2016
DOI: 10.1039/c5cp06657c
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Analytic calculations of anharmonic infrared and Raman vibrational spectra

Abstract: Using a recent recursive scheme for the calculation of high-order geometric derivatives of molecular properties, we present the first analytic calculations of infrared and Raman spectra including anharmonicity both in the vibrational frequencies and in the IR and Raman intensities.

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Cited by 30 publications
(26 citation statements)
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References 82 publications
(146 reference statements)
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“…These properties are respectively fifth-and sixth-order derivatives of the molecular energy, and the task of calculating these and the other properties used in this work is greatly simplified by the use of our recursive approach. In line with previous findings for IR and Raman spectroscopy, 34,39 we observe that the inclusion of anharmonicity has a larger effect on the frequencies than on the intensities, but we also see that the inclusion of combination and overtone bands using the anharmonic treatment can add important features that are not present at the double-harmonic level, such as the 8 1 11 1 combination peak at 2914 cm À1 for the ethane hyper-Raman spectrum. The anharmonic spectra are in qualitatively better agreement with experimental spectra, but for the systems in this work, a more detailed analysis of the improvements obtained by the inclusion of anharmonic effects is hindered by instrumental limitations leading to a significant level of noise in the experimental results.…”
Section: Summary and Concluding Remarkssupporting
confidence: 91%
See 1 more Smart Citation
“…These properties are respectively fifth-and sixth-order derivatives of the molecular energy, and the task of calculating these and the other properties used in this work is greatly simplified by the use of our recursive approach. In line with previous findings for IR and Raman spectroscopy, 34,39 we observe that the inclusion of anharmonicity has a larger effect on the frequencies than on the intensities, but we also see that the inclusion of combination and overtone bands using the anharmonic treatment can add important features that are not present at the double-harmonic level, such as the 8 1 11 1 combination peak at 2914 cm À1 for the ethane hyper-Raman spectrum. The anharmonic spectra are in qualitatively better agreement with experimental spectra, but for the systems in this work, a more detailed analysis of the improvements obtained by the inclusion of anharmonic effects is hindered by instrumental limitations leading to a significant level of noise in the experimental results.…”
Section: Summary and Concluding Remarkssupporting
confidence: 91%
“…The main improvement going to the anharmonic treatment lies in the correction of the vibrational frequencies, as was already shown in our previous work for the IR and Raman spectra. 39 However, including anharmonic corrections increases the difference in intensity between the strong 3 1 peak and the two other weak ones. In the experimental hyper-Raman spectrum, one feature appears larger than the experimental noise around 3000 cm À1 .…”
Section: Methanementioning
confidence: 99%
“…For the vibration-rotation transition probabilities, we adopted the band strengths of Cornaton et al (2016), which were determined from ab initio calculations. They compared band strengths obtained with several different treatments of the geometric derivative tensors of the electric dipole moment.…”
Section: Ghzmentioning
confidence: 99%
“…Indeed, anharmonicity of the electronic potential is often neglected and taken into account a posteriori using corrective factors that are empirically determined to match experimental measurements. More rigorously, explicit modeling of anharmonicity is also carried out using several methods including VSCF [20], VSCF-PT2 [21], cc- * julilam@ulb.ac.be † abdul-rahman.allouche@univ-lyon1.fr VSCF [22], VCI-P [23][24][25], VT2 [26], GVPT2 [27][28][29][30][31]. Because of the required high-level of ab-initio calculations, the current calculations are computationally demanding which hinders studying molecules of more than tens of atoms.…”
Section: Introductionmentioning
confidence: 99%