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光气(COCl)、甲酸(HCOOH)和氯甲酸(ClCOOH)基态及第一激发态的振动光谱和振转光谱数据。

Vibrational and Rovibrational Spectroscopic Data for the Ground and First-Excited States of Phosgene (COCl), Formic Acid (HCOOH), and Chloroformic Acid (ClCOOH).

作者信息

Garrett Noah R, Fortenberry Ryan C

机构信息

Department of Chemistry & Biochemistry, University of Mississippi, University, Mississippi 38677-1848, United States.

出版信息

J Phys Chem A. 2024 Sep 19;128(37):7899-7906. doi: 10.1021/acs.jpca.4c03889. Epub 2024 Sep 10.

DOI:10.1021/acs.jpca.4c03889
PMID:39254190
Abstract

While "black box" quantum chemical computations for the determination of rovibronic spectral data are not quite at hand, the present work utilizes the titular molecules to showcase how excited-state quantum chemical methods can be conjoined to quartic force field (QFF) anharmonic rovibrational treatments to provide novel and useful predictions for such data. This work employs hybrid QFFs with explicitly correlated coupled cluster theory along with the equation-of-motion formalism to generate harmonic force constants and time-dependent density functional theory (TD-DFT) to produce anharmonic force constants for the generation of electronically excited-state rovibrational spectral data, in effect, rovibronic spectral data. Specific spectroscopic results from this work show that the fundamental C═O stretch in phosgene as well as in - and -formic acid drop from the region of around 1800 cm to close to 1100 cm or less in the first excited states of each molecule. While such is expected for these n → π* excitations, this work provides quantitative predictions for these fundamental vibrational frequencies. The most notable theoretical result is that the TD-DFT-based QFFs can experience unexpected failures, and their inclusion in excited-state hybrid QFFs should require at least two functionals to be employed. The computation of DFT QFFs is relatively fast, and such a "doubling up" of the QFFs will not greatly increase the computational time.

摘要

虽然用于确定振转电子光谱数据的“黑箱”量子化学计算尚无法立即实现,但本研究利用标题分子展示了激发态量子化学方法如何与四次力场(QFF)非谐振转处理相结合,从而为这类数据提供新颖且有用的预测。这项工作采用了具有显式相关耦合簇理论的混合QFF以及运动方程形式来生成谐性力常数,并使用含时密度泛函理论(TD-DFT)来生成非谐性力常数,以生成电子激发态振转光谱数据,实际上就是振转电子光谱数据。这项工作的具体光谱结果表明,光气以及α-和β-甲酸中的基本C═O伸缩振动在每个分子的第一激发态下,从约1800 cm⁻¹的区域降至接近1100 cm⁻¹或更低。虽然对于这些n → π*激发来说这是预期的,但这项工作为这些基本振动频率提供了定量预测。最显著的理论结果是,基于TD-DFT的QFF可能会出现意想不到的失败情况,并且将它们纳入激发态混合QFF中至少需要使用两种泛函。DFT QFF的计算相对较快,并且这样对QFF进行“加倍”不会大幅增加计算时间。

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