Pantheon SEMPARIS Le serveur des séminaires parisiens Paris

Statut Confirmé
Série LPS/ENS
Domaines physics
Date Mercredi 24 Novembre 2010
Heure 11:00
Institut LPS/ENS
Salle Conf IV
Nom de l'orateur Behringer
Prenom de l'orateur Bob
Addresse email de l'orateur
Institution de l'orateur Duke University, Durham NC (USA)
Titre Statistics, Jamming and Shear for Granular Materials
Résumé Granular materials exhibit a range of striking behavior, with some of the most fascinating phenomena occuring for dense states -- dense granular solids and fluids. This talk will present some of the interesting open questions for granular materials, and then explore these questions through a series of experiments. In a number of these experiments, we use special particles made of a photoelastic material. This allows us to experimentally determine all relevant particle-scale properties, including contact forces, stresses, particle displacements and rotations. A question of great recent interest is how systems of particles jam, i.e. become mechanically rigid as some relevant variable changes. Most often, jamming refers to the onset of mechanical stability as the density increases above a critical value. We find that real granular systems, i.e. collections of frictional particles, subject to isotropic compression, jam in ways that are very similar to what is expected for simulations of frictionless particles. For such systems, we also show that granular materials jam under shear at densities well below isotropic jamming. These novel jammed states are highly anisotropic and fragile, in the sense of Bouchaud et al. That is, under shear strain reversal, the fabric, or equivalently, the contact network rearranges, with a concomitant reversal of the stress anisotropy. Recent experiments suggest that the fabric and shear stress play roles that are rougly similar to the magnetization and field for a magnetic system, where the terminus of the ordered states is the isotropic jamming point, point-J. As time permits, I will also explore experiments that consider diffusion, non-affine motion, stick-slip and rate-dependence in granular shear flows.
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