 3D weave composite by asymptotic homogenisation

(2012) A. Visrolia et al.   COMPOSITE STRUCTURES

A micromechanics-based approach for the derivation of constitutive elastic coefficients of strain-gradient media

(2011) Thu-Huong Tran et al.   INTERNATIONAL JOURNAL OF SOLIDS AND STRUCTURES

Generalized continua and non-homogeneous boundary conditions in homogenisation methods

(2010) S. Forest et al.   ZAMM-Zeitschrift fur Angewandte Mathematik und Mechanik

Asymptotic homogenisation in linear elasticity. Part II: Finite element procedures and multiscale applications

(2009) J.A. Oliveira et al.   COMPUTATIONAL MATERIALS SCIENCE

A micromechanical approach of nonlocal modeling for media with periodic microstructures

(2007) Xi Yuan et al.   MECHANICS RESEARCH COMMUNICATIONS