We compute nuclear state densities for a number of magic and semimagic nuclei in the usual saddle point approximation within the framework of the grand-canonical formalism in an energy range where residual two-body interactions and collective effects can reasonably be neglected. The single-particle states used in the calculations are generated in a relativistic self-consistent mean field at finite temperature based on widely adopted effective interactions. Observed limits and possible improvements of the adopted formalism are discussed.

Brett V. Carlson, P.F. (2019). Self-consistent single-particle approximation to nuclear state densities at high excitation energy. NUOVO CIMENTO DELLA SOCIETÀ ITALIANA DI FISICA. C, GEOPHYSICS AND SPACE PHYSICS, 42(02-03), 1-4 [10.1393/ncc/i2019-19108-8].

Self-consistent single-particle approximation to nuclear state densities at high excitation energy

Paolo Finelli;
2019

Abstract

We compute nuclear state densities for a number of magic and semimagic nuclei in the usual saddle point approximation within the framework of the grand-canonical formalism in an energy range where residual two-body interactions and collective effects can reasonably be neglected. The single-particle states used in the calculations are generated in a relativistic self-consistent mean field at finite temperature based on widely adopted effective interactions. Observed limits and possible improvements of the adopted formalism are discussed.
2019
Brett V. Carlson, P.F. (2019). Self-consistent single-particle approximation to nuclear state densities at high excitation energy. NUOVO CIMENTO DELLA SOCIETÀ ITALIANA DI FISICA. C, GEOPHYSICS AND SPACE PHYSICS, 42(02-03), 1-4 [10.1393/ncc/i2019-19108-8].
Brett V. Carlson, Paolo Finelli, Alberto Ventura
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/745113
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