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Role of Diffusion in the Kinetics of Reversible Enzyme-catalyzed Reactions

机译:扩散在可逆酶催化反应动力学中的作用

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The accurate expression for the steady-state velocity of an irreversible enzyme-catalyzed reaction obtained by Shin and co-workers (J. Chem. Phys. 2001, 115, 1455) is generalized to allow for the rebinding of the product. The amplitude of the power-law (t–1/2) relaxation of the free- and bound-enzyme concentrations to steady-state values is expressed in terms of the steady-state velocity and the intrinsic (chemical) rate constants. This result is conjectured to be exact, even though our expression for the steady-state velocity in terms of microscopic parameters is only approximate.
机译:由Shin和同事获得的不可逆酶催化反应的稳态速度的精确表达被普遍化(J. Chem。Phys。2001,115,1455),以允许产物的重新结合。游离酶和结合酶浓度到稳态值的幂律(t–1 / 2)弛豫的幅度表示为稳态速度和固有(化学)速率常数。即使我们用微观参数表示的稳态速度表达式只是近似值,也可以推测出该结果是准确的。

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