Influence of the multiscale distribution of particles on elastic properties of concrete

Julie Escoda (1) , François Willot (1) , Dominique Jeulin (1) , Julien Sanahuja (2) , Charles Toulemonde (2)

1 CMM - Centre de Morphologie Mathématique
2 EDF R&D MMC - Matériaux et Mécanique des Composants

The mechanical role of the shape of the aggregates, and their spatial distribution in concrete materials is examined. The effect on the macroscopic mechanical response as well as on the local stress fields are investigated by numerical means, making use of a recently developed Poisson-polyhedra model in which the aggregates have polyhedral shapes. Comparison is made with previous microstructure models of spheres. Full-field computations are carried out on large volume size using Fourier methods. The field maps are used to determine zones of highest stress. Furthermore, the scale separation hypothesis for the computation of the elastic properties is investigated using numerical calculations on various multiscale microstructures. Finally, numerical predictions for the elastic properties are compared to experimental measurements, and the results discussed.

Mots clés: FFT methods; Homogenization; Concrete; Multiscale microstructures; Linear elasticity

Domaines: Matériaux

Julie Escoda, François Willot, Dominique Jeulin, Julien Sanahuja, Charles Toulemonde. Influence of the multiscale distribution of particles on elastic properties of concrete. International Journal of Engineering Science, 2016, 98, pp.60-71. ⟨10.1016/j.ijengsci.2015.07.010⟩. ⟨hal-01238640⟩