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ORAL PRESENTATION
Session: 7 Applications to complex materials: glasses, micelles, colloids, blends, interfaces (scheduled: Thursday, 10:45 )
On the rheology of a dilute suspension of vesicles
C. Misbah, G. Danker
LSP, Univ. J. Fourier, Grenoble I andCNRS, BP 87, 38402 Saint Martin d'Heres, France
From the hydrodynamical equations of vesicle dynamics under shear flow, we extract a rheological law for a dilute suspension. This is made analytically in the small excess area limit. In contrast to droplets and capsules, the rheological law obtained here is, apart from an objective derivative, nonlinear even to the first leading order. We exploit it by evaluating the effective viscosity ηeff and the normal stress differences N1 and N2. We make a link between rheology and microscopic dynamics. For example, ηeff is found to exhibit a cusp singularity at the tumbling threshold, while N1,2 undergoes a collapse. © IWNET 2006
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