Bulletin of the American Physical Society
6th Joint Meeting of the APS Division of Nuclear Physics and the Physical Society of Japan
Sunday–Friday, November 26–December 1 2023; Hawaii, the Big Island
Session D10: Nuclear Structure II
9:00 AM–11:45 AM,
Wednesday, November 29, 2023
Hilton Waikoloa Village
Room: Kohala 3
Chair: Aaron Gallant, Lawrence Livermore Natl Lab
Abstract: D10.00007 : First beta-delayed neutron spectroscopy of doubly-magic $^{24}O$.*
10:30 AM–10:45 AM
Presenter:
Shree Neupane
(Lawrence Livermore National Laboratory)
Authors:
Shree Neupane
(Lawrence Livermore National Laboratory)
Noritaka Kitamura
(University of Tennessee, Knoxville)
Zhengyu Xu
(University of Tennessee Knoxville)
Robert Grzywacz
(University of Tennessee)
Joseph Heideman
(University of Tennessee)
Thomas T King
(Oak Ridge National Lab)
Miguel Madurga
(University of Tennessee)
Kevin Siegl
(University of Tennessee)
Philipp Wagenknecht
(University of Tennessee Knoxville)
Andrea Richard
(Lawrence Livermore National Laboratory)
Aaron Chester
(Michigan State University)
The neutron energy spectrum measurement of the beta-delayed neutron precursor $^{24}O$ was performed for the first time at National Superconducting Cyclotron Laboratory (NSCL) using a neutron time-of-flight array (VANDLE[2]) accompanied by gamma spectroscopy setup. New half-life and beta decay branching ratios are extracted. The beta-gamma and beta-delayed neutron measurements following the decay of $^{24}O$ provided the excitation energies and beta decay strength distribution to both neutron-bound and unbound states in $^{24}F$. The decay of ``doubly-magic" $^{24}O$ is an excellent case to test the quality of the state-of-the-art calculations of the beta-decay strength distribution near the neutron drip line. The experimental results are compared with the shell model calculation using the standard, empirical USDB interaction, and state-of-the-art ab initio calculations such as those using the valence-space in-medium similarity renormalization group (VS-IMSRG), coupled cluster model or shell-model embedded in the continuum.
[1] T. L. Tang et al. Phys. Rev. Lett. 124, 212502 (2020).
[2] W. A. Peters et al., Nucl. Instrum. Methods Phys. Res. A 836, 122 (2016).
*This work was supported by the U.S. Department of Energy, National Nuclear Security Administration under the Stewardship Science Academic Alliances program through DOE Award No. DENA0002934 and DENA0003899, and NSF Major Research Instrumentation Program Award Number 1919735.
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