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Nuclear structure information from cross section measurements A.Negret, C. Borcea, A. Olacel Horia Hulubei National Institute for Physics and Nuclear Engineering,

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Presentation on theme: "Nuclear structure information from cross section measurements A.Negret, C. Borcea, A. Olacel Horia Hulubei National Institute for Physics and Nuclear Engineering,"— Presentation transcript:

1 Nuclear structure information from cross section measurements A.Negret, C. Borcea, A. Olacel Horia Hulubei National Institute for Physics and Nuclear Engineering, Bucharest-Magurele, ROMANIA ENSDF Workshop, IAEA, April 2015 A.J.M. Plompen European Comission, Joint Research Center, Institute for Reference Materials and Measurements, Geel, BELGIUM

2 A. Negret – Nuclear structure information from cross section measurements Summary 1.Neutron inelastic cross section measurements using GAINS at EC-JRC-IRMM 2.What can we learn? 3.Examples 4.Conclusions ENSDF Workshop, IAEA, April 2015

3 Cross section measurements with GAINS 1.Neutron inelastic cross section measurements using GAINS at EC-JRC-IRMM 2.What can we learn? 3.Examples 4.Conclusions A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015

4 GELINA (Geel Linear Accelerator): the white neutron source Neutron source: GELINA (white flux 100 keV – 20 MeV), operated by EC-JRC-IRMM, Geel, Belgium TOF technique (200 m flight path): Amplitude  gamma energy Time  neutron energy A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015

5 GAINS: Array of 12 HPGe detectors (  =100%) used for highly precise neutron inelastic cross section measurements. Gamma Array for Inelastic Neutron Scattering Digitizer-based acquisition (Acqiris DC440, 420 MS/s, 12 bits) Beam monitoring: 235 U Fission chamber TOF technique (200 m flight path): Amplitude  gamma energy Time  neutron energy A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015

6 GAINS: Basic Idea of data analysis Amplitude  gamma energy A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015 Time  neutron energy

7 GAINS: The gamma spectroscopy used to determine X(n,n’  )X cross sections 12 x HPGE yieldFC yield HPGe Efficiency: Monte-Carlo simulation FC Efficiency Gamma Production cross sections ENSDF: level scheme Total inelastic cross section Level cross sections A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015

8 Experim. result:  production cross sections (= excitation functions) A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015 28 Si(n,n’  ) 28 Si

9 Experim. result: level cross sections, total inelastic cross section A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015 28 Si(n,n’  ) 28 Si

10 What can we learn 1.Neutron inelastic cross section measurements using GAINS at EC-JRC-IRMM 2.What can we learn 3.Examples 4.Conclusions A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015

11 What can we learn: assignment of  s to levels A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015 28 Si(n,n’  ) 28 Si

12 What can we learn: branching ratios A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015 28 Si(n,n’  ) 28 Si If two gammas decay from the same level: -Their gamma production cross section has the same shape -The ratios of gamma production cross sections for each point is the branching ratio. So we actually can determine the branching ratio for each neutron energy (about 2000 values).

13 Examples 1.Neutron inelastic cross section measurements using GAINS at EC-JRC-IRMM 2.What can we learn 3.Examples 4.Conclusions A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015

14 The 3-, 3076.2 keV level in 56 Fe A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015 We did 56 Fe(n,n’  ) 56 Fe and were able to build level cross sections for all low lying levels… Except this one:

15 The 3-, 3076.2 keV level in 56 Fe A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015 E  =991 keV

16 Branching ratios in 206 Pb A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015  s coming from the same level have similar shapes (and of course the same threshold). The proportionality factor is the branching ratio. In 206 Pb(n,n’  ) 206 Pb, for several levels, we saw more then one decaying . E L =1684.0 keV E L =2196.7 keV

17 Branching ratios in 206 Pb A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015 In 206 Pb(n,n’  ) 206 Pb, for several levels, we saw more then one decaying  : 37.5(7) 100 78.9(12) 58.4(19) 24.6(18) 81.6(14) 100.3(25) 36.9(39)

18 The 2041-keV transition in 206 Pb A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015 Possible source of neutron-induced background for neutrinoless double beta decay experiments [Q  ( 76 Ge)=2039.06 keV] E th ≈ 3 MeV

19 Conclusions 1.Neutron inelastic cross section measurements using GAINS at EC-JRC-IRMM 2.What can we learn 3.Examples 4.Conclusions A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015

20 Conclusions A. Negret – Nuclear structure information from cross section measurements ENSDF Workshop, IAEA, April 2015 Neutron inelastic cross section data produced at GELINA could contain nuclear structure information valuable for ENSDF: - level and gamma transition sequence - branching ratio Other pieces of information like E  values are actually ignored due to the fact that the primary purpose of this experimental effort is directed towards production of precise reaction.


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