Yuet Pak K, Blankschtein Daniel
Department of Chemical Engineering, and Center for Materials Science and Engineering, Massachusetts Institute of Technology, Cambridge, Massachusetts 02139.
Langmuir. 1996 Aug 7;12(16):3802-3818. doi: 10.1021/la9600513.
Vesicles are widely used as model cells in biology and medicine and are also potentially useful as drug carriers and other industrial encapsulating devices. To facilitate the practical implementation of vesicles, as well as to gain a fundamental understanding of the process of vesicle formation, we have developed a molecular-thermodynamic theory to describe the formation of two-component mixed vesicles in aqueous solutions. The central quantity in this theory is the free energy of vesiculation, which is calculated by carefully modeling the various free-energy contributions to vesiculation. In particular, we (i) estimate the surfactant-tail packing free energy using a mean-field approach that accounts for the conformations of the surfactant tails in the vesicle hydrophobic region, (ii) adopt a more accurate equation of state in the calculation of the surfactant-head steric repulsions, and (iii) utilize the nonlinear Poisson-Boltzmann equation to calculate the electrostatic interactions in the case of mixed cationic/anionic charged vesicles. Particular attention has also been paid to issues such as the location of the outer and inner steric-repulsion surfaces in a vesicle and the curvature correction to the interfacial tensions at the outer and inner hydrocarbon/water vesicle interfaces. By knowing only the molecular structures of the surfactants involved in vesicle formation and the solution conditions, our theory can predict a wealth of vesicle properties, including vesicle size and composition distribution, surface potentials, surface charge densities, and compositions of vesicle leaflets. More importantly, this theory enables us to gain an understanding of (i) the underlying mechanisms of stabilization in mixed cationic/anionic vesicular systems, (ii) the effect of the interplay between the various intravesicular free-energy contributions on vesiculation, and (iii) the role of the distribution of surfactant molecules between the two vesicle leaflets in vesicle formation. As an illustration, the theory has been applied to describe vesicle formation in an aqueous mixture of cetyltrimethylammonium bromide (CTAB) and sodium octyl sulfate (SOS). In this system, the vesicles are found to be stabilized entropically, with a predicted mean radius of about 1200 Å for a mixture containing 2 wt % surfactant and a CTAB/SOS weight ratio of 3/7, a value which compares well with the experimentally measured value of 1300 Å. In addition, the predicted outer surface potential of -72 mV is consistent with the measured ζ potential value. The effect of added salt on vesicle properties has also been studied using this theory, and the predicted results conform well to experimental observations.
囊泡在生物学和医学中被广泛用作模型细胞,并且作为药物载体和其他工业封装装置也具有潜在用途。为了促进囊泡的实际应用,并深入了解囊泡形成过程的基本原理,我们开发了一种分子热力学理论来描述水溶液中两组分混合囊泡的形成。该理论的核心量是囊泡化自由能,它是通过仔细模拟对囊泡化的各种自由能贡献来计算的。具体而言,我们(i)使用考虑囊泡疏水区域中表面活性剂尾部构象的平均场方法来估计表面活性剂尾部堆积自由能,(ii)在计算表面活性剂头部空间排斥时采用更精确的状态方程,以及(iii)在混合阳离子/阴离子带电囊泡的情况下利用非线性泊松 - 玻尔兹曼方程来计算静电相互作用。还特别关注了诸如囊泡中外层和内层空间排斥表面的位置以及囊泡外层和内层烃/水界面处界面张力的曲率校正等问题。仅通过了解参与囊泡形成的表面活性剂的分子结构和溶液条件,我们的理论就可以预测大量的囊泡性质,包括囊泡大小和组成分布、表面电势、表面电荷密度以及囊泡小叶的组成。更重要的是,该理论使我们能够理解(i)混合阳离子/阴离子囊泡系统中稳定化的潜在机制,(ii)各种囊泡内自由能贡献之间的相互作用对囊泡化的影响,以及(iii)表面活性剂分子在两个囊泡小叶之间的分布在囊泡形成中的作用。作为一个例子,该理论已被应用于描述十六烷基三甲基溴化铵(CTAB)和辛基硫酸钠(SOS)的水混合物中的囊泡形成。在这个系统中,发现囊泡通过熵稳定,对于含有2 wt%表面活性剂且CTAB/SOS重量比为3/7的混合物,预测的平均半径约为1200 Å,该值与实验测量值1300 Å相当。此外,预测的 -72 mV的外表面电势与测量的ζ电势值一致。使用该理论还研究了添加盐对囊泡性质的影响,预测结果与实验观察结果非常吻合。