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Effect of quantum modes in biological electron transfer reactions: A useful approximation for the harmonic model with frequency change and Duchinsky rotation

机译:量子模态在生物电子转移反应中的作用:有用的近似方法,用于具有频率变化和Duchinsky旋转的谐波模型

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Although general theory of quantum effects in nonadiabatic electron transfer (ET) reactions based on spin-boson Hamiltonian is well known, its application to problems of biological interest is hampered by the amount of computational work needed to map the details of the real system onto the parameters of the model. In this paper we propose a new formulation of theory of quantum effects which remedies many defects of the usual approach. In the harmonic approximation an exact expression for the rate of electron transfer has long been known that includes effects of frequency change and Duchinsky rotation (mixing) of vibrational modes of donor and acceptor complexes. This expression, however, is not suitable for practical applications due to its complexity. We have developed an exceptionally accurate approximation that is capable of capturing all details of real redox systems typical for biological problems, yet simple enough to be practical. The approximation is based on the well-known Jortner expression for the quantum rate. We describe a method for calculation of the parameters of the Jortner model, average quantum frequency and average excitation number, which are usually treated as adjustable parameters, and in our case are calculated by ab initio quantum chemistry methods. The model is tested against the exact result. We also have tested another useful approximation, which is as good as the first one, however, in a limited region around maximum of ET rate. In this approximation the rate constant has the same form as the semiclassical Marcus expression, except that instead of one reorganization energy lambda, it contains two lambda's. We show how these parameters can be calculated for realistic systems. Examples of such calculations are presented for a novel electron transfer between tryptophan and tyrosine, which was discovered recently in photolyase, a DNA repair enzyme, and some other biological systems. (C) 2000 American Institute of Physics. [S0021-9606(00)70413-2]. [References: 48]
机译:尽管基于自旋玻色子哈密顿量的非绝热电子传递(ET)反应中的量子效应的一般理论是众所周知的,但将实际系统的细节映射到分子上所需的计算工作量却阻碍了它在生物学感兴趣的问题上的应用。模型的参数。在本文中,我们提出了一种量子效应理论的新表述,以弥补常规方法的许多缺陷。在谐波近似中,早就知道了电子传递速率的精确表达式,其中包括供体和受体配合物的振动模式的频率变化和Duchinsky旋转(混合)的影响。但是,该表达式由于其复杂性而不适用于实际应用。我们已经开发出了一种非常精确的近似值,该近似值能够捕获生物学问题中典型的真实氧化还原系统的所有细节,但又足够简单实用。近似基于量子速率的著名的Jortner表达式。我们描述了一种用于计算Jortner模型参数,平均量子频率和平均激发数的方法,这些方法通常被视为可调参数,在本例中,是通过从头算起的量子化学方法来计算的。针对确切结果对模型进行了测试。我们还测试了另一个有用的近似值,它与第一个近似值一样好,但是在最大ET速率附近的有限区域内。在这种近似中,速率常数具有与半经典Marcus表达式相同的形式,不同之处在于它包含两个lambda,而不是一个重组能量lambda。我们展示了如何为实际系统计算这些参数。给出了色氨酸和酪氨酸之间新的电子转移的这种计算的例子,最近在光解酶,DNA修复酶和一些其他生物系统中发现了这种转移。 (C)2000美国物理研究所。 [S0021-9606(00)70413-2]。 [参考:48]

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