Selivanov V A, Tiul'basheva G E, Gol'dshteĭn B N
Mol Biol (Mosk). 1995 May-Jun;29(3):662-70.
A model of myosin complex with two active sites is considered. Each of the sites is supposed to pass through four states during a cycle of ATP hydrolysis. The model describes the distribution of the complex between states and the ATP hydrolysis rate as dependent on ATP concentration and reaction constants. Some of the constants were determined experimentally [6], but these values reproduce experimental curves [5] only with the assumption of cooperativity. If the first site is bind to actin, the rate of binding for the second one is shown to increase tenfold. If one of the sites is bind to actin by a "pulling" bridge, and the second site is in "rigor" state, then the ATP binding for the second site is about ten times faster. The transition into the rigor state proceeds much faster if both sites form pulling bridges. The rate of binding to actin is the same for one and for two sites.
考虑一种具有两个活性位点的肌球蛋白复合物模型。每个位点在ATP水解循环中都应经历四个状态。该模型描述了复合物在各状态间的分布以及ATP水解速率与ATP浓度和反应常数的关系。部分常数已通过实验测定[6],但这些值仅在协同性假设下才能重现实验曲线[5]。如果第一个位点与肌动蛋白结合,第二个位点的结合速率会增加十倍。如果其中一个位点通过“牵拉”桥与肌动蛋白结合,而第二个位点处于“僵直”状态,那么第二个位点的ATP结合速度会快约十倍。如果两个位点都形成牵拉桥,向僵直状态的转变会快得多。一个位点和两个位点与肌动蛋白的结合速率相同。