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Non-Hamiltonian molecular dynamics implementation of the Gibbs ensemble method. I. Algorithm

机译:Gibbs集成方法的非哈密顿分子动力学实现。一,算法

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In this paper (paper I) and the following paper (paper II) [C. Bratschi, H. Huber, and D. J. Searles, J. Chem. Phys. 126, 164105 (2007)], a new molecular dynamics algorithm implementing the Gibbs ensemble will be presented and then on applied to the liquid-vapor coexistence curve for two ab initio CO2 potentials. In paper I, the Gibbs ensemble molecular dynamics algorithm using non-Hamiltonian molecular dynamics techniques is introduced. It is shown that states of the correct probability density function are sampled and the correct exchange probability is generated. The extended system Nose-Hoover formalism is used to generate a constant temperature ensemble with equal pressures in the subsystems, combined with single particle transfers between the subsystems, over several time steps, to get equal chemical potentials. (c) 2007 American Institute of Physics.
机译:在本文(论文I)和随后的论文(论文II)中[C. Bratschi,H.Huber和D.J.Searles,J.Chem。物理126,164105(2007)],将介绍一种实现Gibbs系综的新分子动力学算法,然后将其应用于两个从头算的CO2势能的液体-蒸汽共存曲线。在论文I中,介绍了使用非哈密顿分子动力学技术的吉布斯整体分子动力学算法。示出了正确概率密度函数的状态被采样并且生成了正确的交换概率。扩展的系统Nose-Hoover形式主义用于在子系统中产生具有相等压力的恒温集合,并在多个时间步骤上结合子系统之间的单个粒子转移,以获得相等的化学势。 (c)2007年美国物理研究所。

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