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NNHNN(+)的结构、非谐振动频率和强度

Structure, Anharmonic Vibrational Frequencies, and Intensities of NNHNN(+).

作者信息

Yu Qi, Bowman Joel M, Fortenberry Ryan C, Mancini John S, Lee Timothy J, Crawford T Daniel, Klemperer William, Francisco Joseph S

机构信息

Department of Chemistry and Cherry L. Emerson Center for Scientific Computation, Emory University , Atlanta, Georgia 30322, United States.

Department of Chemistry, Georgia Southern University , Statesboro, Georgia 30460, United States.

出版信息

J Phys Chem A. 2015 Nov 25;119(47):11623-31. doi: 10.1021/acs.jpca.5b09682. Epub 2015 Nov 12.

Abstract

A semiglobal potential energy surface (PES) and quartic force field (QFF) based on fitting high-level electronic structure energies are presented to describe the structures and spectroscopic properties of NNHNN(+). The equilibrium structure of NNHNN(+) is linear with the proton equidistant between the two nitrogen groups and thus of D(∞h) symmetry. Vibrational second-order perturbation theory (VPT2) calculations based on the QFF fails to describe the proton "rattle" motion, i.e., the antisymmetric proton stretch, due to the very flat nature of PES around the global minimum but performs properly for other modes with sharper potential wells. Vibrational self-consistent field/virtual state configuration interaction (VSCF/VCI) calculations using a version of MULTIMODE without angular momentum terms successfully describe this motion and predict the fundamental to be at 759 cm(-1). This is in good agreement with the value of 746 cm(-1) from a fixed-node diffusion Monte Carlo calculation and the experimental Ar-tagged result of 743 cm(-1). Other VSCF/VCI energies are in good agreement with other experimentally reported ones. Both double-harmonic intensity and rigorous MULTIMODE intensity calculations show the proton-transfer fundamental has strong intensity.

摘要

基于拟合高水平电子结构能量,提出了一种半全局势能面(PES)和四次力场(QFF)来描述NNHNN(+)的结构和光谱性质。NNHNN(+)的平衡结构是线性的,质子在两个氮基团之间等距,因此具有D(∞h)对称性。基于QFF的振动二阶微扰理论(VPT2)计算由于全局最小值附近PES非常平坦的性质,无法描述质子的“晃动”运动,即反对称质子伸缩,但对于其他具有更尖锐势阱的模式表现正常。使用无角动量项的MULTIMODE版本进行的振动自洽场/虚态组态相互作用(VSCF/VCI)计算成功地描述了这种运动,并预测基频为759 cm(-1)。这与固定节点扩散蒙特卡罗计算得到的746 cm(-1)值以及实验Ar标记结果743 cm(-1)吻合良好。其他VSCF/VCI能量与其他实验报道的结果吻合良好。双谐波强度和严格的MULTIMODE强度计算均表明质子转移基频具有很强的强度。

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