2021
DOI: 10.1103/physrevlett.127.202501
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Solving the Puzzles of the Decay of the Heaviest Known Proton-Emitting Nucleus Bi185

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Cited by 12 publications
(2 citation statements)
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“…The decimal logarithm deviations between the experimental data and the calculated results using these models and formulas are almost an order of magnitude. In fact, the probability of one proton emission depends on the deformation of the system and the effects arising from the deformed shape, especially for the triaxial (see, for example 141 Ho [77]) and oblate deformed (such as the Bi isotopes, see [78][79][80]) one proton emitters. Thus, the deformation effect can not be ignored for further study on one proton radioactivity half-lives of deformed proton emitters.…”
Section: Resultsmentioning
confidence: 99%
“…The decimal logarithm deviations between the experimental data and the calculated results using these models and formulas are almost an order of magnitude. In fact, the probability of one proton emission depends on the deformation of the system and the effects arising from the deformed shape, especially for the triaxial (see, for example 141 Ho [77]) and oblate deformed (such as the Bi isotopes, see [78][79][80]) one proton emitters. Thus, the deformation effect can not be ignored for further study on one proton radioactivity half-lives of deformed proton emitters.…”
Section: Resultsmentioning
confidence: 99%
“…Ground-state proton emission [6][7][8][9][10][11] was found in the early 1980s via the discovery of 151 Lu [12], shortly followed by the identification of 147 Tm [13] (T1 /2 = 0.58(3) s [14]). To date, approximately 50 [10] cases of proton emission are known between 108 I [5] and 185 Bi [15]; the only odd-Z element in between without observed proton emission is promethium. The proton-emission rate is only sensitive to the energy released in the decay Q p , the angular momentum l p carried away by the emitted proton, and the shape of the decaying nucleus.…”
mentioning
confidence: 99%