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溶剂的哈密顿模拟退火加速自由能计算的收敛(HSAS)。

Accelerating Convergence of Free Energy Computations with Hamiltonian Simulated Annealing of Solvent (HSAS).

机构信息

Computational Science Division , Argonne National Laboratory , 9700 South Cass Avenue, Building 240 , Argonne , Illinois 60439 , United States.

出版信息

J Chem Theory Comput. 2019 Apr 9;15(4):2179-2186. doi: 10.1021/acs.jctc.8b01147. Epub 2019 Mar 8.

Abstract

Coupling between binding of a ligand to a receptor and the displacement of a number of bound water molecules is a common event in molecular recognition processes. When the binding site is deeply buried and the exchange of water molecules with the bulk region is difficult to sample, the convergence and accuracy in free energy calculations can be severely compromised. Traditionally, Grand Canonical Monte Carlo (GCMC) based methods have been used to accelerate equilibration of water-at the expense, however, of lengthy trials before a molecular dynamics (MD) simulation. In this paper, a user-friendly and cost-efficient method, Hamiltonian simulated annealing of solvent in combination with λ-exchange of free energy perturbation (FEP) is proposed to accelerate the sampling of water molecules in free energy calculations. As an illustrative example with reliable data from previous GCMC simulations, absolute binding affinity of camphor to cytochrome P450 was calculated. The simulated hydration state change in the buried binding pocket quantitatively agrees with GCMC simulations. It is shown that the new protocol significantly accelerates sampling of water in a buried binding pocket and the convergence of free energy, with negligible setup and computing costs compared to GCMC methods.

摘要

配体与受体结合和多个结合水的置换之间的偶联是分子识别过程中的常见事件。当结合部位深埋且水分子与体相区域的交换难以采样时,自由能计算的收敛性和准确性可能会受到严重影响。传统上,基于巨正则蒙特卡罗 (GCMC) 的方法已被用于加速水的平衡,然而,在分子动力学 (MD) 模拟之前需要进行漫长的试验。在本文中,提出了一种用户友好且经济高效的方法,即溶剂的哈密顿模拟退火与自由能扰动 λ-交换 (FEP) 相结合,以加速自由能计算中水分子的采样。作为一个有可靠数据的说明性示例,来自之前的 GCMC 模拟,计算了樟脑与细胞色素 P450 的绝对结合亲和力。埋藏结合口袋中模拟的水合状态变化与 GCMC 模拟定量一致。结果表明,与 GCMC 方法相比,新方案显著加速了埋藏结合口袋中水的采样和自由能的收敛,而且设置和计算成本可忽略不计。

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