Microscopic optical model analysis of nucleon scattering from light nuclei

Polarization observables and spin-dependent distortion effects in single-nucleon knockout reactions

“…This microscopic approach to the complex nucleon optical potential provides very good agreement with measured reaction cross sections, and also elastic scattering angular distributions from light nuclear targets, over a range of incident nucleon energies, e.g., Ref. [27]. These include the incident energies of importance here.…”

Reexamination ofLi6+pelastic scattering in inverse kinematics

“…This potential was derived by Jeukenne-Lejeune-Mahaux [10] and applied in Refs. [11][12][13] for medium-and heavy-mass stable nuclei and for energies above 10 MeV/u with slight adjustments only on the imaginary part. The applicability of the JLM method for lower energies (7 E/A 24) was tested in Ref.…”

Systematic extraction of spectroscopic factors fromC12(d,p)CLiu1, Famiano2, Lynch3 et al. 2004Phys. Rev. C764850View full textAdd to dashboardCite

“…We first perform (d,p) calculations where both the exit channel proton potential and the entrance channel JS adiabatic potential use the JLM nucleon-target optical potentials [53]. These are calculated by folding the density-dependent JLM nucleonnucleon effective interaction [24,25], assumed to have a Gaussian form factor of range 1 fm [54], with the assumed target matter density in the mid-point local-density approximation [54].…”

“…The corresponding root-mean-square (rms) charge radii are 2.46 fm and 2.44 fm for 12 C and 13 C, respectively. The real and imaginary parts of the calculated nucleon optical potentials were scaled by multiplicative factors λ v =1.0 and λ w =0.8, respectively, obtained from a systematic study of light nuclei [53].…”