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Rheology of non-Brownian particles suspended in concentrated colloidal dispersions at low particle Reynolds number

机译:低布朗雷诺数下悬浮在浓胶体分散体中的非布朗颗粒的流变学

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摘要

The shear flow of non-Brownian glass spheres suspended in a concentrated colloidal dispersion that exhibits non-Newtonian rheology is investigated. At low volume fractions, the addition of non-Brownian spherical particles to the colloidal dispersion leads to an increase. in the steady shear viscosity as well as the dynamic moduli. The flow curves of these suspensions are qualitatively similar to the suspending colloidal dispersion medium, and as such, in this semidilute regime, the suspension data can be shifted on to that of the colloidal dispersion medium at constant shear stress with shift factors comparable to those predicted for spherical particles in a Newtonian fluid. At higher volume fractions of non-Brownian spheres, the shear thickening power law exponent increases with the addition of non-Brownian particles. This increase in the shear thickening power law exponent is shown to be consistent with the effects of confinement on the shear thickening colloidal dispersion by the larger non-Brownian particles. (C) 2016 The Society of Rheology.
机译:研究了悬浮在浓缩胶体分散体中的非布朗玻璃球的剪切流,该胶体分散体具有非牛顿流变性。在低体积分数下,将非布朗球形颗粒添加到胶体分散体中导致增加。在稳态剪切粘度以及动态模量方面这些悬浮液的流动曲线在质量上与悬浮的胶态分散介质相似,因此,在这种半稀释状态下,可以在恒定剪切应力下将悬浮液数据转移到胶体分散介质的数据上,其位移因子与预测的相近。用于牛顿流体中的球形颗粒。在非布朗球体的体积分数较高时,剪切增稠幂律指数随非布朗球体颗粒的添加而增加。剪切增稠力定律指数的增加表明与限制作用对较大非布朗粒子对剪切增稠胶体分散的影响。 (C)2016流变学学会。

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