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Q循环机制的热力学和动力学考量以及氧化剂诱导的细胞色素b还原

Thermodynamic and kinetic considerations of Q-cycle mechanisms and the oxidant-induced reduction of cytochromes b.

作者信息

Hendler R W, Bunow B, Rieske J S

出版信息

J Bioenerg Biomembr. 1985 Feb;17(1):51-64. doi: 10.1007/BF00744988.

Abstract

In coenzyme Q-cycles, it is proposed that one electron from the quinol reduces the Rieske iron sulfur center (Em approximately 280 mV) and the remaining electron on the semiquinone reduces cytochrome br (Em approximately -60 mV). The Em for the two-electron oxidation of the quinol is approximately 60 mV and therefore the reduction of cytochrome bT by quinol is not favorable. As the stability constant for the dismutation of the semiquinone decreases, the calculated Em for the Q/QH. couple is lowered to values below the Em of cytochrome bT. Contemporary coenzyme Q-cycles are based on the belief that the lower value for the Em of the Q/QH. couple compared to the Em for cytochrome bT means that the semiquinone is a spontaneous reducing agent for the b-cytochrome. The analysis in the paper shows that this is not necessarily so and that neither binding sites nor ionization of the semiquinone per se alters this situation. For a Q-cycle mechanism to function, ad hoc provisions must be made to drive the otherwise unfavorable reduction of cytochrome bT by the semiquinone or for the simultaneous transfer of both electrons to cytochrome bT and cytochrome c1 (or the iron sulfur protein). Q-cycle mechanisms with these additional provisions can explain the observation thus far accumulated. A linear path which is functionally altered by conformational changes may also explain the data.

摘要

在辅酶Q循环中,有人提出,来自喹啉醇的一个电子还原 Rieske 铁硫中心(标准电极电位约为280 mV),而半醌上剩余的电子还原细胞色素br(标准电极电位约为 -60 mV)。喹啉醇双电子氧化的标准电极电位约为60 mV,因此喹啉醇还原细胞色素bT是不利的。随着半醌歧化的稳定常数降低,计算得到的Q/QH₂电对的标准电极电位降至低于细胞色素bT的标准电极电位的值。当代的辅酶Q循环基于这样一种观点,即Q/QH₂电对的标准电极电位值低于细胞色素bT的标准电极电位,这意味着半醌是b型细胞色素的自发还原剂。本文的分析表明并非一定如此,而且半醌本身的结合位点或电离都不会改变这种情况。对于一个Q循环机制要发挥作用,必须做出特殊规定,以驱动半醌对细胞色素bT进行原本不利的还原,或者使两个电子同时转移到细胞色素bT和细胞色素c1(或铁硫蛋白)。具有这些额外规定的Q循环机制可以解释迄今为止积累的观察结果。一条通过构象变化在功能上发生改变的线性途径也可以解释这些数据。

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