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Free volume hypothetical scanning molecular dynamics method for the absolute free energy of liquids

机译:液体绝对自由能的自由体积假设扫描分子动力学方法

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摘要

The hypothetical scanning (HS) method is a general approach for calculating the absolute entropy, S, and free energy, F, by analyzing Boltzmann samples obtained by Monte Carlo (MC) or molecular dynamics (MD) techniques. With HS applied to a fluid, each configuration i of the sample is reconstructed by gradually placing the molecules in their positions at i using transition probabilities (TPs). With our recent version of HS, called HSMC-EV, each TP is calculated from MC simulations, where the simulated particles are excluded from the volume reconstructed in previous steps. In this paper we remove the excluded volume (EV) restriction, replacing it by a "free volume" (FV) approach. For liquid argon, HSMC-FV leads to an improvement in efficiency over HSMC-EV by a factor of 2-3. Importantly, the FV treatment greatly simplifies the HS implementation for liquids, allowing a much more natural application of the method for MD simulations. Given the success and popularity of MD, the present development of the HSMD method for liquids is an important advancement for HS methodology. Results for the HSMD-FV approach presented here agree well with our HSMC and thermodynamic integration results. The efficiency of HSMD-FV is equivalent to HSMC-EV. The potential use of HSMC(MD)-FV in protein systems with explicit water is discussed. (c) 2006 American Institute of Physics.
机译:假设扫描(HS)方法是一种通用方法,用于通过分析通过蒙特卡洛(MC)或分子动力学(MD)技术获得的玻尔兹曼样本来计算绝对熵S和自由能F。将HS应用于流体后,通过使用跃迁概率(TP)将分子逐渐放置在i的位置来重构样本的每个构型i。使用我们最新版本的HS(称为HSMC-EV),每个TP都是通过MC模拟计算得出的,其中模拟的粒子不包括在先前步骤中重建的体积中。在本文中,我们删除了排除体积(EV)限制,以“自由体积”(FV)方法代替。对于液氩,HSMC-FV的效率比HSMC-EV高出2-3倍。重要的是,FV处理极大地简化了液体的HS实施,从而使该方法更自然地应用于MD模拟。鉴于MD的成功与普及,液体HSMD方法的当前发展是HS方法学的重要进步。本文介绍的HSMD-FV方法的结果与我们的HSMC和热力学积分结果非常吻合。 HSMD-FV的效率等同于HSMC-EV。讨论了HSMC(MD)-FV在含清水的蛋白质系统中的潜在用途。 (c)2006年美国物理研究所。

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