Hernandez-Perni Graci, Stengele Andrea, Leuenberger Hans
Institute of Pharmaceutical Technology, Pharmacenter University of Basel, Klingelbergstrasse 50, CH-4056 Basel, Switzerland.
Int J Pharm. 2005 Mar 3;291(1-2):197-209. doi: 10.1016/j.ijpharm.2004.07.057. Epub 2005 Jan 4.
In the previous papers [Stengele, A., Rey, St., Leuenberger, H., 2001. A novel approach to the characterization of polar liquids. Part 1: pure liquids. Int. J. Pharm. 225, 123-134; Stengele, A., Rey, St., Leuenberger, H., 2002. A novel approach to the characterization of polar liquids. Part 2: binary mixtures. Int. J. Pharm. 241, 231-240], it was shown that the Clausius-Mossotti-Debye equation for the quasi-static dielectric constant (epsilon) can be extended to liquids if the parameter Ei/E is introduced. Ei corresponds to the local mean field due to close molecule-molecule interactions after the application of an external electric field E. In the present paper it is demonstrated that the Ei/E parameter and the relaxation behavior of the dipole moment of the polar molecule in binary mixtures of water, respectively, methanol or benzylalcohol with 1,4-dioxane can be used for the detection of percolation phenomena. As 1,4-dioxane has no intrinsic dipole moment but can form hydrogen bonds and is completely miscible with water, respectively, methanol or benzylalcohol, percolation phenomena can be related to the relaxation behavior of the dipole moment of the polar co-solvent. The relaxation behavior of the binary mixtures can be modeled by applying the Debye equation, and the Cole-Davidson distribution function. Superpositions such as the Debye equation and the Cole-Davidson distribution function or a sum (Sigmai) of Debye equations are also considered.
在之前的论文中[施滕格勒,A.,雷伊,St.,洛伊恩贝格尔,H.,2001年。一种表征极性液体的新方法。第1部分:纯液体。《国际药学杂志》225,123 - 134;施滕格勒,A.,雷伊,St.,洛伊恩贝格尔,H.,2002年。一种表征极性液体的新方法。第2部分:二元混合物。《国际药学杂志》241,231 - 240],研究表明,如果引入参数Ei/E,用于准静态介电常数(ε)的克劳修斯 - 莫索蒂 - 德拜方程可以扩展到液体。Ei对应于施加外部电场E后由于紧密的分子 - 分子相互作用产生的局部平均场。在本文中,证明了Ei/E参数以及水、甲醇或苯甲醇与1,4 - 二氧六环的二元混合物中极性分子偶极矩的弛豫行为可用于检测渗流现象。由于1,4 - 二氧六环没有固有偶极矩,但能形成氢键且能分别与水、甲醇或苯甲醇完全互溶,渗流现象可能与极性共溶剂偶极矩的弛豫行为有关。二元混合物的弛豫行为可以通过应用德拜方程和科尔 - 戴维森分布函数进行建模,同时也考虑了诸如德拜方程与科尔 - 戴维森分布函数的叠加或德拜方程的总和(Sigmai)。