Beta decays of Ne18 and Ne19 and their relation to parity mixing in F18 and F19

E. G. Adelberger, M. M. Hindi, C. D. Hoyle, H. E. Swanson, R. D. Von Lintig, and W. C. Haxton
Phys. Rev. C 27, 2833 – Published 1 June 1983
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Abstract

We have studied transitions weakly fed in the β+ decays of Ne18 and Ne19. The Ne18 activity was produced by bombarding natural O2 gas with 12.0 MeV He3 ions. γ-ray groups with energies of 659, 1042, 1081, and 1700 keV were observed with relative intensities of 1.72±0.05, 100.0, (2.89±0.26)×102, and 0.687±0.013, respectively. These intensities correspond to relative branching ratios of 100.0, (2.70±0.36)×102, and 2.45±0.05 for β+ transitions to the 1042, 1081, and 1700 keV levels, respectively. Normalizing to previous data we obtain ft values of 1247±11, 2971±87, (1.03±0.14)×107, and (3.00±0.10)×104 see for the transitions to the ground state, 1042, 1081, and 1700 keV levels, respectively. The difference in excitation energies of the 0 and 0+ states is found to be 39.20±0.11 keV. The Ne19 activity was produced by bombarding SF6 gas by 6.4 MeV protons. A branching ratio of (1.20±0.20)×104 was obtained for the transition to the 110 keV level which corresponds to an ft value of (1.15±0.19)×107 sec. Transitions to the 1554 keV level were observed in a 9.2% Ge(Li) detector operated in the singles mode. A branching ratio of (2.34±0.30)×105 was obtained which corresponds to an ft value of (5.01±0.47)×105 sec. The Ne18(0+; 1)→F18(1081 keV 0; 0) and Ne19(½+; ½)→F19 (110 keV ½; ½) first-forbidden β+ branches are analogs of the previously measured parity mixing of the 1042 keV (0+; 1) and 1081 (0; 1) keV levels of F18 and of the ground (½+; ½) and 110 keV (½; ½) levels of F19, respectively. We show that the strong exchange-current corrections to the axial charge operator dominating these β transitions involve an operator identical, apart from an isospin rotation, to that mediating the pion-exchange contribution to the parity nonconserving NN force. These exchange current contributions can be extracted from the β-decay rates in a manner nearly independent of nuclear structure assumptions. Thus, in these cases, the usual structure uncertainties that obscure the connection between the ΔS=0 weak hadronic interaction and nuclear observables can largely be circumvented. The ft values we obtain for the transitions to the 1081 keV and 110 keV levels of F18 and F19 suggest that the strengths of the I=1 and I=0 components of the parity nonconserving NN force are close to the "best values" of Desplanques, Donoghue, and Holstein. Except for a recent structure calculation employing complete 2hω and 1hω bases for the positive and negative parity states in F18, the β decay and parity nonconserving matrix elements predicted in typical shell model studies are approximately three times larger than experiment. This and other evidence suggests that the softening of the nuclear Fermi surface by 2hω configurations is an essential, but missing, feature of most nuclear structure calculations of parity nonconserving matrix elements. We conclude by presenting shell model studies of the electromagnetic properties of low-lying states in F18, F19/Ne19, and Ne21/Na21 as well as the matrix elements for the operators that arise in a general meson-exchange parity nonconserving potential.

RADIOACTIVITY Ne18, Ne19; measured Iγ; deduced ft. Compared to shell model calculations. Discussed connection of forbidden decays to parity mixing in F18 and F19.

  • Received 22 February 1983

DOI:https://doi.org/10.1103/PhysRevC.27.2833

©1983 American Physical Society

Authors & Affiliations

E. G. Adelberger, M. M. Hindi, C. D. Hoyle*, H. E. Swanson, and R. D. Von Lintig

  • Nuclear Physics Laboratory GL-10, University of Washington, Seattle, Washington 98195

W. C. Haxton

  • Theoretical Division, Los Alamos National Laboratory, Los Alamos, New Mexico 87545 and Physics Department, Purdue University, West Lafayette, Indiana 47907

  • *Present address: Shell Oil, Western E & P, Rocky Mountain Division, P.O. Box 831, Houston, TX 77001.
  • Present address: Department of Physics, Temple University, Philadelphia, PA 19122.
  • Present address: Theoretical Division, Los Alamos National Laboratory, Los Alamos, New Mexico 87545.

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Issue

Vol. 27, Iss. 6 — June 1983

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