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一种使用周期性边界条件和旋转约束来获得大分子近最小体积分子模拟的方法。

A method to obtain a near-minimal-volume molecular simulation of a macromolecule, using periodic boundary conditions and rotational constraints.

作者信息

Bekker Henk, van den Berg Jur P, Wassenaar Tsjerk A

机构信息

Institute for Mathematics and Computing Science, University of Groningen, P.O.B. 800 9700 AV Groningen, The Netherlands.

出版信息

J Comput Chem. 2004 Jun;25(8):1037-46. doi: 10.1002/jcc.20050.

DOI:10.1002/jcc.20050
PMID:15067679
Abstract

If the rotational motion of a single macromolecule is constrained during a molecular dynamics simulation with periodic boundary conditions it is possible to perform such simulations in a computational box with a minimal amount of solvent. In this article we describe a method to construct such a box, and test the approach on a number of macromolecules, randomly chosen from the protein databank. The essence of the method is that the molecule is first dilated with a layer of at least half the cut-off radius. For the enlarged molecule a near-densest lattice packing is calculated. From this packing the simulation box is derived. On average, the volume of the resulting box proves to be about 50% of the volume of standard boxes. In test simulations this yields on average a factor of about two in simulation speed.

摘要

如果在具有周期性边界条件的分子动力学模拟过程中,单个大分子的旋转运动受到限制,那么就有可能在含有最少量溶剂的计算盒中进行此类模拟。在本文中,我们描述了一种构建这种盒子的方法,并在从蛋白质数据库中随机选取的多个大分子上测试了该方法。该方法的核心是,首先用一层至少为截止半径一半的溶剂层来扩张分子。对于扩张后的分子,计算其近乎最密集的晶格堆积。由此堆积推导出模拟盒。平均而言,所得盒子的体积约为标准盒子体积的50%。在测试模拟中,这平均使模拟速度提高约两倍。

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