6533b852fe1ef96bd12ab82d

RESEARCH PRODUCT

Investigation of the vibrational dynamics of the HCN/CNH isomers through high order canonical perturbation theory

Marc JoyeuxEdwin L. SiberDominique Sugny

subject

[ PHYS.QPHY ] Physics [physics]/Quantum Physics [quant-ph]010304 chemical physicsChemistryGeneral Physics and Astronomy010402 general chemistry01 natural sciencesMolecular physics0104 chemical sciencesMolecular dynamicssymbols.namesake[PHYS.QPHY]Physics [physics]/Quantum Physics [quant-ph]Computational chemistryMolecular vibration0103 physical sciencesPotential energy surfacesymbolsMoleculePhysical and Theoretical ChemistryHigh orderHamiltonian (quantum mechanics)QuantumIsomerization[PHYS.QPHY] Physics [physics]/Quantum Physics [quant-ph]

description

International audience; Molecular vibrations of the molecule HCN/CNH are examined using a combination of a minimum energy path Hamiltonian and high order canonical perturbation theory , as suggested in a recent work [D. Sugny and M. Joyeux, J. Chem. Phys. 112, 31 (2000)]. In addition, the quantum analog of the classical CPT is presented and results obtained therefrom are compared to the classical ones. The MEP Hamiltonian is shown to provide an accurate representation of the original potential energy surface and a convenient starting point for the CPT. The CPT results are subsequently used to elucidate the molecular dynamics: It appears that the isomerization dynamics of HCN/CNH is very trivial, because the three vibrational modes remain largely decoupled up to and above the isomerization threshold. Therefore, the study of the three-dimensional HCN/CNH system can be split into the study of several one-dimensional bending subsystems, one for each value of the numbers v1 and v3 of quanta in the CH and CN stretches. In particular, application of high order CPT to the most precise available ab initio surface provides simple expressions (quadratic polynomials) for the calculation of the heights of the isomerization barrier and of the CNH minimum above the HCN minimum for each value of v1 and v3.

https://hal.archives-ouvertes.fr/hal-00508456