Duke T A
Cavendish Laboratory, Madingley Road, Cambridge CB3 0HE, United Kingdom.
Proc Natl Acad Sci U S A. 1999 Mar 16;96(6):2770-5. doi: 10.1073/pnas.96.6.2770.
A quantitative stochastic model of the mechanochemical cycle of myosin, the protein that drives muscle contraction, is proposed. It is based on three premises: (i) the myosin head incorporates a lever arm, whose equilibrium position adjusts as each of the products of ATP hydrolysis dissociates from the nucleotide pocket; (ii) the chemical reaction rates are modified according to the work done in moving the arm; and (iii) the compliance of myosin's elastic element is designed to permit many molecules to work together efficiently. The model has a minimal number of parameters and provides an explanation, at the molecular level, of many of the mechanical and thermodynamic properties of steadily shortening muscle. In particular, the inflexion in the force-velocity curve at a force approaching the isometric load is reproduced. Moreover, the model indicates that when large numbers of myosin molecules act collectively, their chemical cycles can be synchronized, and that this leads to stepwise motion of the thin filament. The oscillatory transient response of muscle to abrupt changes of load is interpreted in this light.
提出了一种驱动肌肉收缩的蛋白质肌球蛋白机械化学循环的定量随机模型。它基于三个前提:(i)肌球蛋白头部包含一个杠杆臂,随着ATP水解的每种产物从核苷酸口袋解离,其平衡位置会发生调整;(ii)化学反应速率根据移动臂时所做的功进行修正;(iii)肌球蛋白弹性元件的顺应性设计为允许许多分子高效协同工作。该模型具有最少数量的参数,并在分子水平上解释了稳定缩短肌肉的许多机械和热力学性质。特别是,再现了力 - 速度曲线在接近等长负荷的力处的拐点。此外,该模型表明,当大量肌球蛋白分子集体作用时,它们的化学循环可以同步,这导致细肌丝的逐步运动。据此对肌肉对负荷突然变化的振荡瞬态响应进行了解释。