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Kirkwood-Buff Integrals Using Molecular Simulation: Estimation of Surface Effects

机译:使用分子模拟的Kirkwood-Buff积分:表面效应的估计

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摘要

Kirkwood-Buff (KB) integrals provide a connection between microscopic properties and thermodynamic properties of multicomponent fluids. The estimation of KB integrals using molecular simulations of finite systems requires accounting for finite size effects. In the small system method, properties of finite subvolumes with different sizes embedded in a larger volume can be used to extrapolate to macroscopic thermodynamic properties. KB integrals computed from small subvolumes scale with the inverse size of the system. This scaling was used to find KB integrals in the thermodynamic limit. To reduce numerical inaccuracies that arise from this extrapolation, alternative approaches were considered in this work. Three methods for computing KB integrals in the thermodynamic limit from information of radial distribution functions (RDFs) of finite systems were compared. These methods allowed for the computation of surface effects. KB integrals and surface terms in the thermodynamic limit were computed for Lennard–Jones (LJ) and Weeks–Chandler–Andersen (WCA) fluids. It was found that all three methods converge to the same value. The main differentiating factor was the speed of convergence with system size . The method that required the smallest size was the one which exploited the scaling of the finite volume KB integral multiplied by . The relationship between KB integrals and surface effects was studied for a range of densities.
机译:Kirkwood-Buff(KB)积分提供了多组分流体的微观性质和热力学性质之间的联系。使用有限系统的分子模拟来估​​计KB积分需要考虑有限大小的影响。在小型系统方法中,可以将嵌入较大体积的具有不同大小的有限子体积的属性外推到宏观热力学属性。从小子体积尺度计算的KB积分与系统的大小成反比。该缩放比例用于查找热力学极限中的KB积分。为了减少这种外推法引起的数值误差,在这项工作中考虑了替代方法。比较了从有限系统的径向分布函数(RDFs)信息计算热力学极限中KB积分的三种方法。这些方法可以计算表面效果。计算了Lennard–Jones(LJ)和Weeks–Chandler–Andersen(WCA)流体的KB积分和热力学极限中的表面项。发现所有三种方法收敛到相同的值。主要的区别因素是系统规模的收敛速度。需要最小尺寸的方法是利用有限体积KB积分乘以的缩放比例的方法。对于一定密度范围,研究了KB积分与表面效应之间的关系。

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