Search | Fracture and Structural Integrity

Analytical, Numerical and Physical Models Views: 1,585 Downloads: 1,454 Vol. 15, No. 58 (2021) September 25, 2021 pp. 319-343

Periodic homogenization and damage evolution in RVE composite material with inclusion

Karim Benyahi, Youcef Bouafia, Mohand Said Kachi, Sarah Benakli, Amel Hamri

This work deals with the coupling between a periodic homogenization procedure and a damage process occurring in a RVE of inclusion composite materials. We mainly seek on the one hand to determine the effective mechanical properties…

10.3221/IGF-ESIS.58.24

Details: Periodic homogenization and damage evolution in RVE composite material with inclusion PDF Visual Abstract

PDF Visual Abstract

Miscellanea Views: 888 Downloads: 461 Vol. 8, No. 29 (2014) July 9, 2014 pp. pages 37-48

micromechanical approach for the micropolar modeling of heterogeneous periodic media

M.L. De Bellis, D. Addessi

Computational homogenization is adopted to assess the homogenized two-dimensional response of periodic composite materials where the typical microstructural dimension is not negligible with respect to the structural sizes. A micropolar…

10.3221/IGF-ESIS.29.05

Details: micromechanical approach for the micropolar modeling of heterogeneous periodic media PDF

PDF

Miscellanea Views: 1,030 Downloads: 422 Vol. 11, No. 42 (2017) September 29, 2017 pp. Pages 280-292

Theoretical model of homogenized piezoelectric materials with small non-collinear periodic cracks

Jean-Marie Nianga, Driss Marhabi

An analytical model for the homogenization of a piezoelectric material with small periodic fissures is proposed on the basis of the method of asymptotic expansions for the elastic displacement, the electric scalar potential and the test…

10.3221/IGF-ESIS.42.30

Details: Theoretical model of homogenized piezoelectric materials with small non-collinear periodic cracks PDF

PDF

Search the articles

Search results

Periodic homogenization and damage evolution in RVE composite material with inclusion

micromechanical approach for the micropolar modeling of heterogeneous periodic media

Theoretical model of homogenized piezoelectric materials with small non-collinear periodic cracks