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首页> 外文期刊>International Journal for Numerical Methods in Fluids >A meso-scale analysis of lipid bilayers with the dissipative particle dynamics method: Thermally fluctuating interfaces
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A meso-scale analysis of lipid bilayers with the dissipative particle dynamics method: Thermally fluctuating interfaces

机译:用耗散粒子动力学方法对脂质双层进行中尺度分析:热波动界面

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摘要

We present a meso-scale simulation of lipid bilayers with the dissipative particle dynamics (DPD) method. The spectrums of the thermal undulation are analysed and the bending rigidity of the lipid bilayers is calculated. In order to define the position of the membrane, we apply a definition of the interface which has been newly proposed by Kikugawa et al. (Comput. Fluids 2007; 36:69-76). We show the applicability of this method to the lipid bilayer system. By means of this definition, the roughness of the extracted interface can be varied and this effect is investigated. The spectral intensity is shown as a function of the undulatory wave-number q. The spectral intensity in large-q regions is affected by the roughness of the interface. However, we find that the spectral intensity in small-q regions, where the bending rigidity can be calculated, is hardly affected. Moreover, the undulation spectrums show q{sup}(-4) behaviour in small-q regions, which agrees with the theoretical prediction. The effects of the size of the computational cell are also investigated. All spectrums obtained in the differently sized cells agree well, although the observable range of the wave-number depends on the cell size. The bending rigidity calculated by spectral intensity from the largest cell is in good agreement with experiments and molecular dynamics simulations in the literature.
机译:我们提出了耗散粒子动力学(DPD)方法的脂质双层的中观模拟。分析了热起伏的光谱,并计算了脂质双层的抗弯刚度。为了定义膜的位置,我们应用了Kikugawa等人新提出的界面定义。 (计算流体2007; 36:69-76)。我们展示了该方法对脂质双层系统的适用性。通过此定义,可以改变提取界面的粗糙度,并研究这种效果。频谱强度显示为波动波数q的函数。大q区域中的光谱强度受界面粗糙度的影响。但是,我们发现在可以计算弯曲刚度的小q区域的光谱强度几乎没有受到影响。此外,起伏频谱在小q区域显示q {sup}(-4)行为,这与理论预测相符。还研究了计算单元大小的影响。尽管波数的可观察范围取决于细胞大小,但在不同大小的细胞中获得的所有光谱都很好地吻合。由最大单元的光谱强度计算得出的抗弯刚度与文献中的实验和分子动力学模拟非常吻合。

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