Strain hardening of fractal colloidal gels

Citation:

Gisler, T. ; Ball, R. ; Weitz, D. A. Strain hardening of fractal colloidal gels. Physical Review Letters 1999, 82, 1064. Copy at http://www.tinyurl.com/y6f2o2g8
gisler1999.pdf130 KB

Abstract:

We report on experiments on the rheology of gels formed by diffusion-limited aggregation of neutrally buoyant colloidal particles. These gels form very weak solids, with the elastic modulus, G'(omega), larger than the loss modulus, G "(omega), and with both G'(omega) and G "(omega) exhibiting only a very weak frequency dependence. Upon small but finite strains gamma < 0.45 the elastic modulus increases roughly exponentially with gamma(2). We explain the observed strain hardening with the highly nonlinear elastic response of the rigid backbone of the gel to elongational deformation.

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Last updated on 05/14/2021