Comptes Rendus

Numéro spécial

Recent Advances in Micromechanics of Materials

Numéro thématique coordonné par : M. Bornert ;  R. Brenner ;  O. Castelnau ;  P. Ponte Castañeda ;  P. Suquet

Sommaire

Editorial Board
p. IFC
Dossier Contents
p. iii-iv
Avancées Récentes en Micromécanique des Matériaux
Numéro thématique des Comptes Rendus Mécanique en lʼhonneur dʼAndré Zaoui
p. 177-180
The construction of effective relations for waves in a composite
p. 181-192
Bounds on the volume fraction of 2-phase, 2-dimensional elastic bodies and on (stress, strain) pairs in composites
p. 193-204
A magnetically anisotropic, ellipsoidal inclusion subjected to a non-aligned magnetic field in an elastic medium
p. 205-218
Morphology and effective properties of multi-scale random sets: A review
p. 219-229
Various estimates of Representative Volume Element sizes based on a statistical analysis of the apparent behavior of random linear composites
p. 230-246
Interface controlled plastic flow modelled by strain gradient plasticity theory
p. 247-260
Generalised continuum modelling of grain size effects in polycrystals
p. 261-274
Strain localization and anisotropic correlations in a mesoscopic model of amorphous plasticity
p. 275-288
Improved constitutive description of single crystal viscoplastic deformation by dislocation climb
p. 289-295
Effective elastic properties of nanocomposites using a novel atomistic–continuum interphase model
p. 296-306
Failure locus of polypropylene nonwoven fabrics under in-plane biaxial deformation
p. 307-319
Homogenization of cellular sandwich panels
p. 320-337
On modeling shape memory polymers as thermoelastic two-phase composite materials
p. 338-348
Recent advances in spatiotemporal evolution of thermomechanical fields during the solid–solid phase transition
p. 349-358
On the overall response of elastomeric solids with pressurized cavities
p. 359-368
A phenomenological model for microstructural evolution during plastic flow
p. 369-377
Incremental homogenization approach for ageing viscoelastic polycrystals
p. 378-386
Four exact relations for the effective relaxation function of linear viscoelastic composites
p. 387-399
Editorial Board
p. IBC