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南方菜豆花叶病毒二十面体外壳的力学性质:一项分子动力学研究

Mechanical properties of the icosahedral shell of southern bean mosaic virus: a molecular dynamics study.

作者信息

Zink Mareike, Grubmüller Helmut

机构信息

Department of Theoretical and Computational Biophysics, Max-Planck-Institute for Biophysical Chemistry, Göttingen, Germany.

出版信息

Biophys J. 2009 Feb 18;96(4):1350-63. doi: 10.1016/j.bpj.2008.11.028.

Abstract

The mechanical properties of viral shells are crucial for viral assembly and infection. To study their distribution and heterogeneity on the viral surface, we performed atomistic force-probe molecular dynamics simulations of the complete shell of southern bean mosaic virus, a prototypical T = 3 virus, in explicit solvent. The simulation system comprised more than 4,500,000 atoms. To facilitate direct comparison with atomic-force microscopy (AFM) measurements, a Lennard-Jones sphere was used as a model of the AFM tip, and was pushed with different velocities toward the capsid protein at 19 different positions on the viral surface. A detailed picture of the spatial distribution of elastic constants and yielding forces was obtained that can explain corresponding heterogeneities observed in previous AFM experiments. Our simulations reveal three different deformation regimes: a prelinear regime of outer surface atom rearrangements, a linear regime of elastic capsid deformation, and a rearrangement regime that describes irreversible structural changes and the transition from elastic to plastic deformation. For both yielding forces and elastic constants, a logarithmic velocity dependency is evident over nearly two decades, the explanation for which requires including nonequilibrium effects within the established theory of enforced barrier crossing.

摘要

病毒外壳的力学性质对于病毒组装和感染至关重要。为了研究其在病毒表面的分布和异质性,我们在显式溶剂中对典型的T = 3病毒——南方菜豆花叶病毒的完整外壳进行了原子力探针分子动力学模拟。模拟系统包含超过450万个原子。为便于与原子力显微镜(AFM)测量结果直接比较,将一个 Lennard-Jones 球体用作AFM 探针模型,并以不同速度朝着病毒表面19个不同位置的衣壳蛋白推进。由此获得了弹性常数和屈服力空间分布的详细图像,该图像能够解释先前AFM实验中观察到的相应异质性。我们的模拟揭示了三种不同的变形状态:外表面原子重排的预线性状态、衣壳弹性变形的线性状态以及描述不可逆结构变化和从弹性变形到塑性变形转变的重排状态。对于屈服力和弹性常数而言,在近两个数量级范围内明显存在对数速度依赖性,对此进行解释需要在既定的强制势垒穿越理论中纳入非平衡效应。

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