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首页> 外文期刊>Physical review, E >Generalized Green's function molecular dynamics for canonical ensemble simulations
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Generalized Green's function molecular dynamics for canonical ensemble simulations

机译:广义绿色的典型函数分子动力学,用于典型集合模拟

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The need of small integration time steps (~1 fs) in conventional molecular dynamics simulations is an important issue that inhibits the study of physical, chemical, and biological systems in real timescales. Additionally, to simulate those systems in contact with a thermal bath, thermostating techniques are usually applied. In this work, we generalize the Green's function molecular dynamics technique to allow simulations within the canonical ensemble. By applying this technique to one-dimensional systems, we were able to correctly describe important thermodynamic properties such as the temperature fluctuations, the temperature distribution, and the velocity autocorrelation function. We show that the proposed technique also allows the use of time steps one order of magnitude larger than those typically used in conventional molecular dynamics simulations. We expect that this technique can be used in long-timescale molecular dynamics simulations.
机译:常规分子动力学模拟中小集成时间步骤(〜1fs)的需要是抑制实际时间尺度的物理,化学和生物系统的重要问题。 另外,为了模拟与热浴接触的系统,通常施加恒温技术。 在这项工作中,我们概括了绿色的功能分子动力学技术,以允许在规范集合中的模拟。 通过将该技术应用于一维系统,我们能够正确地描述重要的热力学性质,例如温度波动,温度分布和速度自相关函数。 我们表明所提出的技术还允许使用时间步长比通常用于常规分子动力学模拟的时间级大。 我们预计该技术可用于长时间的分子动力学模拟。

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