A test of an adiabatic treatment of rotation for vibration/rotation energies of polyatomic molecules
β Scribed by Joel M. Bowman
- Publisher
- Elsevier Science
- Year
- 1994
- Tongue
- English
- Weight
- 463 KB
- Volume
- 217
- Category
- Article
- ISSN
- 0009-2614
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β¦ Synopsis
A test of a quantum adiabatic treatment of rotational energy for the calculation ofvibrational/rotational energies and dynamics of polyatomic molecules is presented. The approach is given in detail for triatomic systems, where it is shown, in the symmetrictop limit, to be the quantum analog of an earlier semiclassical Hamiltonian of McCurdy and Miller. A test of the adiabatic and standard centrifugal sudden decoupling methods is made for all the bound states of HCO for total angular momentum of one. The adiabatic approach is shown to be significantly more accurate that the centrifugal sudden approximation.
π SIMILAR VOLUMES
The theory of vibration-rotation interactions in polyatomic molecules using curvilinear internal coordinates for the vibrational degrees of freedom is extended to the situation where the initial molecular axis system is not the principal axis system of the equilibrium configuration. For this new sit
An algcbralc approach IO try-and poly-atomic molcculcs IS prcscnhzd This approach IS appbcd 10 the stud) of Imear ITI-Jtomlc molcculcs It IS sueestcd that these trchnlques ma) be useiul III the desnlptlon of complc\ molecular rotatlonvibrarlon specKI
The problem of the determination of the vibration-rotation eigenvalue in diatomic molecules is considered. An eigenvalue equation totally independent from the eigenfunction is written for any potential, analytical or numerical. This equation uses uniquely the vibration-rotation canonical functions;