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首页> 外文期刊>International Journal of Quantum Chemistry >Simulation of Liquid Water Using a High-Rank Quantum Topological Electrostatic Potential
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Simulation of Liquid Water Using a High-Rank Quantum Topological Electrostatic Potential

机译:使用高阶量子拓扑静电势模拟液态水

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For the first time a potential based on high-rank atomic multipole moments computed according to quantum chemical topology (QCT) has been used in molecular dynamics simulations.Completing earlier work on the performance of this QCT potential on small gas-phase van der Waals complexes we now focus on the liquid structure of water.Other than the parameter L,which keeps track of the rank of the electrostatic interaction,the current QCT potential contains only two adjustable parameters of the Lennard-Jones type.A system of 216 water molecules was simulated including long-range interactions represented by a high-rank multipolar Ewald summation.High-order multipolar interactions (L = 5) are essential to recover the typical features of a liquid-like structure.Liquid simulations at five different temperatures showed a maximum in the density and a temperature profile that agrees fairly well with experiment.The density of simulated water at 300 K and 1 atm is about 0.1% off the experimental value,while the calculated potential energy of the liquid is within 3% of the experimental result.The experimental value of the self-diffusion coefficient is underestimated by 35%.The value of C_p is overestimated by 40% and the thermal expansion coefficient a by 37%.The calculated correlation coefficients between the calculated QCT profile and the experimental profile of g_(OO)(r),g_(OH)(R),g_(OH)(r) are 0.976,0.970,and 0.972,respectively.
机译:首次将基于量子化学拓扑结构(QCT)计算的基于高级原子多极矩的电势用于分子动力学模拟中。完成了此QCT电势在小型气相范德华配合物上的性能的早期工作。现在,我们着重研究水的液体结构。除了参数L(它跟踪静电相互作用的等级)之外,当前的QCT电势仅包含Lennard-Jones型的两个可调参数。一个由216个水分子组成的系统模拟包括以高阶多极埃瓦尔德求和表示的远程相互作用。高阶多极相互作用(L = 5)对于恢复类液体结构的典型特征至关重要。五个不同温度下的液体模拟显示最大密度和温度曲线与实验相当吻合。在300 K和1 atm的模拟水的密度比实验值低约0.1% e,而计算出的液体势能在实验结果的3%以内。自扩散系数的实验值被低估了35%.C_p的值被高估了40%,热膨胀系数a被低估了37%。计算出的QCT分布图与g_(OO)(r),g_(OH)(R),g_(OH)(r)的实验分布图之间的计算相关系数分别为0.976、0.970和0.972。

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