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- W2324853029 abstract "The triple-correlation geometry suggested by Goldfarb and Seyler is employed in determining the spins of excited states in $^{25}mathrm{Al}$ by means of the reaction $^{24}mathrm{Mg}(p,{p}_{1}^{ensuremath{'}})^{24}mathrm{Mg}^{*}$ (1.37 MeV, ${J}^{ensuremath{pi}}={2}^{+}$). Correlations were measured at 35 laboratory energies between ${E}_{p}=3.4ensuremath{-}4.9$ MeV. Excitation functions were measured at five angles for $^{24}mathrm{Mg}(p,{p}_{0})$ and ($p,{p}_{1}^{ensuremath{'}}$) between ${E}_{p}=2.5ensuremath{-}5.9$ MeV in 20-keV steps. Nine previously unreported resonances are observed, corresponding to excitation energies in $^{25}mathrm{Al}$; (energy in MeV, tentative ${J}^{ensuremath{pi}}$ in parentheses) 5.13, 5.58 ($ensuremath{ge}frac{5}{2}$), 5.76 (${frac{1}{2}}^{+}$), 6.41 (${frac{3}{2}}^{ensuremath{-}}$), 6.53 ($ensuremath{ge}frac{5}{2}$), 6.78, 7.02, 7.42, and 7.58." @default.
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- W2324853029 date "1972-09-01" @default.
- W2324853029 modified "2023-10-17" @default.
- W2324853029 title "Spectroscopy ofAl25by Means of the ReactionMg24(p,p1′γ)Mg24" @default.
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- W2324853029 doi "https://doi.org/10.1103/physrevc.6.792" @default.
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