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首页> 外文期刊>The Journal of Chemical Physics >Multiple free energies from a single simulation: Extending enveloping distribution sampling to nonoverlapping phase-space distributions
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Multiple free energies from a single simulation: Extending enveloping distribution sampling to nonoverlapping phase-space distributions

机译:通过一次模拟获得多个自由能:将包络分布采样扩展到不重叠的相空间分布

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A recently proposed method to obtain free energy differences for multiple end states from a single simulation of a reference state which was called enveloping distribution sampling (EDS) [J. Chem. Phys. 126, 184110 (2007)] is expanded to situations where the end state configuration space densities do not show overlap. It uses a reference state Hamiltonian suggested by Han in 1992 [Phys. Lett. A 165, 28 (1992)] in a molecular dynamics implementation. The method allows us to calculate multiple free energy differences "on the fly" from a single molecular dynamics simulation. The influence of the parameters on the accuracy and precision of the obtained free energy differences is investigated. A connection is established between the presented method and the Bennett acceptance ratio method. The method is applied to four two-state test systems (dipole inversion, van der Waals perturbation, charge inversion, and water to methanol conversion) and two multiple-state test systems [dipole inversion with five charging states and five (dis-)appearing water molecules]. Accurate results could be obtained-for all test applications if the parameters of the reference state Hamiltonian were optimized according to a given algorithm. The deviations from the exact result or from an independent calculation were at most 0.6 kJ/mol. An accurate estimation of the free energy difference is always possible, independent of how different the end states are. However, the convergence times of the free energy differences are longer in cases where the end state configuration space densities do not show overlap [charge inversion, water to methanol conversion, (dis-)appearing water molecules] than in cases where the configuration space densities do show some overlap [(multiple) dipole inversion and van der Waals perturbation]. (C) 2008 American Institute of Physics.
机译:最近提出的一种方法,可以从单个参考状态的模拟中获得多个最终状态的自由能差,这称为包络分布采样(EDS)[J.化学物理126,184110(2007)]扩展到最终状态配置空间密度不显示重叠的情况。它使用了韩(Han)在1992年提出的参考状态哈密顿量[Phys。来吧[165,28(1992)]中的分子动力学实现。该方法使我们能够从单个分子动力学模拟“实时”计算多个自由能差。研究了参数对获得的自由能差的精度和精确度的影响。在提出的方法和Bennett接受率方法之间建立了联系。该方法适用于四个两态测试系统(偶极子反演,范德华摄动,电荷反演以及水到甲醇的转化)和两个多态测试系统[偶极子反演具有五个充电态和五个(失配)出现水分子]。如果参考状态哈密顿量的参数根据给定的算法进行了优化,则对于所有测试应用都可以获得准确的结果。与准确结果或独立计算的偏差最大为0.6 kJ / mol。始终可以精确估计自由能差,而与最终状态的不同无关。但是,在最终状态构型空间密度没有重叠的情况下(电荷反转,水到甲醇的转化,(消失)水分子的出现),自由能差的收敛时间比构型空间密度的情况下更长。确实显示出一些重叠[(多个)偶极子反演和范德华摄动]。 (C)2008美国物理研究所。

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