Jerzy Haber Institute of Catalysis and Surface Chemistry, Polish Academy of Sciences, Niezapominajek 8, Krakow 30 - 239, Poland.
Centre of Molecular and Macromolecular Studies, Polish Academy of Sciences, Henryka Sienkiewicza 112, Lodz 90-363, Poland.
Anal Chem. 2022 Jul 19;94(28):10234-10244. doi: 10.1021/acs.analchem.2c01776. Epub 2022 Jul 1.
Deposition kinetics of positively charged polymer microparticles, characterized by prolate spheroid shape, at silica and gold sensors was investigated using the quartz microbalance (QCM) technique. Reference measurements were also performed for positively charged polymer particles of spherical shape and the same mass as the spheroids. Primarily, the frequency and bandwidth shifts for various overtones were measured as a function of time. It is shown that the ratio of these signals is close to unity for all overtones. These results were converted to the dependence of the frequency shift on the particle coverage, directly determined by atomic force microscopy and theoretically interpreted in terms of the hydrodynamic model. A quantitative agreement with experiments was attained considering particle slip relative to the ambient oscillating flow. In contrast, the theoretical results pertinent to the rigid contact model proved inadequate. The particle deposition kinetics derived from the QCM method was compared with theoretical modeling performed according to the random sequential adsorption approach. This allowed to assess the feasibility of the QCM technique to furnish proper deposition kinetics for anisotropic particles. It is argued that the hydrodynamic slip effect should be considered in the interpretation of QCM kinetic results acquired for bioparticles, especially viruses.
采用石英晶体微天平(QCM)技术研究了具有扁长球体形状的带正电荷聚合物微粒子在二氧化硅和金传感器上的沉积动力学。还针对具有相同质量和球形的带正电荷聚合物粒子进行了参考测量。主要是测量了各种泛音的频率和带宽偏移随时间的变化。结果表明,所有泛音的这些信号的比值都接近 1。这些结果被转换为频率偏移与粒子覆盖率的关系,覆盖率由原子力显微镜直接确定,并根据流体动力学模型进行了理论解释。考虑到粒子相对于环境振荡流的滑动,定量吻合了实验结果。相比之下,刚性接触模型的理论结果则不够充分。从 QCM 方法得出的粒子沉积动力学与根据随机顺序吸附方法进行的理论建模进行了比较。这使得可以评估 QCM 技术为各向异性粒子提供适当沉积动力学的可行性。有人认为,在解释 QCM 动力学结果时,应该考虑生物粒子(尤其是病毒)的流体动力滑动效应。