Lee Eric, Chou Kuang-Ting, Hsu Jyh-Ping
Department of Chemical Engineering, National Taiwan University, Taipei, Taiwan 10617.
J Colloid Interface Sci. 2004 Dec 15;280(2):518-26. doi: 10.1016/j.jcis.2004.08.005.
The electrophoretic behavior of a concentrated dispersion of soft spherical particles is investigated theoretically, taking the effects of double-layer overlapping and double-layer polarization into account. Here, a particle comprises a rigid core and an ion-penetrable layer containing fixed charge, which mimics biocolloids and particles covered by artificial membrane layers. A cell model is adopted to simulate the system under consideration, and a pseudo-spectral method based on Chebyshev polynomials is chosen for the resolution of the governing electrokinetic equations. The influence of the key parameters, including the thickness of the double layer, the concentration of particles, the surface potential of the rigid core of a particle, and the thickness, the amount of fixed charge, and the friction coefficient of the membrane layer of a particle on the electrophoretic behavior of the system under consideration is discussed. We show that while the result for the case of a dispersion containing rigid particles can be recovered as the limiting case of a dispersion containing soft particles, qualitative behaviors that are not present in the former are observed in the latter.
考虑到双层重叠和双层极化的影响,从理论上研究了软球形颗粒浓分散体的电泳行为。在这里,一个颗粒由一个刚性核和一个含有固定电荷的离子可渗透层组成,这模拟了生物胶体和被人工膜层覆盖的颗粒。采用单元模型来模拟所考虑的系统,并选择基于切比雪夫多项式的伪谱方法来求解控制电动方程。讨论了包括双层厚度、颗粒浓度、颗粒刚性核的表面电势以及颗粒膜层的厚度、固定电荷量和摩擦系数等关键参数对所考虑系统电泳行为的影响。我们表明,虽然含有刚性颗粒的分散体的情况可以作为含有软颗粒的分散体的极限情况恢复,但在后者中观察到了前者中不存在的定性行为。