ribf experiments by using · 2009. 12. 27. · block diagram fast am p pre amp ×9×2 sum amp...
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RIBF experiments by usingRIBF experiments by using Ge detectors
Eiji IdeguchiEiji Ideguchi
CNS, University of Tokyo
CollaboratorsCollaborators• CNS E. Ideguchi, S. Shimoura, S. Michimasa, S. Ota,
A Saito H Miya S GoA. Saito, H. Miya, S. Go• RIKEN N. Aoi, K. Yoneda, S. Takeuchi, M. Kurokawa, H. Baba,
P. Doornenbal, H. Scheit, D. Steppenbeck, M. Matsushita, K Li H Wang T Kubo T Ohnishi H Takeda D KamedaK. Li, H. Wang, T. Kubo, T. Ohnishi, H. Takeda, D. Kameda, N. Fukuda, H. Sakurai, T. Motobayashi
• Kyushu T. MorikawaKEK N I i Y Hi YX W t b H Mi t k• KEK N. Imai, Y. Hirayama, Y.X. Watanabe, H. Miyatake
• JAEA M. Oshima, M. Koizumi, Y. Toh, A. Kimura, K. Furutaka, S. Nakamura, F. Kitatani, Y. Hatsukawa, H. Harada
Chib I t M S k• Chiba Inst. M. SugawakraTech.
• KTH B. Cederwall, T. Bäck• ANL M.P. Carpenter, R.V.F. Janssens, S. Zhu• LBNL P. Fallon, R.M. Clark• Senshu M. Oi
IntroductionIntroductionPhysics cases
l d f i i i h l iAnomalous deformation in neutron‐rich nucleinew deformed region near N≈40 Cr nuclei
Prolate‐oblate shape coexistenceProlate‐oblate shape coexistenceNeurton‐rich Fe, Cr, Mo region
Deformed shell structures SD states in neutron‐ rich nuclei near 48Ca
Experimental methodLif i i R il Di M h dLife‐time measurements using Recoil Distance Method Experiment with fast RI beamDegraded beam at RIBF + Ge array (GRAPE Gretina/GRETA)Degraded beam at RIBF + Ge array (GRAPE, Gretina/GRETA)
Low‐energy Multiple Coulomb excitationFusion evaporation(Multiple neutron transfer)
Anomalous deformation in neutron‐rich nuclei
~64Cr
4034
4042Si ?
20 28 32Mg
2 6 816 20
12Be
Study of 60,62Cr• Recent study of 60,62Cr by N.Aoi
et al.• (p p’) experiment at RIPS
Phys. Rev. Lett. 102, 012502 (2009)
• (p,p’) experiment at RIPS• New deformed region near 60Cr
– Deformation length δpp’g pp– Ex(2+), Ex(4+)– R4/2
• Shell model with GXPF1A• Shell model with GXPF1A– pf shell up to N=34– pf + gd N≧36
P. Adrich et al., Phys. Rev. C77, 054306 (2008)
B(E2) by life time measurements
Estimated 2ndary beam intensity by LISE++y y y67Co 68Co
1.40E-01 7.86.E-03Primary beam: 76Ge 345MeV/uIntensity : 30pnA 1.40E 01 7.86.E 03
64Fe 65Fe 66Fe 67Fe
1.38E+04 2.44E+04 1.18E+04 4.05E+0061 62 63 64 65 66
Intensity : 30pnAPrimary target: 9Be 2.2g/cm2
61Mn 62Mn 63Mn 64Mn 65Mn 66Mn
6.63E+03 6.36E+04 3.84E+04 1.06E+04 2.50E+03 1.70E-0259Cr 60Cr 61Cr 62Cr 63Cr 64Cr
3.48E+02 4.74E+04 1.65E+04 4.05E+03 5.97E+02 6.48E+0158V 59V 60V 61V 62V 63V
1 00E+00 4 41E+03 7 71E+02 1 03E+02 8 73E+00 3 54E 011.00E+00 4.41E+03 7.71E+02 1.03E+02 8.73E+00 3.54E-0157Ti 58Ti 59Ti 60Ti 61Ti 62Ti
9.81E+00 9.69E+01 9.00E+00 9.54E-01 1.83E-02 1.88E-0456Sc 57Sc 58Sc 59Sc 60Sc
1.65E-01 3.15E-01 2.68E-02 1.17E-03 1.74E-0555Ca 56Ca 57Ca 58CaCa Ca Ca Ca
3.33E-03 9.24E-04 4.20E-05 9.30E-07
Method of the experimentMethod of the experiment• Recoil distance method
v
D
τvDd eI /−=I I
Plunger deviceto be developedsoon
df II + If Id
Previous RDM measurement of 32Mgg
• Primary beam: 40Ar, 95MeV/u, 50pnA
• Secondary beam by using RIPS:32Mg 64MeV/u 1kpps 17%32Mg, 64MeV/u, 1kpps, 17%33Al(38%), 34Al(20%), 35Si(16%)
• Secondary target + degraderSpacer
Life time measurement by RDMGRAPE with BGO R400n, M.Suzuki et al. Space
Au degrader190mg/cm2
Au target1 35 / 21.35g/cm2
D = 0.6, 1.2, 5 mm
GRAPE (Gamma‐Ray detector Array with
18x2 segmented Ge
GRAPE (Gamma Ray detector Array with Position and Energy sensitivity)
40
65 100
18x2 segmented Ge detectorsHigh Resolution
200 60
00High Resolution2.5 keV intrinsic resolution for 1.3 MeV
140
50
140
γHigh Sensitivity
Ω 5 % f 1 M V
267
222
εΩ ~ 5 % for 1 MeV γPosition Sensitive
Resolution of Doppler 60
Liquid Nitrogen Dewer
Resolution of Doppler Correction ~ 1 %
Goal: 1mm position resolution for z-direction
Block diagramFast Amp
Sum Ampp
Differentiation×2Pre Amp×9×2 TDC
Σ Ind. Zero crossdiS. Amp disc.
ADCGRAPE
Segment550 550 550
Central segment Side segments Corner segments
400
450
500
400
450
500
400
450
500
otal
Sum
250
300
350
-100 -80 -60 -40 -20 0 20 40 60 80 100
centerHistogram ID = 101
250
300
350
-100 -80 -60 -40 -20 0 20 40 60 80 100
sideHistogram ID = 102
250
300
350
-100 -80 -60 -40 -20 0 20 40 60 80 100
cornerHistogram ID = 103
T to
M. Kurokawa et al., IEEE Trans. Nucl. Sci. , 50(2003)1309 Ttotal – Tseg.
Pulse Shape AnalysisPulse Shape Analysis
β=0.3
Δz (σ) ~ 1.35 mm
GRAPE: DAQ upgradeDigital Signal ProcessingDigital Signal Processing
Sum AmpFast AmpDifferentiation×2Pre Amp TDCSum Amp Differentiation×2Pre Amp
Σ Ind. Zero crossdisc
TDC
GRAPE S. Ampdisc.
ADCGRAPE
Data taking system
Ge detector
Preamp out
Digital signal Processor
Digitized wave form data!digitized
Current
To get the digitized data, our group uses Digital Signal Processor.Signals from detector go into DSP, and are digitized by FLASH ADC. Data are taken at 100 MHz sampling
Ge detector Digital signal Processor Current
Data are taken at 100 MHz sampling.
t
What is Moments?The 1st moment corresponds to the average of the pulse.
f(t)
The 2nd moment corresponds to RMS.
<σ><σ>
<T><T>
tMoments include characteristics of pulse shape.
itusing these momentsusing these moments
p p
For digital pulse shape analysis we have to handle large
zz‐‐position?position?
For digital pulse shape analysis, we have to handle large amount of data from FLASH ADC. But using a few parameter “moments” will extract the position.
S. Go et al.
Simulation of 1st momentCorrelation between
“T(sum)” vs
“T(hit)‐T(sum)”
T( ) dT(sum) correspondsto the distance of electrodes.
T(hit) can split theinteraction point in thedetector “left” and
Each color dot corresponds to z‐position. Each curve shows (x y) points
“right”
curve shows (x, y) points.
Simulation data are given by M. Kurokawa
Gamma ‐ray
1st moments from experimental data by using 22Na source. Events of Comptonscattering are selected. The data reproduce the consequence of simulation.
Experiment at RIBFGRAPE: RDMmeasurementGRAPE: RDM measurementDALI2 : new excited states,
coincidence(GRAPE) 1% f 120°ε(GRAPE)~ 1% for 120 ,
~ 0.5% for 145°ε(DALI2) ~ 10%
GRAPE DALI2
RI beams
GRAPE+DALI @ F8 of BigRIPS+ZDS lineGRAPE+DALI @ F8 of BigRIPS+ZDS line
Degraded beam at RIBF + Ge array g y(GRAPE, Gretina/GRETA)
Low‐energy Multiple Coulomb excitationLow energy Multiple Coulomb excitation→ High‐spin states→ Sign of Q moment by reorientation→ Sign of Q moment by reorientationFusion evaporation→ High‐spin states (SD band of 48Ca)→ High spin states (SD band of Ca)Multiple neutron transfer, …
66F
Al 4.3g/cm2 Al 0.6g/cm2
76Ge (345MeV/u) + 9Be(2.4g/cm2) → 66Fe66Fe
g/ g/Energy:0~11MeV/u
Production of Low‐energy RI beamNuclear reaction : 46Ar(9Be,xn)55-xTi GRAPE (Gamma-Ray detector Array with
Position and Energy sensitivity
RIPS facility at RIKEN
Rotatable degraderAl 0.3mm
Wedge degrader
Plastic Scintillator
PPACsSuper conducted TripletQuadruple Magnet (STQ)
Clover Ge
Wedge degraderAl 0.6mm
F2 PPACSecondary target9Be 10um
Primary target9B 1 625
F1 PPAC
Beam energy
46Ar
48Ca primary beam63 A MeV
9Be 1.625mm
Secondary 46Ar beamBeam rate : ~1 Mcps@F3
purity : ~95%
Beam image50Beam energy
purity : ~95%0
-50
Doppler correction:2 PPACs before 2ndary target
→ Beam Image, incident angle on target
0-50 50 (mm)0 2 4 6 8 10(MeV/u)
F2 Plastic-F3PPAC TOF→ Beam Energy
GRAPE(CNS Ge Array, position sensitive)
Setup for Multiple Coulex. Exp.p p p
☞ ToF → EnergyPb target
PSD : 33°~ 83°9 ° 14 °F2 plastic - F3 PPAC
☞ PPAC1,2
97°~ 147°PPAC3: 0°~ 9°
→ Position, Angle on target☞ GRAPE or Gretina/GRETA
GRAPE→ γ ray measurement
• Deformed region β~0.3
F3F2
Ge Ge Ge
Target PSD
Deformed region β 0.3• B(E2) enhancement
~30 :60Cr
PlasticAlR t t bl
PPAC1PPAC3
PPAC2
~100 :102Mo
~200 :168Dy• How high spin states can be Rotatable
Degrader Ge Ge Ge• How high‐spin states can be observed?
EndEnd