β Scribed by Berthold-Georg Englert
No coin nor oath required. For personal study only.
π SIMILAR VOLUMES
## The moments of the stochastic harmonic oscillator are examined, in the presence of linear damping. The procedures we follow are those described in earlier papers for stochastic linear systems and for the undamping case. The noise is approximated from the white noise process and has small but$nite
Analytical expressions for the line width and level shift for the u = 0 level of a harmonic oscillator predissociated by a linear potential are given. CalcuIation of the widthand shift as a function of crossing point and energy are presented, and a comparison with the linear potential model is made
The relativistic effects on the quantization of the harmonic oscillator are determined from a perturbation calculation using matrices obtained in the nonrelativistic case. One finds that the energy levels are no longer evenly spaced although the usual transition rules still hold. When a system of