Department of Chemical Engineering & Materials Science, University of California, Irvine, California 92697-2575, USA.
Langmuir. 2010 Feb 16;26(4):2392-400. doi: 10.1021/la902857c.
We investigate the link between the microstructure, dynamics, and rheological properties in dense (phi = 0.3) mixtures of charge-stabilized colloidal silica and oppositely charged poly(ethylene imine) polymer in a mixed DMSO/H(2)O solvent. Over a finite range of polymer concentrations, the addition of polymer results in the formation of sample-spanning, self-supporting gel networks. As the polymer concentration is increased, a reentrant rheological transition is observed where the gel's elastic modulus and yield stress initially increase and subsequently drop. The dynamic and microstructural changes associated with this transition are resolved using quantitative confocal microscopy. Within the initial regime, a biphasic system consisting of a mixture of arrested and diffusive particles is observed. We segregate the particles with high accuracy into mobile and arrested populations based on their dynamics. The addition of polymer in this regime systematically decreases the proportion of free particles, until all the particles are arrested. Concurrent with this transition, the elastic modulus and yield stress go through their corresponding maxima. However, over the range of polymer concentrations studied, the reentrant transition to weak gels is not captured by the particle dynamics but is instead accompanied by subtle changes in the microstructure of the arrested phase. We discuss two possible scenarios for this behavior in view of the strength of interparticle bonds.
我们研究了在混合 DMSO/H2O 溶剂中,密堆积(φ=0.3)的带电荷稳定胶体二氧化硅和带相反电荷的聚(亚乙基亚胺)聚合物之间的微观结构、动力学和流变性质之间的联系。在有限的聚合物浓度范围内,聚合物的加入导致形成跨越样品的自支撑凝胶网络。随着聚合物浓度的增加,观察到了一个再进入的流变转变,其中凝胶的弹性模量和屈服应力最初增加,然后下降。使用定量共焦显微镜解决了与这种转变相关的动态和微观结构变化。在初始阶段,观察到由停滞和扩散颗粒组成的双相系统。我们根据动力学将具有高精度的粒子准确地分为可移动和停滞的粒子。在该阶段添加聚合物系统地减少了自由粒子的比例,直到所有粒子都被停滞。与这种转变同时发生的是,弹性模量和屈服应力都经历了相应的最大值。然而,在所研究的聚合物浓度范围内,弱凝胶的再进入转变并没有被粒子动力学捕捉到,而是伴随着停滞相的微观结构的微妙变化。考虑到粒子间键的强度,我们讨论了这种行为的两种可能情况。