Komeiji Yuto, Ishikawa Takeshi, Mochizuki Yuji, Yamataka Hiroshi, Nakano Tatsuya
CREST Project, Japan Science and Technology Agency, 4-1-8 Honcho, Kawaguchi, Saitama 332-0012, Japan.
J Comput Chem. 2009 Jan 15;30(1):40-50. doi: 10.1002/jcc.21025.
Fragment Molecular Orbital based-Molecular Dynamics (FMO-MD, Komeiji et al., Chem Phys Lett 2003, 372, 342) is an ab initio MD method suitable for large molecular systems. Here, FMO-MD was implemented to conduct full quantum simulations of chemical reactions in explicit solvation. Several FMO-MD simulations were performed for a sphere of water to find a suitable simulation protocol. It was found that annealing of the initial configuration by a classical MD brought the subsequent FMO-MD trajectory to faster stabilization, and also that use of bond constraint in the FMO-MD heating stage effectively reduced the computation time. Then, the blue moon ensemble method (Sprik and Ciccotti, J Chem Phys 1998, 109, 7737) was implemented and was tested by calculating free energy profiles of the Menschutkin reaction (H3N + CH3Cl --> +H3NCH3 + Cl-) in the presence and absence of the solvent water via FMO-MD. The obtained free energy profiles were consistent with the Hammond postulate in that stabilization of the product by the solvent, namely hydration of Cl-, shifted the transition state to the reactant-side. Based on these FMO-MD results, plans for further improvement of the method are discussed.
基于片段分子轨道的分子动力学(FMO-MD,小宫等人,《化学物理快报》2003年,372卷,342页)是一种适用于大分子系统的从头算分子动力学方法。在此,实施FMO-MD以在显式溶剂化中对化学反应进行全量子模拟。对一个水球进行了几次FMO-MD模拟以找到合适的模拟方案。发现通过经典分子动力学对初始构型进行退火处理可使随后的FMO-MD轨迹更快地稳定下来,并且还发现在FMO-MD加热阶段使用键约束可有效减少计算时间。然后,实施了蓝月亮系综方法(斯普里克和奇科蒂,《化学物理杂志》1998年,109卷,7737页),并通过FMO-MD计算在有和没有溶剂水存在的情况下门舒特金反应(H3N + CH3Cl --> +H3NCH3 + Cl-)的自由能分布进行了测试。所获得的自由能分布与哈蒙德假说一致,即溶剂对产物的稳定作用,也就是Cl-的水合作用,使过渡态向反应物一侧移动。基于这些FMO-MD结果,讨论了该方法进一步改进的计划。