Department of Chemistry, Faculty of Science, Ochanomizu University, Otsuka, Tokyo 112-8610, Japan.
Phys Chem Chem Phys. 2012 Aug 21;14(31):11090-8. doi: 10.1039/c2cp41425b. Epub 2012 Jul 6.
Two-dimensional potential energy surfaces (PESs) were calculated for the degenerate intramolecular proton transfer (PT) in two N-H···N hydrogen-bonded systems, (Z)-2-(2-pyridylmethylidene)-1,2-dihydropyridine (1) and monoprotonated di(2-pyridyl) ether (2), at the MP2/cc-pVDZ level of theory. The calculated PES had two minima in both cases. The energy barrier in 1 was higher than the zero-point energy (ZPE) level, while that in 2 was close to the ZPE. Vibrational wavefunctions were obtained by solving time-independent Schrödinger equations with the calculated PESs. The maximum points of the probability density were shifted from the energy minima towards the region where the covalent N-H bond was elongated and the N···N distance shortened. The effects of a polar solvent on the PES were investigated with the continuum or cluster models in such a way that the solute-solvent electrostatic interactions could be taken into account under non-equilibrated conditions. A solvated contact ion-pair was modelled by a cluster consisting of one cation 2, one chloride ion and 26 molecules of acetonitrile. The calculation with this model suggested that the bridging proton is localised in the deeper well due to the significant asymmetry of the PES and the high potential barrier.
在 MP2/cc-pVDZ 理论水平上,计算了两个 N-H···N 氢键体系(Z)-2-(2-吡啶亚甲基)-1,2-二氢吡啶(1)和单质子化二(2-吡啶基)醚(2)中简并分子内质子转移(PT)的二维势能面(PES)。在这两种情况下,计算出的 PES 都有两个最小值。1 中的能垒高于零点能(ZPE)水平,而 2 中的能垒接近 ZPE。通过求解带有计算出的 PES 的时间无关薛定谔方程得到了振动波函数。概率密度的最大值从能量最小值向共价 N-H 键伸长和 N···N 距离缩短的区域移动。通过连续或簇模型研究了极性溶剂对 PES 的影响,以便在非平衡条件下考虑溶质-溶剂静电相互作用。通过由一个阳离子 2、一个氯离子和 26 个乙腈分子组成的簇来模拟溶剂化接触离子对。该模型的计算表明,由于 PES 的显著不对称性和高势能垒,桥接质子被局域在更深的势阱中。