Department of Chemical Engineering, University of Patras and FORTH-ICE/HT, GR 26504, Patras, Greece.
Unilever Research and Development Port Sunlight, Bebington CH63 3JW, United Kingdom.
J Phys Chem B. 2022 Jul 28;126(29):5555-5569. doi: 10.1021/acs.jpcb.2c02751. Epub 2022 Jul 15.
A coarse-grained model comprising short- and long-range effective potentials, parametrized with the iterative Boltzmann inversion (IBI) method, is presented for capturing micelle formation in aqueous solutions of ionic surfactants using as a model system sodium dodecyl sulfate (SDS). In the coarse-grained (CG) model, each SDS molecule is represented as a sequence of four beads while each water molecule is modeled as a single bead. The proposed CG scheme involves ten potential energy functions: four of them describe bonded interactions and control the distribution functions of intramolecular degrees of freedom (bond lengths, valence angles, and dihedrals) along an SDS molecule while the other six account for intermolecular interactions between pairs of SDS and water beads and control the radial distribution functions. The nonbonded effective potentials between coarse-grained SDS molecules extend up to about 12 nm and capture structural and morphological features of the micellar solution both at short and long distances. The long-range component of these potentials, in particular, captures correlations between surfactant molecules belonging to different micelles and is essential to describe ordering associated with micelle formation. A new strategy is introduced for determining the effective potentials through IBI by using information (target distribution functions) extracted from independent atomistic simulations of a micellar reference system (a salt-free SDS solution at total surfactant concentration equal to 103 mM, temperature equal to 300 K, and pressure equal to 1 atm) obtained through a multiscale approach described in an earlier study. It employs several optimization steps for bonded and nonbonded interactions and a gradual parametrization of the short- and long-range components of the latter, followed by reparametrization of the bonded ones. The proposed CG model can reproduce remarkably accurately the microstructure and morphology of the reference system within only a few hours of computational time. It is therefore very promising for future studies of structural and morphological behavior of various liquid surfactant formulations.
提出了一种粗粒模型,该模型由短程和长程有效势组成,采用迭代玻尔兹曼反演(IBI)方法进行参数化,用于捕获离子表面活性剂水溶液中胶束的形成,以十二烷基硫酸钠(SDS)作为模型系统。在粗粒(CG)模型中,每个 SDS 分子表示为四个珠的序列,而每个水分子则建模为一个单独的珠。所提出的 CG 方案涉及十个势能函数:其中四个描述键合相互作用,控制 SDS 分子内自由度(键长、价角和二面角)的分布函数,而另外六个则描述 SDS 和水分子对之间的分子间相互作用,并控制径向分布函数。粗粒 SDS 分子之间的非键有效势能延伸至约 12nm,并在短程和长程捕获胶束溶液的结构和形态特征。特别是这些势能的长程分量,捕获了属于不同胶束的表面活性剂分子之间的相关性,对于描述与胶束形成相关的有序性至关重要。通过使用从独立的原子模拟中提取的信息(目标分布函数),通过 IBI 确定有效势的新策略,这些信息来自于先前研究中描述的多尺度方法获得的胶束参考系统(无盐 SDS 溶液,总表面活性剂浓度等于 103mM,温度等于 300K,压力等于 1atm)。它采用了几个优化步骤,用于键合和非键合相互作用,并逐步参数化后者的短程和长程分量,然后重新参数化键合分量。该 CG 模型可以在短短几个小时的计算时间内非常准确地再现参考系统的微观结构和形态。因此,它非常有前途用于未来对各种液体表面活性剂制剂的结构和形态行为的研究。