Abstract
The differential cross sections for the high-energy inelastic scattering continuum are estimated by a direct-reaction model. The amplitudes for the expected collective multipoles were obtained from sum rules. An approximation method was applied to estimate an infinite multipole expansion. It was found that most of the relatively high-energy continuum cross sections in the ($p,{p}^{\ensuremath{'}}$) reaction could be accounted for by this collective multipole model. The theoretical angular distribution of the high-energy continuum in this model is in reasonable agreement with measured cross sections over the entire angular region studied.[NUCLEAR REACTIONS $^{40}\mathrm{Ca}(p,{p}^{\ensuremath{'}}) E=180$ MeV, $^{209}\mathrm{Bi}(p,{p}^{\ensuremath{'}}) E=62$ MeV; calculated continuum cross section with a collective model.]
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