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Shape evolution in neutron-rich Zr isotopes through secondary fragmentation reaction. S. Pietri , J. Gerl et al. (GSI Darmstadt), A. Bruce et al. (Univ. Brighton), Z. Podolyak et al. (Univ. Surrey), A. Algora et al. (IFIC Valencia), D. Sohler et al. (Debrecen) presented at - PowerPoint PPT Presentation
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Shape evolution in neutron-rich Zr isotopes through secondary fragmentation reaction
S. Pietri, J. Gerl et al. (GSI Darmstadt),
A. Bruce et al. (Univ. Brighton),
Z. Podolyak et al. (Univ. Surrey),
A. Algora et al. (IFIC Valencia),
D. Sohler et al. (Debrecen)
presented at
AGATA Physics Workshop 2010
Istanbul, Turkey
May 6, 2010
Shape evolution in neutron rich nuclei
How to explain collective phenomena from individual motion?
What are the phases, relevant degrees of freedom, and symmetries of the nuclear many-body system?
Investigate the evolution of shapes and shape changes in nuclei
Neutron-rich medium heavy nuclei are predicted to exhibit dramatic shape effects
Nuclear shapes
phase transitions of the equilibrium shapes
octahedral nuclear shapesrapid shape changes and shape coexistence
Most dramatic shape changes in heavy Zr nuclei
rapid deformation change from
≈ 0.1 to = 0.47
Rapid shape changes in medium heavy nuclei
from spherical via triaxial to prolate deformed
rigid rotor
vibrator
Shape coexistence in heavy Zr nuclei?
Hartree-Fock Bogolyubov
9/2-[514] 5/2+[420] K = 5- ~100 ns isomer
PES for 106Zr: triaxiality
Alignment of g9/2 protons and h11/2 neutrons produce oblate structure
Liquid drop with shell correction
oblate
prolate
X(5) Critical point nuclei
Interacting Boson Model
X(5) Dynamical symmetry
shape transitional nuclei
unexplored Sr to Mo region
Vibrator X(5) Rotor
Def
orm
atio
n
Shape evolution controversy?
prolate
excit
ed s
tate
s kn
own
no e
xcite
d st
ates
kno
wn prolate oblate shape change
sudden deformation
triaxial shapes
shape coexistence
multi quasi-particle states
dynamical symmetries
... Ideal testing ground for theoretical models
Proposed experiment
Goal: Identify low and medium spin yrast
and near-yrast states in 104-108Zr,
and in surrounding n-rich Sr and Mo isotopes,
and determine lifetimes
Technique: secondary fragmentation, relativistic DSAM
Beam: 238U at 750 AMeV, 4x109/spill → 110Mo at 150 AMeV, 7x102/spill
Set-up: AGATA ( detection) LYCCA (channel identification)
Rates
4+
6+
(8+)
2+50Cr
secondary fragmentation of 55Ni on 9Be at 140 AMeV
DSAM lineshapes
108Zr 106Zr 104Zr 102Zr
ions /spill 0.1 0.4 0.7 1.1
2+ excitation /shift 6x103 1.9x104 3.3x104 5.3x104
2+ -yield /shift 1000 3000 5000 8000
max. spin (>10% of 2+) 4+ 6+ 8+ 10+
An example of Mikes run from the early RISING days without mass selection
112Sn →Au
Relativistic Coulomb excitation / fragmentation
excited nucleus
Coulomb interaction
PrefragmentEquilibrated
nucleus
Zs. Podolyak et al.
148Tb
I = 27+
R = 3.2 (3) %
Fragmentation of 208PbFragmentation of 238U
Isomeric ratios
I R [%]
211Fr 29/2+ 5.7 (2)
212Fr 15- 7.5 (2)
213Fr 29/2+ 12.0 (8)
214Ra 17- 6.8 (2)
215Ra 43/2- 3.1 (6)
High Spin population in massive fragmentation
massive fragm.
I (hbar)10 20 30
Secondary fragmentation of 55Ni on 9Be at 140 MeV/u
Mirror symmetry at N Z
2+
4+
6+
(8+)
4+
6+
(8+)
2+50Cr
46Ti
NiCoFeMnCr
CaTi
ArS
Si
E
dE
First observation of higher spin states at relativistic energies
extract lifetimes from lineshapes
Mike Bentley et al.