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肌球蛋白-肌动蛋白-ATP系统中的反应自由能表面

Reaction free energy surfaces in myosin-actin-ATP systems.

作者信息

Hill T L, Eisenberg E

出版信息

Biochemistry. 1976 Apr 20;15(8):1629-35. doi: 10.1021/bi00653a006.

Abstract

If we select for consideration any reaction M1 in equilibrium M2 in the myosin-ATPase cycle, the question arises as to the relations between the rate constants for (1) M1 equilibrium M2, (2) AM1 in equilibrium AM2 (A = actin), (3) A + M1 in equilibrium AM1, and (4) A + M2 equilibrium AM2, with actin and myosin either (a) in solution or (b) in the myofilament structure. It is shown here, by means of examples, that a single so-called potential of mean force, W, and structural free energy, Am, suffice to determine the reaction free energy surfaces for all of these transitions (W for the solution case, W + Am for the structured case). In fact, Am is the same for all reactions in the myosin-ATPase cycle. Of course, though indispensable as the starting point and adequate for qualitative understanding, the reaction free energy surface does not provide (without additional theory) the actual values of the rate constants or of the corresponding basic free energy changes in the myosin states involved. These rate constants and free energies are discussed, in a preliminary way, in two other papers.

摘要

如果我们选择肌球蛋白 - ATP酶循环中处于平衡态M2的任何反应M1来进行研究,就会出现以下问题:(1)M1与M2平衡时、(2)A与M1结合形成AM1处于平衡态时(A = 肌动蛋白)、(3)A + M1与AM1平衡时以及(4)A + M2与AM2平衡时,在肌动蛋白和肌球蛋白处于(a)溶液中或(b)肌丝结构中的情况下,这些反应的速率常数之间有何关系。本文通过示例表明,一个单一的所谓平均力势W和结构自由能Δm足以确定所有这些转变的反应自由能面(溶液情况下为W,结构化情况下为W + Δm)。实际上,对于肌球蛋白 - ATP酶循环中的所有反应,Δm都是相同的。当然,尽管反应自由能面作为起点不可或缺且足以进行定性理解,但它(在没有额外理论的情况下)并不能提供所涉及的肌球蛋白状态下速率常数的实际值或相应基本自由能变化的实际值。在另外两篇论文中对这些速率常数和自由能进行了初步讨论。

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