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- Rovibrational states calculations of the H$_2$O–HCN heterodimer with the Multiconfiguration Time Dependent Hartree method doi link

Auteur(s): Tajouo teal Hervé, Quintas-sánchez Ernesto, Dubernet Marie-lise, Scribano Y., Dawes Richard, Gatti Fabien, Ndengué Steve(Corresp.)

(Article) Publié: Physical Chemistry Chemical Physics, vol. 25 p.31813–31824 (2023)


DOI: 10.1039/D3CP03225F
Résumé:

Water and hydrogen cyanide are two of the most common species in space and the atmosphere with the ability of binding to form dimers such as H$_2$O–HCN. In the literature, while calculations characterizing various properties of the H$_2$O–HCN cluster (equilibrium distance, vibrational frequen- cies and rotational constants) have been done in the past, extensive calculations of the rovibrational states of this system using a reliable quantum dynamical approach have yet to be reported. In this work, we intend to mend that by performing the first calculation of the rovibrational states of the H$_2$O–HCN van der Waals complex on a recently developed potential energy surface. We use the Block Improved Relaxation procedure implemented in the Heidelberg MultiConfiguration Time- Dependent Hartree (MCTDH) package to compute the states of the H$_2$O–HCN isomer, from which we extract the transition frequencies and rotational constants of the complex. We further adapt an approach first suggested by Wang and Carrington—and supported here by analysis routines of the Heidelberg MCTDH package—to properly characterize the computed rovibrational states. The subsequent assignment of rovibrational states was done by theoretical analysis and visual inspection of the wavefunctions. Our simulations provide a Zero Point Energy (ZPE) and intermolecular vibra- tional frequencies in good agreement with past ab initio calculations. The transition frequencies and rotational constants obtained from our simulations match well with the available experimental data. This work has the broad aim to propose the MCTDH approach as a reliable option to compute and characterize rovibrational states of van der Waals complexes such as the current one.