Sunil Kumar P B, Gompper G, Lipowsky R
MPI für Kolloid- und Grenzflächenforschung, 14424 Potsdam, Germany.
Phys Rev Lett. 2001 Apr 23;86(17):3911-4. doi: 10.1103/PhysRevLett.86.3911.
The budding of multicomponent membranes is studied by computer simulations and scaling arguments. The simulation algorithm combines dynamic triangulation with Kawasaki exchange dynamics. The budding process exhibits three distinct time regimes: (i) formation and growth of intramembrane domains; (ii) formation of many buds; and (iii) coalescence of small buds into larger ones. The coalescence regime (iii) is characterized by scaling laws which describe the long-time behavior. Thus, the number of buds, N(bud), decays as N(bud) approximately 1/t(theta) for large time t with theta = 1/2 and theta = 2/3 in the absence and the presence of hydrodynamic interactions, respectively.
通过计算机模拟和标度论证研究了多组分膜的出芽过程。模拟算法将动态三角剖分与川崎交换动力学相结合。出芽过程呈现出三个不同的时间阶段:(i) 膜内区域的形成和生长;(ii) 许多芽的形成;以及(iii) 小芽合并成大芽。合并阶段(iii) 的特征是描述长时间行为的标度律。因此,对于长时间t,在不存在和存在流体动力学相互作用的情况下,芽的数量N(bud)分别以N(bud)约为1/t(θ)的形式衰减,其中θ = 1/2和θ = 2/3。