论文标题

全原子分子动力学模拟了全尺度囊泡的高度弯曲膜的动力学

The Dynamics of a Highly Curved Membrane Revealed by All-atom Molecular Dynamics Simulation of a Full-scale Vesicle

论文作者

Kang, Christopher, Fujioka, Kazuumi, Sun, Rui

论文摘要

尽管在揭示脂质双层的性质中,全部原子分子动力学模拟取得了巨大的成功,但膜的曲率和动力学之间的相互作用仍然难以捉摸。这在很大程度上是由于模拟高度弯曲的膜所涉及的计算挑战,这是在小囊泡中发现的。在目前的工作中,由于Anton2的计算能力,我们介绍了第一个全原子分子动力学模拟,对有意义的时间尺度(超过10微秒)的全尺度,现实组成的(异质和不对称)囊泡(超过10个微秒),揭示了各种Lipid Moleciuse coildiss coildid和coilds coeficection coildies coilds coilds coefice coilds coilds coilds coilds coilds coilds coilds coilds coilds coilds的囊泡(超过对称性和不对称性)囊泡(均具有异质性和不对称)囊泡。在高度弯曲的环境中存在缺陷。最有趣的是,当Flat在高度弯曲时表现出非常强的相共存起诉时,同一脂质组合物的双层没有相共存。在曲率引起的不同阶段中发现的脂质分子通过其独特的组成,每个脂质,停车缺陷以及扩散系数仔细验证。全原子分子动力学模拟的结果与以前的实验和理论模型一致,并增强了对纳米级动力学和高度弯曲细胞器的纳米级动力学和膜组织的理解。

In spite of the great success that all-atom molecular dynamics simulations have seen in revealing the nature of the lipid bilayer, the interplay between a membrane's curvature and dynamics remains elusive. This is largely due to the computational challenges involved in simulating a highly curved membrane, as the one found in a small vesicle. In the present work, thanks to the computing power of Anton2, we present the first all-atom molecular dynamics simulation of a full-scale, realistically composed (both heterogeneous and asymmetric) vesicle of a meaningful time scale (over 10 microseconds), which reveals unique biophysical properties of various lipid molecules (diffusion coefficients, surface areas per lipid, order parameters) and packing defects in a highly curved environment. Most interestingly, a bilayer of the same lipid composition demonstrating no phase coexistence when flat shows very strong indictors of phase coexistence when highly curved. Lipid molecules found in the curvature-induced different phases are carefully verified by their distinct composition, area per lipid, parking defects, as well as diffusion coefficient. The result of the all-atom molecular dynamics simulations is consistent with previous experimental and theoretical models and enhance the understanding of nanoscale dynamics and membrane organization of small, highly curved organelles.

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