Patkar Deepak, Ahirwar Mini Bharati, Gadre Shridhar R, Deshmukh Milind M
Department of Chemistry, Dr. Harisingh Gour Vishwavidyalaya, (A Central University), Sagar, 470003, India.
Department of Scientific Computing, Modelling and Simulation, Savitribai Phule Pune University, Pune, 411 007, India.
J Phys Chem A. 2021 Oct 14;125(40):8836-8845. doi: 10.1021/acs.jpca.1c06478. Epub 2021 Oct 6.
In this work, our recently proposed molecular tailoring approach (MTA)-based method is employed for the evaluation of individual hydrogen-bond (HB) energies in linear (L) and cyclic (C) hydrogen fluoride clusters, (HF) ( = 3 to 8). The estimated individual HB energies calculated at the MP2(full)/aug-cc-pVTZ level for the L-(HF) are between 6.2 to 9.5 kcal/mol and those in the C-(HF) lie between 7.9 to 11.4 kcal/mol. The zero-point energy corrections and basis set superposition corrections are found to be very small (less than 0.6 and 1.2 kcal/mol, respectively). The cooperativity contribution toward individual HBs is seen to fall between 1.0 to 4.8 kcal/mol and 3.2 to 6.9 kcal/mol for linear and cyclic clusters, respectively. Interestingly, the HB energies in dimers, cleaved from these clusters, lie in a narrow range (4.4 to 5.2 kcal/mol) suggesting that the large HB strength in (HF) clusters is mainly due to the large cooperativity contribution, especially for ≥ 5 (50 to 62% of the HBs energy). Furthermore, the HB energies in these clusters show a good qualitative correlation with geometrical parameters (H···F distance and F-H···F angles), stretching frequencies of F-H bonds, and electron density values at the (3, -1) bond critical points.
在这项工作中,我们采用了最近提出的基于分子剪裁方法(MTA)的方法,来评估线性(L)和环状(C)氟化氢簇(HF)( = 3至8)中单个氢键(HB)的能量。在MP2(全)/aug-cc-pVTZ水平下计算得到的L-(HF)中单个HB能量在6.2至9.5千卡/摩尔之间,而C-(HF)中的能量在7.9至11.4千卡/摩尔之间。发现零点能量校正和基组叠加校正非常小(分别小于0.6和1.2千卡/摩尔)。线性和环状簇中对单个HB的协同作用贡献分别在1.0至4.8千卡/摩尔和3.2至6.9千卡/摩尔之间。有趣的是,从这些簇中裂解出的二聚体中的HB能量处于狭窄范围内(4.4至5.2千卡/摩尔),这表明(HF)簇中较大的HB强度主要归因于较大的协同作用贡献,特别是对于≥5的情况(占HBs能量的50%至62%)。此外,这些簇中的HB能量与几何参数(H···F距离和F-H···F角度)、F-H键的伸缩频率以及(3,-1)键临界点处的电子密度值具有良好的定性相关性。