A classical model for V-R and V-V energy transfer between two dissimilar diatomic molecules is proposed. For the exponential repulsive potentid, in the limit as the rotation of the mplecules goes to zero, the presenr model reduces to the previous resu!ts for V-T and V-V energy transfer. For the hydr
Vibration-vibration energy transfer between diatomic molecules
β Scribed by Hyung Kyu Shin
- Publisher
- Elsevier Science
- Year
- 1969
- Tongue
- English
- Weight
- 398 KB
- Volume
- 3
- Category
- Article
- ISSN
- 0009-2614
No coin nor oath required. For personal study only.
β¦ Synopsis
ti general formula of the probability of vibrational transitions in diatomic molecules is formulated with specific consideration of vibration-vibration energy transfer for nonresonant cases. An application to HZ-H2 collisions shows an excellent agreement of the present formulation with exact quantum mechanical calculations. In a recent letter [l] we formulated vibrational transition probabilities for a harmonic oscillator which is forced by a perturbation energy V' in high energy collisions by use of Green's function method .The resulting formula was shown to be equivalent to the results obtained from the so?ution of the time-dependent SchrYdinger wave equation [2,3 1. This approach has a general utility in molecular en-
π SIMILAR VOLUMES
This paper analyses the validity of the fist Born approsimation for the study of the vibrational transitions brought about during a collision between two dllltomic molecules. The work shows the importance of the alteration of the mclecular parameters during the collision and the anharmonicity of the
## Accurate quantum mechanical transition probabilities for vIbrationa to vibrational and vibrational to translational cncr- gy txm\fcr in collmcar colliaons of two hydrogen molecules were calculated for a model pootentki by numerica integration of the Sduodmgcr equation. The accuracy of these cal
We study vrbrarional energy transfer in rnelastic collmear collisions betBeen IWO diaromrc molecules The system is represemed by IWO linearly driven parametric oscillators with a bilinear\_ time-dependent residua1 coupling between them. We amu& for Ihe time evolution of the Irncarly dnvcn par;lmetri