Synopsis The rheology of concentrated, aggregated colloidal suspensions is determined through particulate simulations. Aggregating systems experience a large viscous enhancement over nonaggregating systems, this being due to the increase in the component of the viscosity arising from the repulsive colloid ͑thermodynamic͒ forces when attractive forces are present. The shear behavior of aggregating systems, for colloid volume fraction 0.47 р c р 0.57, is characterized in the steady state regime

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... er a wide range in shear rate, and is found to be power law, shear thinning ϳ f ( c )␥ Ϫ␣ , where the shear thinning index ␣ ϭ 0.84Ϯ0.01. The effect of volume fraction enters as f ( c ) ϭ (1Ϫ c / max ) Ϫ1 , with max ϭ 0.64, the value of random close packing; similarly, the viscosity also scales with the potential well depth as a power law, of index ␣. Consequently, we are able to deduce the full constitutive relation for this power law behavior. The associated structural features which emerge as a result of the imposed shear are identified with the rheology. The shear thinning regime crosses over into a state of ordered phase flow at high shear rates likewise simulations of hard sphere fluids. We also show that the high-shear ordered configurations appear to be a function of colloid concentration, with a transition from string phase order through to layered phases as c increases.