使用带有耗散监测功能的石英晶体微天平测量二氧化钛纳米颗粒在二氧化硅上的沉积情况。
Deposition of TiO2 nanoparticles onto silica measured using a quartz crystal microbalance with dissipation monitoring.
作者信息
Fatisson Julien, Domingos Rute F, Wilkinson Kevin J, Tufenkji Nathalie
机构信息
Department of Chemical Engineering, McGill University, Montreal, Quebec H3A 2B2, Canada.
出版信息
Langmuir. 2009 Jun 2;25(11):6062-9. doi: 10.1021/la804091h.
Titanium dioxide (TiO2) nanoparticles introduced into subsurface environments may lead to contamination of drinking water supplies and can act as colloidal carriers for sorbed contaminants. A model laboratory system was used to examine the influence of water chemistry on the physicochemical properties of TiO2 nanoparticles and their deposition. Deposition rates of TiO2 particles onto a silica surface were measured over a broad range of solution conditions (pH and ionic strength) using a quartz crystal microbalance with energy dissipation monitoring (QCM-D). Higher particle deposition rates were observed under favorable interaction conditions (i.e., in the presence of attractive electrostatic interactions) in comparison to unfavorable deposition conditions where electrostatic repulsion dominates particle-surface interactions. Nanoparticle sizes were characterized by fluorescence correlation spectroscopy (FCS), dynamic light scattering (DLS), and atomic force microscopy (AFM). These analyses confirmed the nanoscale of the system under study as well as the presence of TiO2 aggregates in some cases. TiO2 deposition behavior onto silica measured using QCM-D was generally found to be in qualitative agreement with the Derjaguin-Landau-Verwey-Overbeek (DLVO) theory of colloidal stability.
引入地下环境中的二氧化钛(TiO₂)纳米颗粒可能会导致饮用水供应受到污染,并可作为吸附污染物的胶体载体。使用一个模型实验室系统来研究水化学对TiO₂纳米颗粒物理化学性质及其沉积的影响。使用具有能量耗散监测功能的石英晶体微天平(QCM-D),在广泛的溶液条件(pH值和离子强度)下测量TiO₂颗粒在二氧化硅表面的沉积速率。与静电排斥主导颗粒-表面相互作用的不利沉积条件相比,在有利的相互作用条件下(即在存在吸引性静电相互作用的情况下)观察到更高的颗粒沉积速率。通过荧光相关光谱法(FCS)、动态光散射法(DLS)和原子力显微镜法(AFM)对纳米颗粒尺寸进行了表征。这些分析证实了所研究系统的纳米尺度以及在某些情况下TiO₂聚集体的存在。使用QCM-D测量的TiO₂在二氧化硅上的沉积行为通常与胶体稳定性的德亚金-朗道-韦弗-奥弗贝克(DLVO)理论在定性上一致。