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在基本坐标中进行的连续元动力学作为构象变化自由能建模的工具。

Continuous metadynamics in essential coordinates as a tool for free energy modelling of conformational changes.

作者信息

Spiwok Vojtech, Králová Blanka, Tvaroska Igor

机构信息

Department of Structure and Function of Saccharides, Institute of Chemistry, Center for Glycomics, Slovak Academy of Sciences, Dúbravska cesta 9, 84538 Bratislava, Slovak Republic.

出版信息

J Mol Model. 2008 Nov;14(11):995-1002. doi: 10.1007/s00894-008-0343-7. Epub 2008 Jul 17.

Abstract

Modelling of conformational changes in biopolymers is one of the greatest challenges of molecular biophysics. Metadynamics is a recently introduced free energy modelling technique that enhances sampling of configurational (e.g. conformational) space within a molecular dynamics simulation. This enhancement is achieved by the addition of a history-dependent bias potential, which drives the system from previously visited regions. Discontinuous metadynamics in the space of essential dynamics eigenvectors (collective motions) has been proposed and tested in conformational change modelling. Here, we present an implementation of two continuous formulations of metadynamics in the essential subspace. The method was performed in a modified version of the molecular dynamics package GROMACS. These implementations were tested on conformational changes in cyclohexane, alanine dipeptide (terminally blocked alanine, Ace-Ala-Nme) and SH3 domain. The results illustrate that metadynamics in the space of essential coordinates can accurately model free energy surfaces associated with conformational changes.

摘要

生物聚合物构象变化的建模是分子生物物理学面临的最大挑战之一。元动力学是一种最近引入的自由能建模技术,它能增强分子动力学模拟中构型(如构象)空间的采样。这种增强是通过添加一个依赖历史的偏差势来实现的,该偏差势会驱使系统离开之前访问过的区域。在构象变化建模中,已经提出并测试了基本动力学特征向量(集体运动)空间中的不连续元动力学。在此,我们展示了在基本子空间中元动力学的两种连续公式的实现。该方法是在分子动力学软件包GROMACS的一个修改版本中执行的。这些实现方法在环己烷、丙氨酸二肽(末端封闭的丙氨酸,Ace-Ala-Nme)和SH3结构域的构象变化上进行了测试。结果表明,基本坐标空间中的元动力学可以准确地模拟与构象变化相关的自由能表面。

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