元动力学
最大值和最小值
维数之咒
构象异构
构象集合
化学
能源景观
分子
计算化学
溶剂化
生物系统
计算机科学
能量(信号处理)
采样(信号处理)
分子动力学
化学物理
折叠(DSP实现)
密度泛函理论
工作流程
构象熵
灵活性(工程)
趋同(经济学)
力场(虚构)
势能
可扩展性
参数统计
蛋白质折叠
迭代函数
二肽
统计物理学
吉布斯自由能
能量分布
一致性(知识库)
沸石咪唑盐骨架
材料科学
药物发现
小分子
数据挖掘
作者
Alexandre Ferreira,Rui Guo,Ivan Marziano,Matteo Salvalaglio
标识
DOI:10.1021/acs.jctc.5c01247
摘要
We present a gridless framework for computing high-dimensional conformational free energy surfaces (FES) of flexible molecules using enhanced sampling trajectories. By combining concurrent well-tempered metadynamics with Density Peaks Advanced (DPA) clustering, our approach bypasses the dimensionality limitations of conventional grid-based FES reconstruction. Free energies are assigned on a per-configuration basis via local density estimation and Zwanzig reweighting, allowing for a direct, resolution-independent mapping of the conformational ensemble. Conformers are identified as density peaks in torsional angle space, and convergence is assessed via systematic consistency metrics. We validate this approach by reproducing the paradigmatic FES of alanine dipeptide and extend it to explore molecules with 4-, 7-, and 11-dimensional torsional angle spaces. As a key application, we investigate the solvent-dependent conformational preferences of bicalutamide in vacuum, chloroform, and DMSO. The predicted global minima reflect the known solvent-induced conformational shift between open and closed forms, in agreement with NMR and crystallographic data. These results demonstrate that our workflow provides a scalable route to high-dimensional conformational free energy landscapes, with direct relevance for polymorphism, solvation, and drug design.
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