Tautermann Christofer S, Voegele Andreas F, Liedl Klaus R
Institute of General, Inorganic and Theoretical Chemistry, University of Innsbruck, Innrain 52a, A-6020 Innsbruck, Austria.
J Chem Phys. 2004 Jan 8;120(2):631-7. doi: 10.1063/1.1630565.
Carboxylic acid dimers in gas phase reveal ground-state tunneling splittings due to a double proton transfer between the two subunits. In this study we apply a recently developed accurate semiclassical method to determine the ground-state tunneling splittings of eight different carboxylic acid derivative dimers (formic acid, benzoic acid, carbamic acid, fluoro formic acid, carbonic acid, glyoxylic acid, acrylic acid, and N,N-dimethyl carbamic acid) and their fully deuterated analogs. The calculated splittings range from 5.3e-4 to 0.13 cm(-1) (for the deuterated species from 2.8e-7 to 3.3e-4 cm(-1)), thus indicating a strong substituent dependence of the splitting, which varies by more than two orders of magnitude. One reason for differences in the splittings could be addressed to different barriers heights, which vary from 6.3 to 8.8 kcal/mol, due to different mesomeric stabilization of the various transition states. The calculated splittings were compared to available experimental data and good agreement was found. A correlation could be found between the tunneling splitting and the energy barrier of the double proton transfer, as the splitting increases with increased strength of the hydrogen bonds. From this correlation an empirical formula was derived, which allows the prediction of the ground-state tunneling splitting of carboxylic acid dimers at a very low cost and the tunneling splittings for parahalogen substituted benzoic acid dimers is predicted.
气相中的羧酸二聚体由于两个亚基之间的双质子转移而呈现出基态隧穿分裂。在本研究中,我们应用一种最近开发的精确半经典方法来确定八种不同羧酸衍生物二聚体(甲酸、苯甲酸、氨基甲酸、氟甲酸、碳酸、乙醛酸、丙烯酸和N,N-二甲基氨基甲酸)及其完全氘代类似物的基态隧穿分裂。计算得到的分裂范围为5.3×10⁻⁴至0.13 cm⁻¹(氘代物种为2.8×10⁻⁷至3.3×10⁻⁴ cm⁻¹),这表明分裂强烈依赖于取代基,其变化超过两个数量级。分裂差异的一个原因可能与不同的势垒高度有关,由于各种过渡态的不同中介稳定作用,势垒高度在6.3至8.8 kcal/mol之间变化。将计算得到的分裂与现有的实验数据进行比较,发现吻合良好。由于分裂随着氢键强度的增加而增加,因此可以发现隧穿分裂与双质子转移的能垒之间存在相关性。基于这种相关性,推导了一个经验公式,该公式能够以非常低的成本预测羧酸二聚体的基态隧穿分裂,并对对位卤代苯甲酸二聚体的隧穿分裂进行了预测。