Department of Inorganic and Analytical Chemistry, University of Geneva, Sciences II, Quai Ernest-Ansermet 30, 1205 Geneva, Switzerland.
J Chem Phys. 2013 Jun 21;138(23):234705. doi: 10.1063/1.4810901.
Force measurements between three types of latex particles of diameters down to 1 μm with sulfate and carboxyl surface functionalities were carried out with the multi-particle colloidal probe technique. The experiments were performed in monovalent electrolyte up to concentrations of about 5 mM. The force profiles could be quantified with the theory of Derjaguin, Landau, Verwey, and Overbeek (DLVO) by invoking non-retarded van der Waals forces and the Poisson-Boltzmann description of double layer forces within the constant regulation approximation. The forces measured in the symmetric systems were used to extract particle and surface properties, namely, the Hamaker constant, surface potentials, and regulation parameters. The regulation parameter is found to be independent of solution composition. With these values at hand, the DLVO theory is capable to accurately predict the measured forces in the asymmetric systems down to distances of 2-3 nm without adjustable parameters. This success indicates that DLVO theory is highly reliable to quantify interaction forces in such systems. However, charge regulation effects are found to be important, and they must be considered to obtain correct description of the forces. The use of the classical constant charge or constant potential boundary conditions may lead to erroneous results. To make reliable predictions of the force profiles, the surface potentials must be extracted from direct force measurements too. For highly charged surfaces, the commonly used electrophoresis techniques are found to yield incorrect estimates of this quantity.
采用多颗粒胶体探针技术,对直径降至 1μm 的三种具有硫酸盐和羧基表面官能团的胶乳粒子之间的力进行了测量。实验在单价电解质中进行,浓度约为 5mM。通过调用非滞后范德华力和泊松-玻尔兹曼描述的双电层力在恒定调节近似内,可利用德热加农、朗道、维韦和奥弗贝克(DLVO)理论对力曲线进行量化。在对称体系中测量的力用于提取粒子和表面特性,即哈马克常数、表面电势和调节参数。发现调节参数与溶液组成无关。有了这些值,DLVO 理论能够在没有可调参数的情况下准确预测不对称体系中低至 2-3nm 的测量力。这一成功表明,DLVO 理论非常可靠,可以定量分析此类系统中的相互作用力。然而,电荷调节效应很重要,必须加以考虑才能正确描述力。使用经典的恒电荷或恒电位边界条件可能会导致错误的结果。为了对力曲线进行可靠的预测,也必须从直接力测量中提取表面电势。对于高电荷表面,常用的电泳技术被发现会对该量的不正确估计。