Department of Chemistry, Oakland University, Rochester, MI 48309, USA.
Int J Mol Sci. 2021 Feb 9;22(4):1736. doi: 10.3390/ijms22041736.
In this work, we used ωB97XD density functional and 6-31++G** basis set to study the structure, electron affinity, populations via Boltzmann distribution, and one-electron reduction potentials (E°) of 2'-deoxyribose sugar radicals in aqueous phase by considering 2'-deoxyguanosine and 2'-deoxythymidine as a model of DNA. The calculation predicted the relative stability of sugar radicals in the order C4' > C1' > C5' > C3' > C2'. The Boltzmann distribution populations based on the relative stability of the sugar radicals were not those found for ionizing radiation or OH-radical attack and are good evidence the kinetic mechanisms of the processes drive the products formed. The adiabatic electron affinities of these sugar radicals were in the range 2.6-3.3 eV which is higher than the canonical DNA bases. The sugar radicals reduction potentials (E°) without protonation (-1.8 to -1.2 V) were also significantly higher than the bases. Thus the sugar radicals will be far more readily reduced by solvated electrons than the DNA bases. In the aqueous phase, these one-electron reduced sugar radicals (anions) are protonated from solvent and thus are efficiently repaired via the "electron-induced proton transfer mechanism". The calculation shows that, in comparison to efficient repair of sugar radicals by the electron-induced proton transfer mechanism, the repair of the cyclopurine lesion, 5',8-cyclo-2'-dG, would involve a substantial barrier.
在这项工作中,我们使用 ωB97XD 密度泛函和 6-31++G**基组,通过考虑 2'-脱氧鸟苷和 2'-脱氧胸苷作为 DNA 的模型,研究了 2'-脱氧核糖糖自由基在水相中的结构、电子亲和势、玻尔兹曼分布的布居数和单电子还原电位(E°)。计算预测了糖自由基的相对稳定性顺序为 C4' > C1' > C5' > C3' > C2'。基于糖自由基相对稳定性的玻尔兹曼分布布居数与电离辐射或 OH-自由基攻击时的布居数不同,这很好地证明了动力学机制驱动了所形成的产物。这些糖自由基的绝热电子亲和势在 2.6-3.3 eV 范围内,高于标准 DNA 碱基。未质子化的糖自由基还原电位(E°)(-1.8 至-1.2 V)也明显高于碱基。因此,糖自由基将比 DNA 碱基更容易被溶剂化电子还原。在水相,这些单电子还原的糖自由基(阴离子)被溶剂质子化,因此可以通过“电子诱导质子转移机制”有效地修复。计算表明,与电子诱导质子转移机制有效修复糖自由基相比,环鸟嘌呤损伤 5',8-环-2'-dG 的修复将涉及到一个实质性的障碍。