Abstract
A technique of projecting the microscopic nuclear Hamiltonian on the SU(3)-group enveloping algebra is developed. The approach proposed is based on the effective Hamiltonian restored from the matrix elements between the coherent states of the SU(3) irreducible representations. The technique is displayed for almost magic nuclei within the mixed representation basis, and for arbitrary nuclei within the single representation. 40 refs.
Citation Formats
Filippov, G F, and Blokhin, A L.
Effective Hamiltonian within the microscopic unitary nuclear model. 1. Coherent-state construction technique for microscopic Hamiltonian.
Ukraine: N. p.,
1989.
Web.
Filippov, G F, & Blokhin, A L.
Effective Hamiltonian within the microscopic unitary nuclear model. 1. Coherent-state construction technique for microscopic Hamiltonian.
Ukraine.
Filippov, G F, and Blokhin, A L.
1989.
"Effective Hamiltonian within the microscopic unitary nuclear model. 1. Coherent-state construction technique for microscopic Hamiltonian."
Ukraine.
@misc{etde_10140078,
title = {Effective Hamiltonian within the microscopic unitary nuclear model. 1. Coherent-state construction technique for microscopic Hamiltonian}
author = {Filippov, G F, and Blokhin, A L}
abstractNote = {A technique of projecting the microscopic nuclear Hamiltonian on the SU(3)-group enveloping algebra is developed. The approach proposed is based on the effective Hamiltonian restored from the matrix elements between the coherent states of the SU(3) irreducible representations. The technique is displayed for almost magic nuclei within the mixed representation basis, and for arbitrary nuclei within the single representation. 40 refs.}
place = {Ukraine}
year = {1989}
month = {Dec}
}
title = {Effective Hamiltonian within the microscopic unitary nuclear model. 1. Coherent-state construction technique for microscopic Hamiltonian}
author = {Filippov, G F, and Blokhin, A L}
abstractNote = {A technique of projecting the microscopic nuclear Hamiltonian on the SU(3)-group enveloping algebra is developed. The approach proposed is based on the effective Hamiltonian restored from the matrix elements between the coherent states of the SU(3) irreducible representations. The technique is displayed for almost magic nuclei within the mixed representation basis, and for arbitrary nuclei within the single representation. 40 refs.}
place = {Ukraine}
year = {1989}
month = {Dec}
}