ANGULAR-MOMENTUM DEPENDENCE OF TRANSITION RATES IN THE EXCITON MODEL

We propose a new approach which allows us to obtain analytical expressions for the angular momentum dependence of the intermediate-state transition rates in the exciton model. Using this approach we deduce the condition for the equilibration of the angular momentum distribution of n-exciton states. We also calculate the isomeric ratio in the Cd-111(p,2n) reaction using the solutions of the master equation for each value oi the total angular momentum of the composite system. We obtain good agreement with experimental data for proton energy of about epsilon less than or equal to 50 MeV.