Merlin Jenny, Duval Jérôme F L
Université de Lorraine, Laboratoire Interdisciplinaire des Environnements Continentaux (LIEC), UMR 7360, 15 avenue du Charmois, Vandœuvre-lès-Nancy, F-54501, France.
Phys Chem Chem Phys. 2014 Aug 7;16(29):15173-88. doi: 10.1039/c4cp01674b. Epub 2014 Jun 17.
We report a theory for the evaluation of the electrodynamics of dispersions of spherical soft multilayered (bio)particles, with microorganisms and polyelectrolyte multilayers-coated particles as illustrative paradigms. These particles generally consist of a hard (ion- and water-impermeable) core component supporting a succession of step-function or diffuse-like concentric soft (permeable) polymeric layers defined by distinct electrostatic, hydrodynamic and structural properties. The formalism is based on a rigorous numerical resolution of the coupled Navier-Stokes-Brinkman equation, continuity equations for the flow and for the ionic species present in solution, and the non-linear Poisson equation corrected for the multilayered nature of the soft interphase. The frequency-dependent dynamic mobility and dielectric permittivity of such soft particles suspensions are discussed as a function of the key electrohydrodynamic features of the constituting particulate peripheral layers and solution salinity. It is shown that the frequency dependent permittivity is mostly affected by the total charge carried by the overall soft interphase. In contrast, the dynamic mobility is mainly determined by the charge and friction characteristics of the layers located within an electrokinetically-active outer particle region whose extension is defined by the electric double layer thickness and the Brinkman length. Results highlight that under particular electrolyte concentration and layer-to-layer thickness ratio conditions, the dynamic mobility may reflect the physico-chemical and structural properties of the only innermost layers of the soft particle coating.
我们报告了一种用于评估球形软质多层(生物)颗粒分散体电动力学的理论,以微生物和聚电解质多层包覆颗粒作为示例范式。这些颗粒通常由一个坚硬(离子和水不可渗透)的核心组分组成,该核心组分支撑着一系列由不同的静电、流体动力学和结构特性定义的阶跃函数或类似扩散的同心软质(可渗透)聚合物层。该形式体系基于对耦合的纳维 - 斯托克斯 - 布林克曼方程、溶液中流动和离子物种的连续性方程以及针对软质界面的多层性质校正的非线性泊松方程的严格数值求解。讨论了这种软质颗粒悬浮液的频率相关动态迁移率和介电常数,作为构成颗粒外围层的关键电流体动力学特征和溶液盐度的函数。结果表明,频率相关介电常数主要受整个软质界面所携带的总电荷影响。相比之下,动态迁移率主要由位于电动活性外颗粒区域内各层的电荷和摩擦特性决定,该区域的范围由双电层厚度和布林克曼长度定义。结果突出表明,在特定的电解质浓度和层间厚度比条件下,动态迁移率可能反映软质颗粒涂层仅最内层的物理化学和结构性质。