Author
Listed:
- D. E. M. Hoff
(University of Massachusetts Lowell)
- A. M. Rogers
(University of Massachusetts Lowell)
- S. M. Wang
(Michigan State University)
- P. C. Bender
(University of Massachusetts Lowell)
- K. Brandenburg
(Ohio University)
- K. Childers
(Michigan State University
Michigan State University)
- J. A. Clark
(Argonne National Laboratory)
- A. C. Dombos
(Michigan State University
Michigan State University
JINA-CEE, Michigan State University)
- E. R. Doucet
(University of Massachusetts Lowell)
- S. Jin
(Michigan State University
JINA-CEE, Michigan State University)
- R. Lewis
(Michigan State University
Michigan State University)
- S. N. Liddick
(Michigan State University
Michigan State University)
- C. J. Lister
(University of Massachusetts Lowell)
- Z. Meisel
(Ohio University)
- C. Morse
(University of Massachusetts Lowell
Nuclear Science Division, Lawrence Berkeley National Laboratory)
- W. Nazarewicz
(Michigan State University
Michigan State University)
- H. Schatz
(Michigan State University
Michigan State University
JINA-CEE, Michigan State University)
- K. Schmidt
(Michigan State University
JINA-CEE, Michigan State University
TU Dresden)
- D. Soltesz
(Ohio University)
- S. K. Subedi
(Ohio University)
- S. Waniganeththi
(University of Massachusetts Lowell)
Abstract
Conservation laws are deeply related to any symmetry present in a physical system1,2. Analogously to electrons in atoms exhibiting spin symmetries3, it is possible to consider neutrons and protons in the atomic nucleus as projections of a single fermion with an isobaric spin (isospin) of t = 1/2 (ref. 4). Every nuclear state is thus characterized by a total isobaric spin T and a projection Tz—two quantities that are largely conserved in nuclear reactions and decays5,6. A mirror symmetry emerges from this isobaric-spin formalism: nuclei with exchanged numbers of neutrons and protons, known as mirror nuclei, should have an identical set of states7, including their ground state, labelled by their total angular momentum J and parity π. Here we report evidence of mirror-symmetry violation in bound nuclear ground states within the mirror partners strontium-73 and bromine-73. We find that a J π = 5/2− spin assignment is needed to explain the proton-emission pattern observed from the T = 3/2 isobaric-analogue state in rubidium-73, which is identical to the ground state of strontium-73. Therefore the ground state of strontium-73 must differ from its J π = 1/2− mirror bromine-73. This observation offers insights into charge-symmetry-breaking forces acting in atomic nuclei.
Suggested Citation
D. E. M. Hoff & A. M. Rogers & S. M. Wang & P. C. Bender & K. Brandenburg & K. Childers & J. A. Clark & A. C. Dombos & E. R. Doucet & S. Jin & R. Lewis & S. N. Liddick & C. J. Lister & Z. Meisel & C. , 2020.
"Mirror-symmetry violation in bound nuclear ground states,"
Nature, Nature, vol. 580(7801), pages 52-55, April.
Handle:
RePEc:nat:nature:v:580:y:2020:i:7801:d:10.1038_s41586-020-2123-1
DOI: 10.1038/s41586-020-2123-1
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