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首页> 外文期刊>Physica, A. Statistical mechanics and its applications >Two-dimensional model for mixtures of enantiomers, bent hard needles: a Monte Carlo simulation
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Two-dimensional model for mixtures of enantiomers, bent hard needles: a Monte Carlo simulation

机译:对映异构体,弯曲硬针混合物的二维模型:蒙特卡洛模拟

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摘要

We study the statistical mechanical conditions under which segregation of racemic mixtures of chiral molecules is possible in a two-dimensional fluid model. Motivated by experimental evidence indicating that chiral hydrophilic heads of amphiphilic molecules lying in a monolayer can crystallize undergoing a chiral phase separation, we propose a two-dimensional system to model the projection of the chiral head of amphiphilic molecules in a monolayer. The molecules of our model are infinitely hard and infinitely thin. We consider interactions with only a repulsive contribution where molecules have no effective area (two-dimensional volume). As a consequence all effects found are due to excluded area. The Monte Carlo Gibbs ensemble is used to study phase separation whereas constant pressure simulations are performed to obtain equations of state of pure and racemic systems. We find that for this simple model segregation is generally possible in the very high density regime. (C) 2004 Elsevier B.V. All rights reserved.
机译:我们研究统计力学条件下二维流体模型中手性分子的外消旋混合物的分离是可能的。受实验证据的启发,表明位于单分子层中的两亲分子的手性亲水性头部可以结晶,经过手性相分离,我们提出了一个二维系统来模拟两亲分子在单分子层中的手性头部的投影。我们模型的分子无限硬且无限薄。我们认为在分子没有有效面积(二维体积)的情况下,相互作用仅具有排斥作用。结果,发现的所有效果均归因于排除区域。蒙特卡洛·吉布斯合奏用于研究相分离,而恒压模拟用于获得纯系统和外消旋系统的状态方程。我们发现,对于这种简单的模型,通常在非常高的密度范围内可以进行隔离。 (C)2004 Elsevier B.V.保留所有权利。

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