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OMC rates in Sm and Kr for 2 -decay V.G. Egorov, A.V. Klinskih, R.V. Vasiliev, M.V.Shirchenko, D.R. Zinatulina 13.06.2007 13.06.2007 MEDEX’07 MEDEX’07
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(n,p)-likecharge--exchangereactions
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2β-decay 2β-experiments μ - captureStatus 76 Ge Gerda Majorana 76 Se 2004 48 Ca TGV, NEMO3 48 Ti 2002 106 CdTGV 106 Cd 2004 82 Se NEMO3, SuperNEMO 82 Kr 2006 100 MoNEMO3 100 Ru − 116 CdNEMO3 116 Sn 2002 150 NdSuperNEMO 150 Sm 2002, 2006
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PSI 2006: 150 Sm 2 O 3 (solid target) 150 Sm 2 O 3 (solid target) nat Sm 2 O 3 (solid target) nat Sm 2 O 3 (solid target) nat Kr (gas target) nat Kr (gas target) 82 Kr (gas target) 82 Kr (gas target) 12 C 4 H 10 (gas target) 12 C 4 H 10 (gas target) 232 Th (calibration purpose) 232 Th (calibration purpose) 197 Au (calibration purpose) 197 Au (calibration purpose)
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Setup (solid target)
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PSI,2006 Try to find a physicist! An answer
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To deal with enriched 82 Kr: Keep noble gas (expensive! penetrating!) without loosing Ensure μ-stops in gas ( ⇒ thickness of the entrance window be comparable with the “thickness” of gas ) Ensure detection of low-energy γ-rays without absorption in the target walls ⇒ Special construction was developed.
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Setup (gas target) Entrance window C1 & C2 Vessel walls plastic scintillator C3
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PSI,2006PMT(C1) PMC(C2) Gas inlet Beam entrance PMT(C3) Gas vessel (C3) covered with black paper
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PSI,2006 physicist
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What do we observe?: (Background) radiation not connected directly to muons (uncorrelated spectrum) Cascade of muonic X-rays (prompt spectrum) Nuclear -rays following -capture (delayed spectrum)
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Energy [keV] Time [ns]
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Spectra with 82 Kr target Spectra with 82 Kr target
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Time evolution (method) The fragment number (each fragment corresponds to 10 ns time period)
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Muon life-time in Kr isotopes
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Our results for Kr and Sm: IsotopeE γ, keVLife-time, nsλ c, 1/μs 82 Kr (isotopic- enriched) 244.8 276.0 649.8 142.89 ± 0.60 142.57 ± 0.33 143.53 ± 1.67 6.54 ± 0.05 6.56 ± 0.01 6.51 ± 0.08 84 Kr (57%)408.2160.14 ± 2.715.79 ± 0.10 86 Kr (17.3%)345.2173.50 ± 2.575.31 ± 0.09 150 Sm (isotopic- enriched) 114.3 198.9 287.2 82.83 ± 0.24 82.65 ± 0.66 83.12 ± 1.02 11.62 ± 0.03 11.64 ± 0.09 11.58 ± 0.14
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Dependence of λ capt. on (Z,A): Total capture rate reflects the collective properties of the nucleus Primakoff’s rule : λ c =(Z eff ) 4 ∙ X 1 · {1 - X 2 ∙(A-Z)/2A} X 1 = 120..170 X 2 ≈ 3.0
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Effective Z-values and Huff factors taken from NP 35(1962)295
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Primakoff’s rule for different isotopes:
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Conclusions: Some of our results contradict to theory Wrong measurement? Wrong interpretation? Wrong Primakoff rule? Wrong Z eff ? What can we do with this? Any ideas? In any case, our -values are necessary (and really are used) in extraction of partial capture rates – next talk.
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Thanks for your attention! Thanks for your attention!
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