Noguchi Hiroshi
Institute for Solid State Physics, University of Tokyo, Kashiwa, Chiba 277-8581, Japan.
Soft Matter. 2025 Feb 5;21(6):1113-1121. doi: 10.1039/d4sm01277a.
Nonequilibrium membrane pattern formation is studied using meshless membrane simulation. We consider that molecules bind to either surface of a bilayer membrane and move to the opposite leaflet by flip-flop. When binding does not modify the membrane properties and the transfer rates among the three states are cyclically symmetric, the membrane exhibits spiral-wave and homogeneous-cycling modes at high and low binding rates, respectively, as in an off-lattice cyclic Potts model. When binding changes the membrane spontaneous curvature, these spatiotemporal dynamics are coupled with microphase separation. When two symmetric membrane surfaces are in thermal equilibrium, the membrane domains form 4.8.8 tiling patterns in addition to stripe and spot patterns. In nonequilibrium conditions, moving biphasic domains and time-irreversible fluctuating patterns appear. The domains move ballistically or diffusively depending on the conditions.
使用无网格膜模拟研究非平衡膜图案形成。我们认为分子结合到双层膜的任一表面,并通过翻转移动到相对的小叶。当结合不改变膜性质且三种状态之间的转移速率呈循环对称时,膜分别在高结合速率和低结合速率下表现出螺旋波和均匀循环模式,如同在非晶格循环Potts模型中一样。当结合改变膜的自发曲率时,这些时空动力学与微相分离耦合。当两个对称的膜表面处于热平衡时,除了条纹和斑点图案外,膜域还形成4.8.8平铺图案。在非平衡条件下,出现移动的双相域和时间不可逆的波动图案。域根据条件进行弹道式或扩散式移动。