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平衡状态下肌肉横桥行为。理论思考。

Equilibrium muscle cross-bridge behavior. Theoretical considerations.

作者信息

Schoenberg M

出版信息

Biophys J. 1985 Sep;48(3):467-75. doi: 10.1016/S0006-3495(85)83802-9.

Abstract

We have developed a model for the equilibrium attachment and detachment of myosin cross-bridges to actin that takes into account the possibility that a given cross-bridge can bind to one of a number of actin monomers, as seems likely, rather than to a site on only a single actin monomer, as is often assumed. The behavior of this multiple site model in response to constant velocity, as well as instantaneous stretches, was studied and the influence of system parameters on the force response explored. It was found that in the multiple site model the detachment rate constant has considerably greater influence on the mechanical response than the attachment rate constant. It is shown that one can obtain information about the detachment rate constants either by examining the relationship between the apparent stiffness and duration of stretch for constant velocity stretches or by examining the force-decay rate constants following an instantaneous stretch. The main effect of the attachment rate constant is to scale the mechanical response by influencing the number of attached cross-bridges. The significance of the modeling for the interpretation of experimental results is discussed.

摘要

我们已经开发了一个肌球蛋白横桥与肌动蛋白平衡附着和解离的模型,该模型考虑到给定横桥可能与多个肌动蛋白单体中的一个结合,这似乎是很有可能的,而不是像通常所假设的那样仅与单个肌动蛋白单体上的一个位点结合。研究了该多位点模型在恒定速度以及瞬时拉伸情况下的行为,并探讨了系统参数对力响应的影响。结果发现,在多位点模型中,解离速率常数对力学响应的影响比附着速率常数大得多。结果表明,可以通过检查恒定速度拉伸下表观刚度与拉伸持续时间之间的关系,或者通过检查瞬时拉伸后的力衰减速率常数,来获得关于解离速率常数的信息。附着速率常数的主要作用是通过影响附着横桥的数量来缩放力学响应。讨论了该模型对解释实验结果的意义。

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本文引用的文献

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