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磷脂膜的体积-能量关联涨落:一项模拟研究。

Correlated volume-energy fluctuations of phospholipid membranes: a simulation study.

机构信息

DNRF Centre Glass and Time, IMFUFA, Department of Sciences, Roskilde University, Postbox 260, DK-4000 Roskilde, Denmark.

出版信息

J Phys Chem B. 2010 Feb 18;114(6):2124-30. doi: 10.1021/jp9086865.

Abstract

This paper reports all-atom computer simulations of five phospholipid membranes (DMPC, DPPC, DMPG, DMPS, and DMPSH) with focus on the thermal equilibrium fluctuations of volume, energy, area, thickness, and chain order. At constant temperature and pressure, volume and energy exhibit strong correlations of their slow fluctuations (defined by averaging over 0.5 ns). These quantities, on the other hand, do not correlate significantly with area, thickness, or chain order. The correlations are mainly reported for the fluid phase, but we also give some results for the ordered (gel) phase of two membranes, showing a similar picture. The cause of the observed strong correlations is identified by splitting volume and energy into contributions from tails, heads, and water, and showing that the slow volume-energy fluctuations derive from van der Waals interactions of the tail region; they are thus analogous to the similar strong correlations recently observed in computer simulations of the Lennard-Jones and other simple van der Waals type liquids (U. R. Pedersen et al., Phys. Rev. Lett. 2008, 100, 015701). The strong correlations reported here confirm one crucial assumption of a recent theory for nerve signal propagation proposed by Heimburg and Jackson (T. Heimburg and A. D. Jackson, Proc. Natl. Acad. Sci. 2005, 102, 9790-9795).

摘要

本文报道了五种磷脂膜(DMPC、DPPC、DMPG、DMPS 和 DMPSH)的全原子计算机模拟,重点研究了体积、能量、面积、厚度和链序的热平衡涨落。在恒温和恒压下,体积和能量的慢涨落(通过在 0.5 ns 内平均化定义)表现出强烈的相关性。另一方面,这些量与面积、厚度或链序没有显著相关性。这些相关性主要报告在流体相,但我们也为两个膜的有序(凝胶)相给出了一些结果,显示出类似的情况。通过将体积和能量分解为尾部、头部和水的贡献,并表明慢体积-能量涨落源自尾部区域的范德华相互作用,从而确定了观察到的强相关性的原因;因此,它们类似于最近在 Lennard-Jones 和其他简单范德华型液体的计算机模拟中观察到的类似强相关性(U. R. Pedersen 等人,Phys. Rev. Lett. 2008, 100, 015701)。本文报道的强相关性证实了 Heimburg 和 Jackson 最近提出的神经信号传播理论的一个关键假设(T. Heimburg 和 A. D. Jackson,Proc. Natl. Acad. Sci. 2005, 102, 9790-9795)。

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