首页> 美国卫生研究院文献>Biophysical Journal >Equilibrium muscle cross-bridge behavior. Theoretical considerations. II. Model describing the behavior of strongly-binding cross-bridges when both heads of myosin bind to the actin filament.
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Equilibrium muscle cross-bridge behavior. Theoretical considerations. II. Model describing the behavior of strongly-binding cross-bridges when both heads of myosin bind to the actin filament.

机译:平衡肌的跨桥行为。理论上的考虑。二。描述当肌球蛋白的两个头部都与肌动蛋白丝结合时强结合跨桥行为的模型。

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摘要

A model has been developed for characterizing the interaction between strongly-binding myosin cross-bridges and actin in muscle fibers under equilibrium conditions where both heads of the myosin cross-bridge bind to actin. The model, that of Anderson and Schoenberg (1987. Biophys. J. 52:1077-1082) is quite similar to that of Schoenberg (1985. Biophys. J. 48:467-475), except that explicit account is taken of the fact that each crossbridge has two heads which can bind to actin. The key assumption that allows this model to explain a large body of data unexplained by the Schoenberg (1985) model is that the two crossbridge heads are not totally independent of one another after attachment. After the first head attaches, the second head is then free to attach only to an actin site distal to the first head. This means that when the more distally attached head subsequently detaches and reattaches (as the heads continually do), it will not reattach in a position of lesser strain and reduce the force it supports, but instead will remain attached in its strained position until the proximally attached head also detaches. This model gives an explanation for two important and otherwise unexplained observations made previously: it explains why at ionic strengths in the range of 50-120 mM, (a) the rate constant of force decay after a small stretch is a sigmoidal function of nucleotide analogue concentration, and (b) why in the presence of analogues or in rigor the rate constant of force decay after a small stretch is significantly slower than the rate constant for myosin subfragment-1 detachment from actin in solution.
机译:已经开发了一种模型,用于表征在肌球蛋白横桥的两个头部都与肌动蛋白结合的平衡条件下肌肉纤维中强结合的肌球蛋白横桥与肌动蛋白之间的相互作用。该模型与Anderson和Schoenberg(1987. Biophys。J. 52:1077-1082)的模型非常相似,与Schoenberg(1985. Biophys。J. 48:467-475)的模型非常相似,只是明确考虑了每个跨桥都有两个可以与肌动蛋白结合的头部的事实。允许该模型解释Schoenberg(1985)模型无法解释的大量数据的关键假设是,两个横桥头在附着后并不完全彼此独立。在第一头附着后,第二头然后自由地仅附着到第一头远端的肌动蛋白部位。这意味着,当较远侧附着的头部随后分离并重新附着时(随着头部不断进行),它将不会在较小的应变位置重新附着并减小其支撑的力,而是会一直附着在其应变位置,直到近端连接的头也脱落。该模型解释了以前所做的两个重要且无法解释的观察结果:它解释了为什么在离子强度为50-120 mM时,(a)小拉伸后力衰减的速率常数是核苷酸类似物的S形函数(b)为什么在类似物的存在下或在严格的条件下,严格拉伸后力衰减的速率常数明显慢于肌球蛋白亚片段1从溶液中肌动蛋白脱离的速率常数。

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