Abstract
Using perturbation theory analytical expressions have been derived for the intermediate-state transition rates in exciton model. Calculations are performed on the single-particle basis of the infinite square well potential for the {delta}-function form of the residual two-body interaction. The applicability of obtained formulas is analysed. Based on the rates calculated the relaxation time of nonequilibrium nuclear system is discussed. (author). 21 refs.,6 figs.
Citation Formats
Bogila, E A, Kolomiets, V M, and Sanzhur, A I.
Energy dependence of transition rates in exciton model; Ehnergeticheskaya zavisimost` veroyatnostej vnutriyadernykh perekhodov v ehksitonnoj modeli.
Ukraine: N. p.,
1993.
Web.
Bogila, E A, Kolomiets, V M, & Sanzhur, A I.
Energy dependence of transition rates in exciton model; Ehnergeticheskaya zavisimost` veroyatnostej vnutriyadernykh perekhodov v ehksitonnoj modeli.
Ukraine.
Bogila, E A, Kolomiets, V M, and Sanzhur, A I.
1993.
"Energy dependence of transition rates in exciton model; Ehnergeticheskaya zavisimost` veroyatnostej vnutriyadernykh perekhodov v ehksitonnoj modeli."
Ukraine.
@misc{etde_10144988,
title = {Energy dependence of transition rates in exciton model; Ehnergeticheskaya zavisimost` veroyatnostej vnutriyadernykh perekhodov v ehksitonnoj modeli}
author = {Bogila, E A, Kolomiets, V M, and Sanzhur, A I}
abstractNote = {Using perturbation theory analytical expressions have been derived for the intermediate-state transition rates in exciton model. Calculations are performed on the single-particle basis of the infinite square well potential for the {delta}-function form of the residual two-body interaction. The applicability of obtained formulas is analysed. Based on the rates calculated the relaxation time of nonequilibrium nuclear system is discussed. (author). 21 refs.,6 figs.}
place = {Ukraine}
year = {1993}
month = {Dec}
}
title = {Energy dependence of transition rates in exciton model; Ehnergeticheskaya zavisimost` veroyatnostej vnutriyadernykh perekhodov v ehksitonnoj modeli}
author = {Bogila, E A, Kolomiets, V M, and Sanzhur, A I}
abstractNote = {Using perturbation theory analytical expressions have been derived for the intermediate-state transition rates in exciton model. Calculations are performed on the single-particle basis of the infinite square well potential for the {delta}-function form of the residual two-body interaction. The applicability of obtained formulas is analysed. Based on the rates calculated the relaxation time of nonequilibrium nuclear system is discussed. (author). 21 refs.,6 figs.}
place = {Ukraine}
year = {1993}
month = {Dec}
}