2003, Vol.6, No.1, pp.502-514
Chedin's strongly nonlinear potential is used to
describe the vibrational dynamics of a carbon dioxide molecule.
Amplitude - phase variables are introduced to separate slow and
fast processes. The nonlinear coupling between bend and symmetric
stretch vibrations that manifests itself as a slow process is
investigated in detail. Efficient intermode energy redistribution
is shown to occur, and characteristic frequencies of the energy
exchange between the bend and symmetric stretch mode is
estimated.
Key words:
carbon dioxide, nonlinear intramolecular potential,
vibrational energy redistribution, coupled oscillators, intermode
energy exchange
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