Pate E, White H, Cooke R
Department of Pure and Applied Mathematics, Washington State University, Pullman 99164.
Proc Natl Acad Sci U S A. 1993 Mar 15;90(6):2451-5. doi: 10.1073/pnas.90.6.2451.
During muscle contraction, work is generated when a myosin cross-bridge attaches to an actin filament and exerts a force on it through some power-stroke distance, h. At the end of this power stroke, attached myosin heads are carried into regions where they exert a negative force on the actin filament (the drag stroke) and where they are released rapidly from actin by ATP binding. Although the length of the power stroke remains controversial, average distance traversed in the drag-stroke region can be determined when one knows both rate of cross-bridge dissociation and filament-sliding velocity. At maximum contraction velocity, the average force exerted in the drag stroke must balance that exerted in the power stroke. We discuss here a simple model of cross-bridge interaction that allows one to calculate the force exerted in the drag stroke and to relate this to the power-stroke distance h traversed by cross-bridges in the positive-force region. Both the rate at which myosin can be dissociated from actin and the velocity at which an actin filament can be translated have been measured for a series of myosin isozymes and for different substrates, producing a wide range of values for each. Nonetheless, we show here that the rate of myosin dissociation from actin correlates well with the velocity of filament sliding, providing support for the simple model presented and suggesting that the power stroke is approximately 10 nm in length.
在肌肉收缩过程中,当肌球蛋白横桥附着于肌动蛋白丝并在一定的作功冲程距离h上对其施加力时,就会产生功。在这个作功冲程结束时,附着的肌球蛋白头部进入对肌动蛋白丝施加负力的区域(拖曳冲程),并通过ATP结合迅速从肌动蛋白上释放。尽管作功冲程的长度仍存在争议,但当知道横桥解离速率和细丝滑动速度时,就可以确定在拖曳冲程区域内平均走过的距离。在最大收缩速度下,拖曳冲程中施加的平均力必须与作功冲程中施加的力平衡。我们在此讨论一个横桥相互作用的简单模型,该模型允许计算拖曳冲程中施加的力,并将其与横桥在正向力区域走过的作功冲程距离h联系起来。对于一系列肌球蛋白同工酶和不同底物,已经测量了肌球蛋白从肌动蛋白上解离的速率以及肌动蛋白丝平移的速度,每种情况都产生了广泛的值。尽管如此,我们在此表明,肌球蛋白从肌动蛋白上解离的速率与细丝滑动速度密切相关,为所提出的简单模型提供了支持,并表明作功冲程的长度约为10纳米。