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E0 DECAY OF THE 0+2
LEVELS IN 156DY AND 160ER
G. Lo Bianco, S. Nardelli, S. Das Gupta, D.L. Balabanski, N. Blasi, K. Gladnishki, A. Saltarelli,
L. Fortunato
Lo Bianco potential
• experiment: e−- coincidences at LNS
• model calculations for transitional nuclei with the
B(E2; yrast)/B(E2;rotor)
average of the N = 90 nuclei (150Nd, 152Sm, 154Gd, 156Dy, 158Er)
average of the N = 92 isotones
average of “good” rotors in the rare-earth and the actinide region
T. Kibedi et al., NPA567, 183 (1994)
Obvious approach: Measure spectra
of conversion electrons!
02+
01+
21+
767.8 KeV E2 893.6 KeV
E0
160Er
Ω : J. Kentele, NIM A271, 625 (1988)
= 42
J.O.Rasmussen, NP 19, 85 (1960)
Experiment
populated in (HI,xn)-reaction
the decay goes through low-spin states
156Dy ← 156Ho ← 156Er
160Er ← 160Tm ← 160Yb
19.5 min56 min
4.8 min9.4 min
enhanced population of low-spin non-yrast states
Measurements and calibrations • absolute efficiency calibration of Ge detectors;
• in-beam and off-beam -ray spectra;
• in-beam electron spectra for determination of the transmission curve;
• off-beam electron spectra for ICC measurements and X(E0/E2) calculation;
• independent ICC calibration, e.g. 124Sn(12C,4n)132Ba.
7030
800
3600
2000
1600
3200
2800
2400
400
1200
848830815800785770755740725710
0
8000
4000
2000
6000
760.5 906767.5 782.5 797.5 812.5 827.5 842.5 857.5 872.5 887.5
E0882.5
879.6
872.5
861.7854.6
* *838.9
826.6
797.5
768E2
765.7
768K765.7K
728.4L
738.9L 797.5K
826.6K
838.9K
854.6K
861.7K872.5K
882.2K 879.6K
836.1E0
854.6L
*
Energy in KeV
Nu
mb
er o
f co
un
ts -ray spectrum
electron spectrum
160Er
160Er : 768K(710.5KeV)160Dy: 766K (713KeV)
2 2+ +2 1E ; 0 0 0+ +
2 1E ; 0 160Er: 837.0 KeV
X value: X = 0.19(7)X = 0.19(7), after a careful consideration of all possible contaminants
2e ke e
e k e k
A (Er) (Er)A (Er) A (E ) = 2728 898
[A (Er) (Er) A (Dy) (Dy)]
PhD work of Shinjinee Das Gupta, Camerino
Results
156Dy 160Er
q2 1.9(7) 3(2) 4.8(1.6)
X(E0/E2) 0.045(17) 0.08(5) 0.19(7)
0.11(6) 0.14(11) 0.22(13)
T. Kibedi, R.H. Spear, ADNDT 89, 77 (2005)
X(5) is a solution of the Bohr Hamiltonian with a special choice of a potential v(,) = u() + v()
F.Iachello, Phys. Rev. Lett. 87, 052502 (2001)
For the U(5) – SU(3) shape phase transition, a more general potential in was chosen u() = V0(4 - 203+ (1 - )0
22); 0 1; critical point at =1/2
Lo Bianco potential
Results of the calculations
a factor of 4 difference with experiment;
* same true for the -soft model
Bonnet et al., 79, 034307 (2009)
Conclusions and outlook•A reliable technique for ICC measurements was developed at the INFN LNS – Catania;
• First results for the X(E0/E2) ratio in 156Dy and 160Er were obtained;
• Calculations with a generalized potential in were performed, which allows to map the U(5) – SU(3) phase shape transition;
• Further ICC measurements, as well as lifetime measurements of 0+ states are in the pipeline.