Borejdo J
Biophys J. 1980 Jan;29(1):49-63. doi: 10.1016/S0006-3495(80)85117-4.
A self-consistent cycling steady-state model of contracting muscle is postulated to relate the autocorrelation functions of force fluctuations to the kinetic constants governing the operation of the cross-bridges. The fluctuations in the concentration of various intermediates in the model are due to the probabilistic nature of the transitions between states. It is shown that the decay rate of the autocorrelation of fluctuations in force is dependent on, and only on, the two rate constants governing transitions between attached states, and hence that the experimental autocorrelation functions can be used to estimate these rate constants. The model relates the time behavior of fluctuations in the concentration of any pair of enzymatic intermediates through the cross-correlation functions of fluctuations, and thus suggests a way to establish experimentally whether coupling exists between enzymatic and mechanical events during muscle contraction.
提出了一个收缩肌肉的自洽循环稳态模型,以将力波动的自相关函数与控制横桥运作的动力学常数联系起来。模型中各种中间体浓度的波动是由于状态之间转变的概率性质所致。结果表明,力波动自相关的衰减率仅取决于控制附着状态之间转变的两个速率常数,因此实验自相关函数可用于估计这些速率常数。该模型通过波动的互相关函数关联任意一对酶中间体浓度波动的时间行为,从而提出了一种通过实验确定肌肉收缩过程中酶促事件和机械事件之间是否存在耦合的方法。