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Nonadiabatic rate constants for proton transfer and proton-coupled electron transfer reactions in solution: Effects of quadratic term in the vibronic coupling expansion

机译:溶液中质子转移和质子耦合电子转移反应的非绝热速率常数:二次项在振动耦合扩展中的作用

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摘要

Rate constant expressions for vibronically nonadiabatic proton transfer and proton-coupled electron transfer reactions are presented and analyzed. The regimes covered include electronically adiabatic and nonadiabatic reactions, as well as high-frequency and low-frequency proton donor-acceptor vibrational modes. These rate constants differ from previous rate constants derived with the cumulant expansion approach in that the logarithmic expansion of the vibronic coupling in terms of the proton donor-acceptor distance includes a quadratic as well as a linear term. The analysis illustrates that inclusion of this quadratic term in the framework of the cumulant expansion framework may significantly impact the rate constants at high temperatures for proton transfer interfaces with soft proton donor-acceptor modes that are associated with small force constants and weak hydrogen bonds. The effects of the quadratic term may also become significant in these regimes when using the vibronic coupling expansion in conjunction with a thermal averaging procedure for calculating the rate constant. In this case, however, the expansion of the coupling can be avoided entirely by calculating the couplings explicitly for the range of proton donor-acceptor distances sampled. The effects of the quadratic term for weak hydrogen-bonding systems are less significant for more physically realistic models that prevent the sampling of unphysical short proton donor-acceptor distances. Additionally, the rigorous relation between the cumulant expansion and thermal averaging approaches is clarified. In particular, the cumulant expansion rate constant includes effects from dynamical interference between the proton donor-acceptor and solvent motions and becomes equivalent to the thermally averaged rate constant when these dynamical effects are neglected. This analysis identifies the regimes in which each rate constant expression is valid and thus will be important for future applications to proton transfer and proton-coupled electron transfer in chemical and biological processes.
机译:提出并分析了玻璃态非绝热质子转移和质子耦合电子转移反应的速率常数表达式。涵盖的方案包括电子绝热和非绝热反应,以及高频和低频质子供体-受体的振动模式。这些速率常数与通过累积扩展方法得出的先前速率常数的不同之处在于,就质子供体-受体距离而言,振动耦合的对数扩展包括二次项和线性项。分析表明,在累积量扩展框架的框架中包含此二次项可能会显着影响高温下质子传递界面的速率常数,该质子传递界面具有质子供体-受体质子模式较弱的力常数和弱氢键。当将振动耦合扩展与热平均过程结合使用以计算速率常数时,二次项的影响在这些情况下也可能变得很重要。然而,在这种情况下,通过针对所采样的质子供体-受体距离的范围明确地计算耦合,可以完全避免耦合的扩展。二次项对弱氢键系统的影响对于物理更为现实的模型而言意义不大,该模型可防止对非物理短质子供体-受体距离进行采样。另外,阐明了累积膨胀和热平均方法之间的严格关系。特别地,累积量膨胀率常​​数包括来自质子供体-受体和溶剂运动之间的动态干扰的影响,并且当忽略这些动态影响时,其等于热平均率常数。该分析确定了每个速率常数表达式均有效的机制,因此对于化学和生物过程中质子转移和质子耦合电子转移的未来应用将具有重要意义。

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