Huang J, Swanson J E, Dibble A R, Hinderliter A K, Feigenson G W
Section of Biochemistry, Molecular and Cell Biology, Cornell University, Ithaca, New York 14853.
Biophys J. 1993 Feb;64(2):413-25. doi: 10.1016/S0006-3495(93)81382-1.
The mixing of phosphatidylserine (PS) and phosphatidylcholine (PC) in fluid bilayer model membranes was studied by measuring binding of aqueous Ca2+ ions. The measured [Ca2+]aq was used to derive the activity coefficient for PS, gamma PS, in the lipid mixture. For (16:0, 18:1) PS in binary mixtures with either (16:0, 18:1)PC, (14:1, 14:1)PC, or (18:1, 18:1)PC, gamma PS > 1; i.e., mixing is nonideal, with PS and PC clustered rather than randomly distributed, despite the electrostatic repulsion between PS headgroups. To understand better this mixing behavior, Monte Carlo simulations of the PS/PC distributions were performed, using Kawasaki relaxation. The excess energy was divided into an electrostatic term Uel and one adjustable term including all other nonideal energy contributions, delta Em. Uel was calculated using a discrete charge theory. Kirkwood's coupling parameter method was used to calculate the excess free energy of mixing, delta GEmix, hence In gamma PS,calc. The values of In gamma PS,calc were equalized by adjusting delta Em in order to find the simulated PS/PC distribution that corresponded to the experimental results. We were thus able to compare the smeared charge calculation of [Ca2+]surf with a calculation ("masked evaluation method") that recognized clustering of the negatively charged PS: clustering was found to have a modest effect on [Ca2+]surf, relative to the smeared charge model. Even though both PS and PC tend to cluster, the long-range nature of the electrostatic repulsion reduces the extent of PS clustering at low PS mole fraction compared to PC clustering at an equivalent low PC mole fraction.
通过测量水相Ca2+离子的结合情况,研究了磷脂酰丝氨酸(PS)和磷脂酰胆碱(PC)在流体双层模型膜中的混合。所测得的水相[Ca2+]用于推导脂质混合物中PS的活度系数γPS。对于与(16:0, 18:1)PC、(14:1, 14:1)PC或(18:1, 18:1)PC形成的二元混合物中的(16:0, 18:1)PS,γPS > 1;即混合是非理想的,尽管PS头部基团之间存在静电排斥作用,但PS和PC仍聚集而非随机分布。为了更好地理解这种混合行为,使用川崎弛豫对PS/PC分布进行了蒙特卡罗模拟。过剩能量被分为静电项Uel和一个包含所有其他非理想能量贡献的可调项ΔEm。Uel使用离散电荷理论计算。使用柯克伍德耦合参数方法计算混合过剩自由能ΔGEmix,进而得到lnγPS,calc。通过调整ΔEm使lnγPS,calc的值相等,以找到与实验结果相对应的模拟PS/PC分布。因此,我们能够将表面[Ca2+]的涂抹电荷计算与一种识别带负电PS聚集的计算方法(“屏蔽评估法”)进行比较:相对于涂抹电荷模型,发现聚集对表面[Ca2+]有适度影响。尽管PS和PC都倾向于聚集,但与在等效低PC摩尔分数下PC的聚集相比,静电排斥的长程性质在低PS摩尔分数下降低了PS的聚集程度。