Abstract
Quantum recurrence of the compound nucleus in neutron resonance reactions are described for normal modes which are excited on the compound nucleus simultaneously. In the structure of the recurrence time, integer relations among dominant level spacings are derived. The `base modes` are assumed as stable combinations of the normal modes, preferably excited in many nuclei. (author)
Citation Formats
Ohkubo, Makio.
Quantum recurrence and integer ratios in neutron resonances.
Japan: N. p.,
1998.
Web.
Ohkubo, Makio.
Quantum recurrence and integer ratios in neutron resonances.
Japan.
Ohkubo, Makio.
1998.
"Quantum recurrence and integer ratios in neutron resonances."
Japan.
@misc{etde_302922,
title = {Quantum recurrence and integer ratios in neutron resonances}
author = {Ohkubo, Makio}
abstractNote = {Quantum recurrence of the compound nucleus in neutron resonance reactions are described for normal modes which are excited on the compound nucleus simultaneously. In the structure of the recurrence time, integer relations among dominant level spacings are derived. The `base modes` are assumed as stable combinations of the normal modes, preferably excited in many nuclei. (author)}
place = {Japan}
year = {1998}
month = {Mar}
}
title = {Quantum recurrence and integer ratios in neutron resonances}
author = {Ohkubo, Makio}
abstractNote = {Quantum recurrence of the compound nucleus in neutron resonance reactions are described for normal modes which are excited on the compound nucleus simultaneously. In the structure of the recurrence time, integer relations among dominant level spacings are derived. The `base modes` are assumed as stable combinations of the normal modes, preferably excited in many nuclei. (author)}
place = {Japan}
year = {1998}
month = {Mar}
}