Abstract
Differential elastic scattering cross sections of 12C on 12C and on 208Pb at laboratory energies 1440 and 2400 MeV are calculated with microscopically determined complex optical potentials. The complex optical potentials are derived in the energy density formalism from the potential energy density generated by solving the Bethe-Goldstone equation with the Reid soft core NN interaction. Effects of the excitation of the low-lying collective states are taken into account explicitly by the coupled channel formalism. Considering that there is no adjustable parameter to fit the cross section in the calculations, the results are in reasonable agreement with recent experimental data.
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