自由基离子在溶液中的自由基反应性。自由基-自由基和自由基-底物耦合机制。

V D Parker
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引用次数: 11

摘要

通过数字模拟确定了竞争自由基离子-衬底耦合和自由基离子二聚化机制的线性扫描伏安响应。模拟是为了模拟之前实验研究表明自由基离子-底物耦合机制是首选反应途径的条件。为了使峰电位对底物浓度的依赖性(δ Ep/ δ log CA)在实验观察范围内(36-40 mV/decade),自由基-底物耦合和自由基-二聚化的相对速率常数(ki/kii)必须大于10左右。由于反应物、过渡态和产物仅相差一个电子,因此这些竞争反应是组态混合(CM)模型的理想测试案例。CM模型预测了反应(i)的电子反应势垒,但不预测反应(ii)的电子反应势垒。反应(i)和反应(ii)的标准自由能变化的差异估计为7千卡摩尔-1或更大,其中(ii)的能量比(i)更有利。结论是,在讨论的情况下,反应(i)和反应(ii)的相对速率的实验数据不符合CM模型的预测。ArH (+) + ArH——> + ArH-ArH。(i) ArH (+) + APH .+ --> + ArH-ArH + (ii)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Radical reactivity of radical ions in solution. Radical-radical and radical-substrate coupling mechanisms.

The linear sweep voltammetry response to competitive radical ion-substrate coupling and radical ion dimerization mechanisms was determined by digital simulation. The simulations were carried out to mimic the conditions under which experimental studies had previously shown that the radical ion-substrate coupling mechanism is the preferred reaction pathway. It was observed that in order for the dependence of the peak potential on substrate concentration (delta Ep/delta log CA) to be in the experimentally observed range (36-40 mV/decade) that the relative rate constants for radical ion substrate coupling and radical ion dimerization (ki/kii) must be greater than about 10. It is pointed out that since the reactants, the transition states and the products differ by only a single electron that these competitive reactions represent an ideal test case for the configuration mixing (CM) model. The CM model predicts an electronic reaction barrier for reaction (i) but not for reaction (ii). The difference in standard free energy changes for reactions (i) and (ii) were estimated to be of the order of 7 kcal mol-1 or greater with (ii) being energetically more favorable than (i). It is concluded that the experimental data for the relative rates of reactions (i) and (ii) do not conform to the CM model predictions in the cases discussed. ArH(.+) + ArH-->+ ArH-ArH.(i) ArH(.+) + APH .+ --> + ArH-ArH+(ii).

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