Abstract
The neutron transition multipole moment, ${M}_{n}$, for (${0}^{+}$\ensuremath{\rightarrow}${2}^{+}$, 1.84 MeV) transition is inferred by measuring the (\ensuremath{\alpha},\ensuremath{\alpha}') angular distribution at ${E}_{\ensuremath{\alpha}}$=50 MeV and comparing it with a microscopic distorted-wave Born approximation calculation. Proton transition densities are taken from electron scattering data. ${M}_{n}$/${M}_{p}$ is found to be substantially less than N/Z in agreement with the (p,p') result.
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