A. M. Prokhorov General Physics Institute, Moscow, Vavilova 38 119991, Russia.
J Chem Phys. 2012 Aug 7;137(5):054707. doi: 10.1063/1.4739530.
A quantitative model of ion-stabilized gas bubbles is suggested. Charging the bubbles by the ions, which are capable of adsorption, and the screening by a cloud of counter-ions, which are less absorptable, is modeled. It is shown that, subject to the charge of bubble, two regimes of such screening can be realized. For low-charged bubbles, the screening is described in the framework of the known linearized Debye-Huckel approach, when the sign of the counter-ion cloud is preserved everywhere in the liquid, whereas at large charge this sign is changed at some distance from the bubble surface. This effect provides the mechanism for the emergence of two types of compound particles having the opposite polarity, which leads to the aggregation of such compound particles into fractal clusters. Based on experimental data, arguments in favor of the existence of the clusters composed of the ion-stabilized bubbles in aqueous electrolyte solutions are advanced. This paper provides theoretical grounds for the experimental results presented in the previous paper (part I) published in this journal.
提出了一种离子稳定气泡的定量模型。通过吸附能力较强的离子对气泡进行充电,并通过较不易吸附的反离子云进行屏蔽,对这一过程进行建模。结果表明,根据气泡的电荷,可以实现两种屏蔽模式。对于低电荷的气泡,在已知的线性化 Debye-Huckel 方法的框架内进行屏蔽,此时反离子云的符号在液体中的任何地方都保持不变,而在大电荷的情况下,该符号在距气泡表面一定距离处发生变化。这种效应提供了两种具有相反极性的复合粒子出现的机制,导致这种复合粒子聚集形成分形团簇。基于实验数据,提出了在水基电解质溶液中存在由离子稳定气泡组成的团簇的观点。本文为在本期刊物上一期(第一部分)发表的实验结果提供了理论依据。