Simple relations between the experimentally observable thermodynamic properties and the molecular density of states are utilized to provide a method of accurate evaluation of the vibrational density of states taking into account both quantum and anharmonic effects. The result is a smooth function of energy that represents a local average of the exact density of states. Alternatively, it is shown that the anharmonic vibrational density of states may, at least for the small molecules NO2, HO2 and H2O, be obtained from information on the normal mode frequencies and bond energies if one represents the molecule as a set of uncoupled Morse and harmonic oscillator, where the Morse oscillators correspond to the stretching vibrations.
Print ISSN: 0942-9352
Volume: 214, 11/2000
Pages: 1467