基于自发曲率模型对几种极限形状膜泡及典型相变和分裂过程的研究

通过在Surface Evolver软件中建立一些具有多重对称性的初始形状，经逐次细分并长时间演化后，得到了几种能量很低的极限形budding 形状，其参数与理论值一致. 通过逐步调整参数并跟踪其演化途径，发现了一个不连续的相变和一个连续的可逆相变以及两种稳定的新形状，并且获得的海星形的两种分裂路径已被实验所证实.

Some new limiting vesicles and typical phase transforms and abruptions processes studied using the spontaneous-curvature model

Through building several multi-symmetric initial shapes in Surface Evolver software, after refining them and doing a long time of evolvement step by step, we obtained some new budding vesicles with small energy whose coefficients are consistent with the theoretical values. Through changing the coefficient and scanning the direction of different shapes, we found a discontinuous phase transition and a reversible continuous phase transition and two new stable shapes. Furthermore, we obtained two kinds of starfish shaped abruption processes which have been supported by experiment.