Saxton M J
Department of Agronomy and Range Science, University of California, Davis 95616.
Biophys J. 1989 Jan;55(1):21-8. doi: 10.1016/S0006-3495(89)82776-6.
The spectrin network on the cytoplasmic surface of an erythrocyte can be modeled as a triangular lattice of spectrin tetramers (Tsuji, A., and S. Ohnishi, 1986. Biochemistry. 25:6133-6139). The tetramers act as barriers to protein diffusion, while dissociated dimer pairs, single dimers, and missing tetramers do not. Diffusion in the presence of these barriers is shown to be equivalent to bond percolation on the honeycomb lattice. Monte Carlo calculations for this system then yield the relative diffusion constant of a mobile integral protein as a function of the fraction of spectrin tetramers. At high concentrations of spectrin tetramer, long-range diffusion is blocked, but short-range diffusion is still possible. Monte Carlo calculations yield the average distance over which short-range diffusion can occur, as a function of the fraction of spectrin tetramers. Applications to erythrocyte development and hereditary hemolytic anemia are discussed.
红细胞细胞质表面的血影蛋白网络可被模拟为血影蛋白四聚体的三角晶格(Tsuji,A.和S. Ohnishi,1986年。《生物化学》。25:6133 - 6139)。四聚体对蛋白质扩散起屏障作用,而解离的二聚体对、单个二聚体和缺失的四聚体则不然。在这些屏障存在的情况下,扩散等同于蜂窝晶格上的键渗流。然后,针对该系统的蒙特卡罗计算得出了可移动整合蛋白的相对扩散常数与血影蛋白四聚体分数的函数关系。在高浓度血影蛋白四聚体时,长程扩散受阻,但短程扩散仍有可能。蒙特卡罗计算得出了短程扩散可能发生的平均距离与血影蛋白四聚体分数的函数关系。文中讨论了其在红细胞发育和遗传性溶血性贫血中的应用。