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纳米粒子在半浓聚电解质溶液中的扩散。

Diffusion of nanoparticles within a semidilute polyelectrolyte solution.

机构信息

Department of Physics, Wayne State University, Detroit, MI 48201, USA.

Department of Chemical Engineering, University of Toledo, Toledo, OH 43606, USA.

出版信息

Soft Matter. 2019 Oct 14;15(38):7616-7622. doi: 10.1039/c9sm01313j. Epub 2019 Sep 4.

Abstract

We studied the diffusion of charged gold nanoparticles within a semidilute solution of weakly charged polyelectrolyte, polyacrylic acid (PAA) of high molecular weight (M = 10 g mol) by using fluorescence correlation spectroscopy (FCS). Nanoparticle size (d) was varied between 5 nm to 40 nm and PAA volume fraction (φ) in water ranged from about 8φ* to 33φ*, where φ* is the overlap volume fraction. The reduced diffusion coefficient - defined as -D/D, where D is the diffusion coefficient in PAA solution and D is that in neat water - has a weak dependence on the particle size. D follows a power law of the form ∼φ, which can be explained by a mean-field hydrodynamic theory in porous medium. Additional, rheology measurements showed a zero shear rate viscosity and shear thinning, which are typical of high molecular weight polyelectrolytes.

摘要

我们使用荧光相关光谱(FCS)研究了带电荷的金纳米粒子在高分子量(M=10 g/mol)弱电荷聚电解质聚丙烯酸(PAA)的半稀溶液中的扩散。纳米粒子尺寸(d)在 5nm 至 40nm 之间变化,水相中 PAA 的体积分数(φ)在约 8φ至 33φ之间,其中φ*是重叠体积分数。-D/D 定义为减小的扩散系数,其中 D 是 PAA 溶液中的扩散系数,D 是纯水中的扩散系数-与粒子尺寸的依赖性较弱。D 遵循φ的幂律形式,这可以用多孔介质中的平均场流体力学理论来解释。此外,流变学测量显示零剪切速率粘度和剪切变稀,这是高分子量聚电解质的典型特征。

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