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Simulation of ù B₁→ X˜¹A₁CF₂single vibronic level emissions : including anharmonic and Duschinsky effects

机译:¹B X→X〜¹A₁CF 2单电子振动能级的模拟:包括非谐和Duschinsky效应

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CASSCF/MRCI/aug-cc-pVQZ(no g) and RCCSD(T)/aug-cc-pVQZ potential energy functions were reported for the ùB₁and X˜¹A₁states of CF₂, respectively. Vibrational wave functions of the symmetric stretching and bending modes of the two states of CF₂were obtained in variational calculations, employing Watson’s Hamiltonian for a nonlinear molecule and anharmonic vibrational wave functions expressed as linear combinations of harmonic basis functions. Franck–Condon factors (FCFs) were computed for ùB₁→ X˜¹A₁CF₂single vibronic level (SVL) emissions and the SVL emission spectra were simulated with the computed FCFs. When compared with the observed spectra, the simulated spectra obtained in the present investigation, which include allowance for anharmonicity and the Duschinsky effect, were found to be significantly superior to those reported previously, based on the harmonic oscillator model. Using the iterative Franck–Condon analysis procedure, with the geometry of the X˜¹A₁state fixed at the recently determined experimental equilibrium geometry, the geometry of the à ¹B₁state of CF₂, which gave the best match between simulated and observed spectra, was found to be rₑ(CF)=1.317Å and θₑ(FCF)= 121.25 °.
机译:分别报道了CF 2的BB和X〜A 1状态的CASSCF / MRCI / aug-cc-pVQZ(no g)和RCCSD(T)/ aug-cc-pVQZ势能函数。在变分计算中获得了CF 2两种状态的对称拉伸和弯曲模式的振动波函数,其中使用了沃森的哈密顿量作为非线性分子,而非谐振动波函数表示为谐波基函数的线性组合。计算了“ BB→X”〜“ A” CF 2单电子能级(SVL)发射的弗兰克-康登因子(FCF),并使用计算的FCF模拟了SVL发射光谱。当与观察到的光谱进行比较时,基于谐波振荡器模型,发现在本研究中获得的模拟光谱(包括非谐性余量和Duschinsky效应)明显优于先前报道的光谱。使用弗朗克-康登(Franck-Condon)迭代分析程序,将X〜¹A₁态的几何固定为最近确定的实验平衡几何,发现CF 2的₁B₁态的几何能够最佳地模拟和观察到光谱之间的匹配。 rₑ(CF)=1.317Å,θₑ(FCF)= 121.25°。

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