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Monte Carlo Simulation Algorithm for B-DNA

delete2016-09-27
delete9
PRE
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S
Steven C. Howell
X
Xiangyun Qiu
J
Joseph E. Curtis *
DOI:10.1002/jcc.24474delete
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摘要

摘要

En 中文
Understanding the structure-function relationship of biomolecules containing DNA has motivated experiments aimed at determining molecular structure using methods such as small-angle X-ray and neutron scattering (SAXS and SANS). SAXS and SANS are useful for determining macromolecular shape in solution, a process which benefits by using atomistic models that reproduce the scattering data. The variety of algorithms available for creating and modifying model DNA structures lack the ability to rapidly modify all-atom models to generate structure ensembles. This article describes a Monte Carlo algorithm for simulating DNA, not with the goal of predicting an equilibrium structure, but rather to generate an ensemble of plausible structures which can be filtered using experimental results to identify a sub-ensemble of conformations that reproduce the solution scattering of DNA macromolecules. The algorithm generates an ensemble of atomic structures through an iterative cycle in which B-DNA is represented using a wormlike bead-rod model, new configurations are generated by sampling bend and twist moves, then atomic detail is recovered by back mapping from the final coarse-grained configuration. Using this algorithm on commodity computing hardware, one can rapidly generate an ensemble of atomic level models, each model representing a physically realistic configuration that could be further studied using molecular dynamics. (C) 2016 Wiley Periodicals, Inc.
Keyword:
structural biology
deoxyribonucleic acid
molecular mechanics
Monte Carlo
computer modeling
small-angle scattering
neutron scattering
X-ray scattering
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期刊

Journal of Computational Chemistry 封面图
Journal of Computational Chemistry
IF:
4.8
论文数:
7.1K
被引数:
6.1W

机构

G
George Washington University
学者数:
1.6W
论文数: 1.4W
被引数: 1.7W
N
national institute of standards & technology (nist) - usa
学者数:
9.7K
论文数: 9.0K
被引数: 4
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