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A simple molecular dynamics simulation for calculating Henry's constant and solubility of gases in liquids

机译:用于计算亨利常数和气体在液体中的溶解度的简单分子动力学模拟

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摘要

We present a simple and efficient molecular dynamics based method for determining Henry's constant of gases dissolved in liquids. The method is an extension of an algorithm we presented earlier to study osmosis and reverse osmosis in liquid and gaseous solutions/mixtures. It is based on separating a gaseous compartment in the molecular dynamics system from the solvent using a semi-permeable membrane, permeable only to the gas molecules. The system is then allowed to come to equilibrium at the desired density and temperature and, at equilibrium,Henry's constant can be easily determined using simple thermodynamics. Since particle insertions or deletions are not needed in this method, it is free of any limitations in the high-density regime. We have confirmed the accuracy of the proposed method by comparing it with the existing Monte Carlo results for moderate density and showed that it can be easily used at high densities as well where insertion/deletion schemes may become quite inefficient.
机译:我们提出一种简单有效的基于分子动力学的方法来确定溶解在液体中的气体的亨利常数。该方法是我们先前提出的用于研究液体和气体溶液/混合物中的渗透和反渗透的算法的扩展。它基于使用半渗透膜(仅对气体分子可渗透)将分子动力学系统中的气体隔室与溶剂分离的方法。然后使系统在所需的密度和温度下达到平衡,并且在平衡时,可以使用简单的热力学轻松确定亨利常数。由于此方法不需要插入或删除粒子,因此在高密度方案中没有任何限制。通过将其与现有的中等密度的蒙特卡洛结果进行比较,我们已经证实了该方法的准确性,并表明该方法可以轻松地在高密度以及插入/删除方案可能变得非常无效的情况下使用。

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