2013
DOI: 10.1103/physrevc.88.064318
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Relation between isospin-symmetry-breaking correction to superallowedβdecay and the energy of the charge-exchange giant monopole resonance

Abstract: After application of an analytical transformation, a new exact representation for the nuclear isospin-symmetry breaking correction δ C to superallowed beta decay is obtained. The correction is shown to be essentially the reciprocal of the square of an energy parameter Ω M which characterizes the charge-exchange monopole strength distribution. The proportionality coefficient in this relation is determined by basic properties of the ground state of the even-even parent nucleus, and should be reliably calculable … Show more

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Cited by 10 publications
(5 citation statements)
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“…A connection between isospin-symmetry breaking and the location of the giant isovector monopole resonance (IVMR) has been demonstrated by Auerbach [204]. This has recently been exploited by Rodin [205] to show that δ C is related to the reciprocal of the square of an energy parameter that characterizes the IVMR strength distributions. The proportionality coefficient in this relation is determined by basic properties of the ground state of the even-even nucleus, and should be reliably calculated in any realistic nuclear model.…”
Section: Isospin-symmetry Breakingmentioning
confidence: 95%
“…A connection between isospin-symmetry breaking and the location of the giant isovector monopole resonance (IVMR) has been demonstrated by Auerbach [204]. This has recently been exploited by Rodin [205] to show that δ C is related to the reciprocal of the square of an energy parameter that characterizes the IVMR strength distributions. The proportionality coefficient in this relation is determined by basic properties of the ground state of the even-even nucleus, and should be reliably calculated in any realistic nuclear model.…”
Section: Isospin-symmetry Breakingmentioning
confidence: 95%
“…Nevertheless, it is unlikely that these cases will ever equal the overall level of precision already achieved for the T Z = 0 parent decays. Their a Rodin [205] also computes δ C = 0.992% for both 66 As and 70 Br.…”
Section: Uncertainty Budgetsmentioning
confidence: 99%
“…With increasing computational power, more exact theoretical treatments which were out of reach during the early superallowed reviews, have been under investigation for the past 10 years [5,[15][16][17][18]. So far, these new methods have provided useful insight into where some of the older phenomenological approaches may be incomplete [13], but have not yet reached the level of refinement needed for testing the Standard Model.…”
mentioning
confidence: 99%