Carrique F, Arroyo FJ, Delgado AV
Facultad de Ciencias, Universidad de Málaga, Málaga, 29071, Spain
J Colloid Interface Sci. 1998 Oct 15;206(2):569-576. doi: 10.1006/jcis.1998.5747.
In this article, a systematic numerical study is described of the effect of the polydispersity of suspensions of spherical particles on their dielectric behavior, in both the frequency and time domains, starting from the model proposed by DeLacey and White (J. Chem. Soc., Faraday Trans. 2 77, 2007 (1981)) for monodisperse suspensions. The distribution function of relaxation times, characterizing the dielectric response of the systems, is also calculated. It is found that in both the frequency and time domains the predicted behavior does not differ in any essential way from the one obtained for a monodisperse suspension with particle radius close to the volume-averaged mean radius of the polydisperse system. Hence, no arguments related to polydispersity seem to be useful for explaining the discrepancies frequently found between measured and calculated dielectric increments in suspensions, namely, those concerning the magnitude of the dielectric constant of the suspension (its low-frequency value), the value of the characteristic or relaxation frequency, or the overall shape of the relaxation pattern. Copyright 1998 Academic Press.
本文描述了一项系统的数值研究,该研究从DeLacey和White(《化学学会杂志,法拉第会刊2》77, 2007 (1981))提出的单分散悬浮液模型出发,研究了球形颗粒悬浮液的多分散性对其在频域和时域介电行为的影响。还计算了表征系统介电响应的弛豫时间分布函数。研究发现,在频域和时域中,预测行为与具有接近多分散系统体积平均平均半径的颗粒半径的单分散悬浮液所获得的行为在任何本质上都没有差异。因此,似乎没有与多分散性相关的论据可用于解释悬浮液中测量和计算的介电增量之间经常发现的差异,即那些与悬浮液介电常数的大小(其低频值)、特征或弛豫频率的值或弛豫模式的整体形状有关的差异。版权所有1998年学术出版社。