Consistent analysis of the elastic, inelastic and fusión cross sections in the systems 16O + 144, 148, 150, 152Sm at sub-barrier energies

Main Article Content

E. Guerra
J. Lubian
R. Cabezas

Abstract

On the basis of the experimental data reported in the literature, an analysis of the elastic, inelastic and fusion cross sections was made for the 16O + 144, 148, 150, 152Sm systems at energies near the Coulomb barrier using a consistent deformed optical model potential. Coupled-channel calculations of the elastic and inelastic scattering cross sections were carried out using the ECIS87 code.

In the present calculation the lowest 0+, 2+ and 3- states of the target nuclei 144, 148, 150Sm and the lowest 0+, 2+ and 4+ states of 152Sm were included explicitly. The effects of Coulomb excitations were also taken into account.

The coupling potentials ere generated following the usual deformed optical model potential prescription, using the harmonic vibrational model and the symmetric rotational model to describe the structure of the target nuclei.

By fitting procedure, a parameterization of the deformed optical potential was obtained that shows the so called “threshold anomaly”. To calculate the fusion cross section by means of FRESCO code2 this parameterization was used.

The calculated elastic and inelastic angular distributions and fusion excitation functions reasonably well agree with experimental data.

Article Details

How to Cite
Guerra, E., Lubian, J., & Cabezas, R. (2016). Consistent analysis of the elastic, inelastic and fusión cross sections in the systems 16O + 144, 148, 150, 152Sm at sub-barrier energies. Tecnología En Marcha Journal, 13, Pág. 38–45. Retrieved from https://revistas.tec.ac.cr/index.php/tec_marcha/article/view/2840
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Artículo científico
Author Biographies

E. Guerra

Centro de Estudios Aplicados al Desarrollo Nuclear (CEADEN), La Habana, Cuba.

J. Lubian

Centro de Estudios Aplicados al Desarrollo Nuclear (CEADEN), La Habana, Cuba.

R. Cabezas

Instituto de Física da Universidade Federal Fulminense, Niteroi, Brasil.