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反相 AOT 胶束中纳米颗粒的电动电势:比光测定法及在异凝聚、分离和浓缩过程中的作用。

Electrokinetic potential of nanoparticles in reverse AOT micelles: photometric determination and role in the processes of heterocoagulation, separation, and concentration.

机构信息

Nikolaev Institute of Inorganic Chemistry, Siberian Branch of the Russian Academy of Sciences, Novosibirsk, 630090 Russia.

出版信息

Langmuir. 2010 Jan 19;26(2):736-42. doi: 10.1021/la903583r.

Abstract

A simple photometric method for determining the electrophoretic mobility of nano- and microparticles in reverse micelles and in solvents with a low dielectric permittivity (2-5) has been developed. The method is based on the use of a thermostatically controlled diaphragm-based optical cell (length 2 cm) with three vertical plane-parallel electrodes (2 x 3 cm; interelectrode gap, 0.3 cm) placed into a standard photocolorimeter. When an electrostatic field (100-600 V) is applied, the particles begin to move away from the electrode of the same polarity. The path traveled by the particles for a given time (2-30 s) is calculated from the change in the optical density of the solution in the near-electrode zone. The electrophoretic potential of nanoparticles in the model systems, calculated from the values of electrophoretic mobility by Huckel-Onsager theory, varied from 70 (Ag nanoparticles in AOT micelles in decane) to -73 mV (aggregated SiO(2) nanoparticles in a decane-chloroform mixture). Calculations by the classical Deryaguin-Landau-Verwey-Overbeek (DLVO) theory determined the contribution of the electrostatic interaction to the stability of the studied systems. We have shown that the surface charge of nanoparticles permits: (1) an electrophoretic concentration of the charged nanoparticles (Ag) with an enrichment factor of up to 10(4), (2) the separation of nanoparticles with zero (C(60)) and a high (Ag) electrokinetic potentials, and (3) the formation of electrostatically bound aggregates (Ag-SiO(2)) through the heterocoagulation of oppositely charged particles.

摘要

已经开发出一种简单的光密度法,用于测定反胶束和介电常数低的溶剂(2-5)中纳米和微米颗粒的电泳迁移率。该方法基于使用带有三个垂直平面平行电极(2 x 3 cm;电极间隙为 0.3 cm)的恒温控制膜片式光学池(长度为 2 cm),该光学池置于标准光电比色计中。当施加静电场(100-600 V)时,颗粒开始从相同极性的电极处移动。通过在近电极区溶液的光密度变化计算给定时间(2-30 s)内颗粒的行进路径。根据 Huckel-Onsager 理论计算的模型体系中纳米颗粒的电泳势,从 70(AOT 胶束中的 Ag 纳米颗粒在癸烷中)到-73 mV(癸烷-氯仿混合物中的聚集 SiO2 纳米颗粒)不等。经典的 Deryaguin-Landau-Verwey-Overbeek(DLVO)理论计算确定了静电相互作用对研究体系稳定性的贡献。我们已经表明,纳米颗粒的表面电荷允许:(1)带电荷的纳米颗粒(Ag)的电泳浓缩,富集因子高达 10(4),(2)零(C(60))和高(Ag)电动电位的纳米颗粒的分离,以及(3)通过异质凝聚形成静电结合的聚集体(Ag-SiO2)。

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