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Thermosensitive core-shell particles as model systems for studying the flow behavior of concentrated colloidal dispersions

机译:热敏核-壳颗粒作为模型系统,用于研究浓缩胶体分散体的流动行为

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摘要

We report on a comprehensive investigation of the flow behavior of colloidal thermosensitive core-shell particles at high densities. The particles consist of a solid core of poly(styrene) onto which a network of cross-linked poly(N-isopropylacrylamide) is affixed. Immersed in water the shell of these particles will swell if the temperature is low. Raising the temperature above 32 degrees C leads to a volume transition within this shell which leads to a marked shrinking of the shell. The particles have well-defined core-shell structure and a narrow size distribution. The remaining electrostatic interactions due to a small number of charges affixed to the core particles can be screened by adding 0.05M KCl to the suspensions. Below the lower critical solution temperature at 32 degrees C the particles are purely repulsive. Above this transition, a thermoreversible coagulation takes place. Lowering the temperature again leads to full dissociation of the aggregates formed by this process. The particles crystallize for effective volume fractions between 0.48 and 0.55. The crystallites can be molten by shear in order to reach a fluid sample again. The reduced shear stress measured in this metastable disordered state was found to be a unique function of the shear rate and the effective volume fraction. These reduced flow curves thus obtained can be described quantitatively by the theory of Fuchs and Cates [Phys. Rev. Lett. 89, 248304 (2002)] which is based on the mode-coupling theory of the glass transition.
机译:我们报告了胶体热敏核-壳粒子在高密度下的流动行为的全面调查。颗粒由聚(苯乙烯)的实心组成,其上附着有交联的聚(N-异丙基丙烯酰胺)网络。如果温度低,这些颗粒的外壳浸入水中会膨胀。将温度升高到32摄氏度以上会导致该外壳内的体积转变,从而导致外壳明显收缩。颗粒具有明确的核-壳结构和窄的尺寸分布。可以通过向悬浮液中添加0.05M KCl来筛选由于少量电荷附着在核心颗粒上而产生的剩余静电相互作用。低于最低临界溶液温度(32摄氏度)时,颗粒是纯排斥性的。在该转变以上,发生热可逆凝结。再次降低温度导致通过该过程形成的聚集体完全解离。颗粒结晶,有效体积分数在0.48至0.55之间。可以通过剪切使微晶熔融,以便再次到达流体样品。发现在该亚稳态无序状态下测得的剪切应力降低是剪切速率和有效体积分数的唯一函数。如此获得的这些减少的流量曲线可以通过Fuchs和Cates的理论定量描述。牧师89,248304(2002)],它基于玻璃化转变的模式耦合理论。

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