Abstract
For description of deformed nuclei are investigated the forced rotation models (cranking models). Multiquasiparticle hamiltonians of the ground state of odd and even nuclei and their wave functions are considered. 6 refs.
Citation Formats
Mazepus, V V.
Cranking model conserving to mean square of angular momentum; Model` prinuditel`nogo vrashcheniya, sokhranyayushchaya v srednem kvadrat uglovogo momenta.
Russian Federation: N. p.,
1992.
Web.
Mazepus, V V.
Cranking model conserving to mean square of angular momentum; Model` prinuditel`nogo vrashcheniya, sokhranyayushchaya v srednem kvadrat uglovogo momenta.
Russian Federation.
Mazepus, V V.
1992.
"Cranking model conserving to mean square of angular momentum; Model` prinuditel`nogo vrashcheniya, sokhranyayushchaya v srednem kvadrat uglovogo momenta."
Russian Federation.
@misc{etde_10130775,
title = {Cranking model conserving to mean square of angular momentum; Model` prinuditel`nogo vrashcheniya, sokhranyayushchaya v srednem kvadrat uglovogo momenta}
author = {Mazepus, V V}
abstractNote = {For description of deformed nuclei are investigated the forced rotation models (cranking models). Multiquasiparticle hamiltonians of the ground state of odd and even nuclei and their wave functions are considered. 6 refs.}
place = {Russian Federation}
year = {1992}
month = {Dec}
}
title = {Cranking model conserving to mean square of angular momentum; Model` prinuditel`nogo vrashcheniya, sokhranyayushchaya v srednem kvadrat uglovogo momenta}
author = {Mazepus, V V}
abstractNote = {For description of deformed nuclei are investigated the forced rotation models (cranking models). Multiquasiparticle hamiltonians of the ground state of odd and even nuclei and their wave functions are considered. 6 refs.}
place = {Russian Federation}
year = {1992}
month = {Dec}
}