首页> 外文期刊>The Journal of Chemical Physics >A mixed alchemical and equilibrium dynamics to simulate hetrogeneous dense fluids: Illustration for Lennard-Jones mixtures and phospholipid membranes
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A mixed alchemical and equilibrium dynamics to simulate hetrogeneous dense fluids: Illustration for Lennard-Jones mixtures and phospholipid membranes

机译:混合的炼金术和平衡动力学,用于模拟环晶致密流体:Lennard-Jones混合物和磷脂膜的插图

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摘要

An algorithm to efficiently simulate multi-component fluids is proposed and illustrated. The focus is on biological membranes that are heterogeneous and challenging to investigate quantitatively. To achieve rapid equilibration of spatially inhomogeneous fluids, we mix conventional molecular dynamics simulations with alchemical trajectories. The alchemical trajectory switches the positions of randomly selected pairs of molecules and plays the role of an efficient Monte Carlo move. It assists in accomplishing rapid spatial de-correlations. Examples of phase separation and mixing are given in two-dimensional binary Lennard-Jones fluid and a DOPC-POPC membrane. The performance of the algorithm is analyzed, and tools to maximize its efficiency are provided. It is concluded that the algorithm is vastly superior to conventional molecular dynamics for the equilibrium study of biological membranes. Published by AIP Publishing.
机译:提出和示出了一种有效地模拟多分量流体的算法。 重点是在化学膜上是异质的并且具有挑战性地进行定量调查。 为了实现空间不均匀流体的快速平衡,我们将常规分子动力学模拟与炼金术轨迹混合。 炼金术轨迹切换随机选择对分子的位置,并发挥有效的蒙特卡罗移动的作用。 它有助于完成快速的空间去相关性。 相分离和混合的实例以二维二进制Lennard - 琼松液和DOPC-POPC膜给出。 分析了算法的性能,提供了最大化其效率的工具。 结论是,该算法远远优于生物膜平衡研究的常规分子动力学。 通过AIP发布发布。

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