Pyell Ute, Jalil Alaa H, Urban Dominic A, Pfeiffer Christian, Pelaz Beatriz, Parak Wolfgang J
University of Marburg, Department of Chemistry, Hans-Meerwein-Straße, D-35032 Marburg, Germany.
University of Marburg, Department of Chemistry, Hans-Meerwein-Straße, D-35032 Marburg, Germany.
J Colloid Interface Sci. 2015 Nov 1;457:131-40. doi: 10.1016/j.jcis.2015.06.042. Epub 2015 Jun 30.
In the first paper of this series we have shown for hydrophilic coated Au nanoparticles that capillary electrophoresis in combination with Taylor dispersion analysis in fused silica capillaries with an inner diameter of 75 μm allows for the unbiased precise determination of the number-weighted mean hydrodynamic diameter, the zeta potential and the effective charge number, although mobility corrected double layer polarization has to be taken into account. In this second paper we investigate whether the modified approximate analytic expression developed by Ohshima (2001) permits the calculation of calibration lines and the concomitant conversion of electropherograms into number-weighted particle radius distributions. We show that with the method developed size distributions are obtained which are independent of the measurement conditions. These size distributions are much narrower than those obtained via dynamic light scattering and data evaluation by the CONTIN algorithm. Capillary electrophoresis together with the proposed data evaluation method reveals that the analyzed nanoparticle populations have very narrow size distributions with a width of 2-4 nm. The hydrodynamic radius distributions of the coated NPs are only slightly broader than the solid particle radius distribution of the Au-NP cores. The presence of monomodal/bimodal size distributions is confirmed by asymmetric flow field-flow fractionation.
在本系列的第一篇论文中,我们已经表明,对于亲水性包覆的金纳米颗粒,在内径为75μm的熔融石英毛细管中,毛细管电泳结合泰勒色散分析能够无偏差地精确测定数均流体动力学直径、ζ电位和有效电荷数,不过必须考虑迁移率校正的双层极化。在第二篇论文中,我们研究了大岛(2001年)提出的修正近似解析表达式是否能够用于校准曲线的计算以及将电泳图转换为数加权颗粒半径分布。我们表明,使用所开发的方法获得的尺寸分布与测量条件无关。这些尺寸分布比通过动态光散射和CONTIN算法进行数据评估所获得的尺寸分布窄得多。毛细管电泳与所提出的数据评估方法一起表明,所分析的纳米颗粒群体具有非常窄的尺寸分布,宽度为2 - 4nm。包覆纳米颗粒的流体动力学半径分布仅比金纳米颗粒核的固体颗粒半径分布略宽。不对称流场流分级法证实了单峰/双峰尺寸分布的存在。