Computational approach towards vibrational spectroscopic detection of molecular species relevant to atmospheric chemistry and climate science: The formic acid rotamers

B. Koteska, A. Mishev, L. Pejov
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引用次数: 1

Abstract

A rigorous but still feasible computational approach is implemented that aims to provide a fundamental theoretical basis for an in-depth understanding of vibrational spectroscopic properties of molecular systems relevant to atmospheric chemistry and climate science. The mentioned properties are, on the other hand, crucial in the context of experimental detection of the title molecular species and their noncovalently bonded clusters. Rotamers of formic acid are treated as particular example. Potential energy surface of free formic acid was thoroughly explored at Möller-Plesset perturbation theory level, including corrections up to the second order with a rather flexible basis set for orbital expansion (MP2/6–311++G(3df, 3pd)), as well as employing density functional tight binding approach (DFTB). Anharmonic O-H(D) stretching vibrational frequencies were calculated using several algorithms. It was found that MP2 level of theory leads to excellent agreement between theory and experiment without using any arbitrary scaling factor when the difference between O-H(D) stretching frequencies in the case of both rotamers is in question. DFTB performs significantly inferior to MP2 with this respect, while reproducing the absolute frequencies of individual rotamers rather well. Fully relaxed HCOH torsional potential was calculated as well and the frequencies of HCOH torsion in the cis- and trans-well were calculated either by solving the torsional Schrödinger equation variationally or by second-order perturbation theory. The agreement between theory and experiment is again excellent in cases when experimental data are available.
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与大气化学和气候科学相关的分子物种振动光谱检测的计算方法:甲酸转子
本文提出了一种严格但仍然可行的计算方法,旨在为深入了解与大气化学和气候科学相关的分子系统的振动光谱特性提供基本的理论基础。另一方面,上述性质在标题分子物种及其非共价键簇的实验检测中至关重要。甲酸的旋体是一个特殊的例子。在Möller-Plesset微扰理论水平上对游离甲酸的势能面进行了深入的探索,包括用相当灵活的轨道展开基集(MP2/6-311 ++G(3df, 3pd))进行了二阶修正,以及采用密度泛函数紧密结合方法(DFTB)。用几种算法计算了O-H(D)的非调和伸缩振动频率。研究发现,当两个转子的O-H(D)拉伸频率之间的差异存在问题时,理论MP2水平导致理论与实验之间的良好一致性,而无需使用任何任意缩放因子。DFTB表现明显低于MP2在这方面,而再现个别转子的绝对频率相当好。计算了完全松弛的HCOH扭转势,通过变分求解扭转Schrödinger方程或二阶微扰理论计算了顺式和反式井中HCOH扭转的频率。在有实验数据的情况下,理论与实验的一致性也是很好的。
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