Dipartimento di Chimica G. Ciamician, Università di Bologna, Via F. Selmi 2, 40126 Bologna, Italy.
J Chem Phys. 2010 Nov 14;133(18):184301. doi: 10.1063/1.3503763.
In the present paper, we investigate the molecular structure and hyperfine couplings of a series of σ radicals containing first- and second-row atoms (H(2)CN,H(2)CP,NH(2),PH(2)) for which accurate gas-phase microwave results are available. The presence of α- and, especially, β-hydrogen atoms makes the evaluation of magnetic properties of these radicals particularly challenging. Geometrical parameters have been computed by the coupled-cluster ansatz in conjunction with hierarchical series of basis sets, thus accounting for extrapolation to the complete basis-set limit. Core correlation as well as higher excitations in the electronic-correlation treatment have also been taken into account. An analogous approach has been employed for evaluating hyperfine coupling constants with particular emphasis given to basis-set, correlation, and geometrical effects. The corresponding vibrational corrections, required for a meaningful comparison to experimental data, have also been investigated. The remarkable agreement with experiment confirms the reliability of the present computational approach, already validated for π radicals, thus establishing the way for setting up a benchmark database for magnetic properties.
在本文中,我们研究了一系列含有第一和第二周期原子(H(2)CN、H(2)CP、NH(2)、PH(2))的σ 自由基的分子结构和超精细耦合,这些自由基的气相微波实验结果已经非常精确。α-和特别是β-氢原子的存在使得这些自由基的磁性质的评估极具挑战性。几何参数是通过耦合簇理论与分层基组系列相结合计算得到的,从而可以外推到完全基组极限。核心相关以及电子相关处理中的更高激发态也被考虑在内。类似的方法也被用于评估超精细耦合常数,特别强调基组、相关和几何效应。还研究了与实验数据进行有意义比较所需的相应振动修正。与实验的显著一致性证实了本计算方法的可靠性,该方法已经在π自由基中得到验证,从而为建立磁性质基准数据库奠定了基础。