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血红蛋白产生亚硝酸盐还原酶活性的一氧化氮模型作为氧饱和度的函数。

A model for the nitric oxide producing nitrite reductase activity of hemoglobin as a function of oxygen saturation.

机构信息

School of Biological Sciences, University of Essex, Wivenhoe Park, Colchester CO4 3SQ, UK.

出版信息

Nitric Oxide. 2013 Sep 1;33:74-80. doi: 10.1016/j.niox.2013.06.008. Epub 2013 Jul 2.

Abstract

The production of nitric oxide by the nitrite reductase activity of hemoglobin has been proposed to play a major role in hypoxic vasodilation. The bimolecular reaction rate constant for nitric oxide formation is a complex function of hemoglobin oxygenation stemming from the intrinsic allosteric character of hemoglobin, resulting in an unsymmetrical inverted U shape profile of activity versus oxygen saturation. We present an analysis of the hemoglobin nitrite reductase activity based on the Monod Wyman Changeux (MWC) allosteric model and derive a set of equations that enabled us to express the rate constant of bimolecular reaction of nitrite with hemoglobin as a function of hemoglobin saturation and use this expression to explore the factors controlling the shape of the nitrite reductase activity versus hemoglobin saturation curve. From the value of the maximum reductase activity, we derive equations to calculate microscopic nitrite reductase reaction rate constants for the R and T quaternary states. We have also developed two methods to parameterize the MWC model based on the Hill equation, with its parameters, h and P50, and the knowledge that these two descriptions of the binding curve coincide in the region of the curve where h is defined. This has allowed the calculation of the hemoglobin nitrite reductase activity rate profiles for the human hemoglobin and for bovine hemoglobin. The properties of these rate profiles are discussed.

摘要

血红蛋白的亚硝酸盐还原酶活性产生的一氧化氮被认为在缺氧性血管舒张中起主要作用。一氧化氮形成的双分子反应速率常数是血红蛋白氧合的复杂函数,源自血红蛋白的内在变构性质,导致活性与氧饱和度的关系呈现不对称倒置 U 形曲线。我们根据 Monod Wyman Changeux(MWC)变构模型对血红蛋白的亚硝酸盐还原酶活性进行了分析,并推导出了一组方程,使我们能够将亚硝酸盐与血红蛋白的双分子反应速率常数表示为血红蛋白饱和度的函数,并使用该表达式来探讨控制亚硝酸盐还原酶活性与血红蛋白饱和度曲线形状的因素。从最大还原酶活性的值,我们推导出了用于 R 和 T 四级状态的微观看似亚硝酸盐还原酶反应速率常数的方程。我们还开发了两种基于 Hill 方程的 MWC 模型参数化方法,其参数为 h 和 P50,并且这两种结合曲线的描述在 h 定义的曲线区域中是一致的。这允许计算人血红蛋白和牛血红蛋白的血红蛋白亚硝酸盐还原酶活性速率曲线。讨论了这些速率曲线的性质。

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