Cause of discrepancy problem of calculated running sums for nuclear matrix elements of two-neutrino double-β decay
- NázevTitle
- Cause of discrepancy problem of calculated running sums for nuclear matrix elements of two-neutrino double-β decayCause of discrepancy problem of calculated running sums for nuclear matrix elements of two-neutrino double-β decay
- Druh výsledkuResult type
- Příspěvek ve sborníkuProceedings paper
- AutořiAuthors
- J. Terasaki
- Klíčová slovaKeywords
- neutrinoless double beta decay
- KonferenceConference
- Matrix Elements for the Double-beta-decay EXperiments (Prague, Czechia, 2023-09-04)
- DOIDOI
- 10.1063/5.0204900
- Časopis / citaceJournal / citation
- In: AIP Conference Proceedings 3138, AIP Publishing, 2024, pp. 020022 · ISSN 1551-7616
- RokYear
- 2024
- JazykLanguage
- eng
- ZáznamyRecords
- ProjektProject
- Inženýrské aplikace fyziky mikrosvětaEngineering applications of microworld physics; LSM-CZ III - Podzemní laboratoř LSM - účast České republiky - LM2023063 (2023–2026)LSM-CZ III - Podzemní laboratoř LSM - účast České republiky - LM2023063 (2023–2026)
- Citace ke staženíDownload citation
- TXT · BibTeX
AbstraktAbstract
A problem has been reported four years ago in the running sum for the nuclear matrix element of the two-neutrino double-β decay of 136Xe. The shell model calculations showed a monotonically increasing behavior with respect to the excitation energy of the intermediate state, and the calculations of the quasiparticle random-phase approximation showed a much larger increase and decrease. Based on test calculations and an analytical discussion, I clarify that the cause of this problem is the difference in the interaction strength, and a relatively weak strength is reasonable.
A problem has been reported four years ago in the running sum for the nuclear matrix element of the two-neutrino double-β decay of 136Xe. The shell model calculations showed a monotonically increasing behavior with respect to the excitation energy of the intermediate state, and the calculations of the quasiparticle random-phase approximation showed a much larger increase and decrease. Based on test calculations and an analytical discussion, I clarify that the cause of this problem is the difference in the interaction strength, and a relatively weak strength is reasonable.