Nonequilibrium Brownian dynamics simulations of shear thinning in concentrated colloidal suspensions

• Published in: Journal of Statistical Physics; (United States) Vol. 62:5-6
• Main Author: Wilemski, G.
• Format: Conference Proceeding
• Language: English
• Published: United States 01-03-1991
• Subjects: 990200 > Mathematics & Computers; ALGORITHMS; AQUEOUS SOLUTIONS; BROWNIAN MOVEMENT; COLLOIDS; COMPUTER CODES; COMPUTERIZED SIMULATION; CONDENSED MATTER PHYSICS, SUPERCONDUCTIVITY AND SUPERFLUIDITY; CORRELATIONS; DATA; DISPERSIONS; FLUID MECHANICS; GENERAL AND MISCELLANEOUS//MATHEMATICS, COMPUTING, AND INFORMATION SCIENCE; HYDRODYNAMICS; INFORMATION; LAYERS; MATHEMATICAL LOGIC; MECHANICS; MIXTURES; MORPHOLOGY; N CODES; NUMERICAL DATA; RHEOLOGY; SHEAR; SIMULATION; SOLUTIONS 665000 > Physics of Condensed Matter > (1992-); SUSPENSIONS; THEORETICAL DATA; TIME DEPENDENCE; VISCOSITY
• ISSN: 0022-4715; 1572-9613

The effect of interparticle forces on shear thinning in concentrated aqueous and nonaqueous colloidal suspensions was studied using nonequilibrium Brownian dynamics. Hydrodynamic interactions among particles were neglected. Systems of 108 particles were studied at volume fractions {phi} of 0.2 and 0.4. For the nonaqueous systems, shear thinning could be correlated with the gradual breakup of small flocs present because of the weak, attractive secondary minimum in the interparticle potential. At the highest shear rate for {phi} = 0.4, the particles were organized into a hexagonally packed array of strings. For the strongly repulsive aqueous systems, the viscosity appeared to be a discontinuous function of the shear rate. For {phi} = 0.4, this discontinuity coincided with a transition from a disordered state to a lamellar structure for the suspension.