Abstract
Breakup cross sections are determined for the Borromean nucleus by using a four-body eikonal model, including Coulomb corrections. Bound and continuum states are constructed within a three-body model in hyperspherical coordinates. We compute continuum states with the correct asymptotic behavior through the -matrix method. For the potential, we use the Minnesota interaction. As there is no precise experimental information on , we define different parameter sets for the potentials. These parameter sets provide different scattering lengths, and resonance energies of an expected excited state. Then we analyze the ground-state energy and rms radius, as well as strength distributions and breakup cross sections. The strength distribution presents an enhancement at low energies. Its amplitude is associated with the low binding energy, rather than with a three-body resonance. We show that the shape of the cross section at low energies is sensitive to the ground-state properties. In addition, we suggest the existence of a low-energy resonance, which should be observable in breakup experiments.
- Received 23 February 2016
- Revised 20 July 2016
DOI:https://doi.org/10.1103/PhysRevC.94.024620
©2016 American Physical Society