Effect of direct reaction channels on deep sub-barrier fusion in asymmetric systems
A steeper fall of fusion excitation function, compared to the predictions of coupled-channels models, at energies below the lowest barrier between the reaction partners, is termed as deep sub-barrier fusion hindrance. This phenomenon has been observed in many symmetric and nearly-symmetric systems....
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Zusammenfassung: | A steeper fall of fusion excitation function, compared to the predictions of
coupled-channels models, at energies below the lowest barrier between the
reaction partners, is termed as deep sub-barrier fusion hindrance. This
phenomenon has been observed in many symmetric and nearly-symmetric systems.
Different physical origins of the hindrance have been proposed. This work aims
to study the probable effects of direct reactions on deep sub-barrier fusion
cross sections. Fusion (evaporation residue) cross sections have been measured
for the system $^{19}$F+$^{181}$Ta, from above the barrier down to the energies
where fusion hindrance is expected to come into play. Coupled-channels
calculation with standard Woods-Saxon potential gives a fair description of the
fusion excitation function down to energies $\simeq 14\%$ below the barrier for
the present system. This is in contrast with the observation of increasing
fusion hindrance in asymmetric reactions induced by increasingly heavier
projectiles, \textit{viz.} $^{6,7}$Li, $^{11}$B, $^{12}$C and $^{16}$O. The
asymmetric reactions, which have not shown any signature of fusion hindrance
within the measured energy range, are found to be induced by projectiles with
lower $\alpha$ break-up threshold, compared to the reactions which have shown
signatures of fusion hindrance. In addition, most of the $Q$-values for light
particles pick-up channels are negative for the reactions which have exhibited
strong signatures of fusion hindrance, \textit{viz.} $^{12}$C+$^{198}$Pt and
$^{16}$O+$^{204,208}$Pb. Thus, break-up of projectile and particle transfer
channels with positive $Q$-values seem to compensate for the hindrance in
fusion deep below the barrier. Inclusion of break-up and transfer channels
within the framework of coupled-channels calculation would be of interest. |
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DOI: | 10.48550/arxiv.1803.04710 |