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- W1671960094 abstract "Theoretical $E4$ transition matrix elements calculated in the full ${d}_{frac{5}{2}}ensuremath{-}{s}_{frac{1}{2}}ensuremath{-}{d}_{frac{3}{2}}$ shell-model space are presented for excitations of some ground states of stable nuclei for $18ensuremath{le}Aensuremath{le}38$. These matrix elements have been used to calculate inelastic transition probabilities for electromagnetic and hadronic probes. Available data on the relative magnitudes and energy distributions of $E4$ excitation strengths are found to be well reproduced theoretically thereby. Based on several experimentally measured transition strengths, the empirical isoscalar $E4$ effective charge is found to be ${e}_{p}+{e}_{n}=(2.0ifmmodepmelsetextpmfi{}0.2)e$. This is similar in magnitude to the analogous isoscalar $E2$ effective charge, but is much larger than existing theoretical estimates.NUCLEAR STRUCTURE $^{18}mathrm{O}$, $^{19}mathrm{F}$, $^{20}mathrm{Ne}$, $^{22}mathrm{Ne}$, $^{24}mathrm{Mg}$, $^{25}mathrm{Mg}$, $^{26}mathrm{Mg}$, $^{28}mathrm{Si}$, $^{30}mathrm{Si}$, $^{32}mathrm{S}$, $^{34}mathrm{S}$, $^{36}mathrm{Ar}$, $^{38}mathrm{Ar}$; calculations for the strengths of $E4$ inelastic scattering transitions and their proton and neutron components; complete $0{d}_{frac{5}{2}}ensuremath{-}1{s}_{frac{5}{2}}ensuremath{-}0{d}_{frac{3}{2}}$ shell-model wave functions; Chung-Wildenthal Hamiltonians." @default.
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- W1671960094 date "1980-06-01" @default.
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- W1671960094 title "Inelastic scatteringE4transition probabilities in the0d,1sshell" @default.
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- W1671960094 doi "https://doi.org/10.1103/physrevc.21.2600" @default.
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