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首页> 外文期刊>International Journal of Quantum Chemistry >DVR study of the (A)over-tilde B-2(2)<-(X)over-tilde (2)A(1) absorption spectrum of NO2
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DVR study of the (A)over-tilde B-2(2)<-(X)over-tilde (2)A(1) absorption spectrum of NO2

机译:DVR研究(NO)叠氮B-2(2)<-(X)叠氮(2)A(1)的吸收光谱

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摘要

Using available potential energy surfaces, a theoretical calculation of the (A) over tilde(2)B(2) <-- (X) over tilde(2)A(1) absorption spectrum of NO2 is presented. Energy levels and nuclear wave functions are calculated, using a discrete variable representation (DVR) basis expansion to solve the nuclear Schrodinger equation. Various energy regions of the absorption spectrum are considered. In the low-energy region, below the onset of the (A) over tilde(2)B(2) excited state, accurate results are recovered in a one-electronic-state calculation. It is also shown that using a decoupled potential energy surface derived from Schryber potential, accurate results are also obtained in the two-coupled-state case. Calculations are also performed in the higher energy part of the spectrum up to 16,000 cm(-1). Analysis of the calculated wave functions makes the assignment of vibrational quantum numbers possible for both electronic components to the various excited levels. Comparison with experimental results are presented. Reasonable agreement is obtained for the transition frequencies. An overall reliable reproduction of experimental data, including the intensities through Franck-Condon calculation, requires, however, the transition moment function as additional information. General conclusions concerning the Limitation of the model are discussed. (C) 1998 John Wiley & Sons, Inc. [References: 28]
机译:利用可用的势能面,提出了理论上对波浪线(2)B(2)上的(A)在波浪线(2)A(1)上的NO2吸收光谱的计算。使用离散变量表示(DVR)基础展开来求解核Schrodinger方程,从而计算能级和核波函数。考虑了吸收光谱的各种能量区域。在低能区域中,低于(A)在波浪线(2)B(2)激发态之上的起点,在单电子态计算中可以恢复准确的结果。还表明,使用从Schryber势导出的解耦势能表面,在双耦合状态下也可以获得准确的结果。还可以在高达16,000 cm(-1)的频谱的较高能量部分进行计算。通过对计算出的波函数的分析,可以将两个电子组件的振动量子数分配给各种激发能级。与实验结果进行了比较。对于过渡频率获得了合理的共识。但是,要对实验数据(包括通过弗兰克-康登(Franck-Condon)计算得出的强度)进行整体可靠的再现,就需要将跃迁矩作为附加信息。讨论了有关模型局限性的一般结论。 (C)1998 John Wiley&Sons,Inc. [参考:28]

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