首页> 外文期刊>Journal of Molecular Spectroscopy >Computational molecular spectroscopy for (X)over-tilde(2)Delta NiCN: Large-amplitude bending motion
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Computational molecular spectroscopy for (X)over-tilde(2)Delta NiCN: Large-amplitude bending motion

机译:(X)叠峰(2)Delta NiCN的计算分子光谱:大振幅弯曲运动

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Three-dimensional potential energy surfaces for the 2 A electronic ground state of NiCN have been calculated at the MR-SDCI+Q+E-rel/[Roos AND (Ni), aug-cc-pVQZ (C,N)] level of theory together with electric dipole moments and transition moments. From the ab initio data, standard molecular constants have been determined by the second-order perturbation method, rovibronic term values, rotational constants, and dipole moment expectation values have been determined by the variational RENNER program, and averaged structures have been computed with the variational MORBID method. The perturbation method failed because of a severe Fermi resonance between 2 nu(2) and nu(3). The ab initio calculations yield a linear equilibrium structure with r(e)(Ni-C) = 1.8141 angstrom and r(e) (C-N) = 1.1665 angstrom. The zero-point averaged structure, determined as expectation values in terms of MORBID wavefunctions, is bent with [(rho) over bar](0) equivalent to 180 degrees - [angle(Ni-C-N)](0) = 9(5)degrees, [r(Ni-C)](0) = 1.8159 angstrom, and [r(C-N)](0) = 1.1705 angstrom. The bending potential is shallow and gives rise to large-amplitude bending motion. Kingston et al. [C.T. Kingston, AJ. Merer, T.D. Varberg, J. Mol. Spectrosc. 215 (2002) 106-127] have obtained r(0,Omega=-5/2)(C-N) = 1.1591(29) angstrom in LIF experiments, and Sheridan and Ziurys [P.M. Sheridan, L.M. Ziurys, J. Chem. Phys. 118 (2003) 6370-63791 obtained the value 1.1590(2) angstrom from microwave spectra. These experimentally derived r(0,Omega=5/2)(C-N)-vaIues are 'too short' when compared with [r(C-N)](0) but not so seriously short as in the cases of FeNC and CoCN. (c) 2008 Elsevier Inc. All rights reserved.
机译:NiCN的2 A电子基态的三维势能面已在MR-SDCI + Q + E-rel / [Roos AND(Ni),aug-cc-pVQZ(C,N)]级下计算。理论连同电偶极矩和跃迁矩。从头算数据,通过二阶扰动法确定了标准分子常数,通过变分RENNER程序确定了电子振动项值,旋转常数和偶极矩期望值,并使用变分法计算了平均结构MORBID方法。由于2 nu(2)和nu(3)之间存在严重的费米共振,因此摄动方法失败。从头算起得出的线性平衡结构为r(e)(Ni-C)= 1.8141埃和r(e)(C-N)= 1.1665埃。零点平均结构(根据MORBID波函数确定为期望值)以[[rho over bar](0)等于180度-[angle(Ni-CN)](0)= 9(5)弯曲度,[r(Ni-C)](0)= 1.8159埃,[r(CN)](0)= 1.1705埃。弯曲电位很浅,会引起大振幅弯曲运动。金斯顿等。 [C.T. AJ金斯敦。 Merer,T.D. Varberg,J.Mol。光谱。 215(2002)106-127]在LIF实验中获得了r(0,Omega = -5 / 2)(C-N)= 1.1591(29)埃,Sheridan和Ziurys [P.M. Sheridan,L.M. Ziurys,J.Chem。物理118(2003)6370-63791从微波光谱获得值1.1590(2)埃。与[r(C-N)](0)相比,这些实验得出的r(0,Omega = 5/2)(C-N)-值“太短”,但不像FeNC和CoCN那样严重。 (c)2008 Elsevier Inc.保留所有权利。

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