Hill T L
Biophys J. 1981 Mar;33(3):353-71. doi: 10.1016/S0006-3495(81)84900-4.
In a previous paper, bioenergetic aspects of head-to-tail polymerization for a two-state actin ATPase cycle were discussed. In section 2, here, the steady-state polymer length distribution for this case is derived. The distribution has the same mathematical form as at equilibrium, but the parameters are different. In section 3, both bioenergetic topics and the polymer length distribution are considered for the more general and realistic case of a three-state actin ATPase cycle. Again, the mathematical form of the steady-state distribution is the same as at equilibrium, but the parameters are more complicated. In section 4, the question is examined of how much the mean and variance of a polymer length distribution, obtained from a finite experimental sample of polymer (aggregate) molecules, would be expected to deviate from the true mean and variance (from an infinite sample). Also considered briefly in section 4 is the effect of hard polymer-polymer interactions on the equilibrium polymer length distribution, at finite polymer concentrations.
在之前的一篇论文中,讨论了两态肌动蛋白ATP酶循环中头对尾聚合的生物能量学方面。在这里的第2节中,推导了这种情况下的稳态聚合物长度分布。该分布具有与平衡时相同的数学形式,但参数不同。在第3节中,针对三态肌动蛋白ATP酶循环这种更一般且更实际的情况,同时考虑了生物能量学主题和聚合物长度分布。同样,稳态分布的数学形式与平衡时相同,但参数更为复杂。在第4节中,研究了从聚合物(聚集体)分子的有限实验样本获得的聚合物长度分布的均值和方差,预期会偏离真实均值和方差(来自无限样本)的程度。第4节还简要考虑了在有限聚合物浓度下,硬聚合物 - 聚合物相互作用对平衡聚合物长度分布的影响。