質量数30-40,100領域の高スピン
変形状態の研究
井手口 栄治
東大CNS
Outline
重イオンビームを用いて行ってきた高スピン状態の これまでの研究と今後の計画• 質量数100領域の高スピン状態
– 107Inの高スピン状態の研究• 質量数30-40領域の高スピン状態
– 40Caの高スピン状態• 今後の研究計画
– A~110領域の高スピン状態 – A~30-40領域の高スピン状態Collaborators
B.CederwallA,E.GaniogluA,F,B.HadiniaA,K.LagergrenA,
T.BäckA,S.EeckhaudtB,T.GrahnB,P.GreenleesB,
A.JohnsonA,D.T.JossC,R.JulinB,S.JuutinenB,
H.KettunenB,M.LeinoB,A.-P.LeppanenB,P.NieminenB,
M.NymanB,J.PakarinenB,E.S.PaulD,P.RahkilaB,
C.ScholeyB,J.UusitaloB,R.WadsworthE,D.R.WisemanD,
R.WyssA
A. Department of Physics, Royal Institute of Technology, Sweden
B. Department of Physics, University of Jyväskylä, Finland
C. CCLRC Daresbury Laboratory, UK
D. Oliver Lodge Laboratory, University of Liverpool, UK
E. Department of Physics, University of York, UK
質量数~100、Z~50領域の原子核
• 基底状態近傍は単一粒子励起 • 高スピン準位
– M1バンド πg9/2-1⊗νg
7/2
– Multi particle-hole excitation – Intruder バンド
• πh11/2の寄与(変形、高スピン)
• Smooth band termination
Æ 108Sn, 109Sb, …
In同位体での高スピン状態はあまり良く知られていない。 Z<50核(107In)でπh
11/2 intruder orbitalの寄与は?
Experimental Setup
JUROGAM
43 Ge+BGO + RITU
Gas filled Ion Sep. +GREAT spectrometer
University of Jyväskylä
GREAT: Double sided Si strip Si PIN photodiode array Double sided planar Ge Segmented Clover Ge
Study of
107In (Z=49, N=58)
Reaction : 52Cr(187MeV) + 58Ni(580+640μg/cm2)
B. Hadinia et al. PRC70, 064314(2004) 58Ni(52Cr, 3p)107In 51 52 53 49 48 47 46 50 54 100 Sn 108 Xe109Xe110Xe 111Xe112Xe 107 I 108I 109I 110 I 111I 103 Te 104Te105 Te106Te107Te108Te 109 Te 110Te 102 Sb103Sb104 Sb105Sb106Sb107Sb108 Sb109Sb 100 In 101In 102In 103In 104In 105In 106 In 107In 98 In 99In 100 Cd101Cd102Cd103Cd104Cd105Cd106 Cd 97 Cd 98Cd 99 Cd 100 Ag101Ag102Ag103Ag104Ag105Ag 96 Ag 97Ag 98Ag 99Ag 100 Pd101Pd102Pd103Pd104Pd 95 Pd 96Pd 97 Pd 98Pd 99Pd 101 Sn102Sn103Sn104Sn105Sn106Sn 107 Sn108Sn 0.7 0.2 0.1 20.9 33.5 1.1 3.1 8.7 4.3 59.6 46.1 2.8 0.2 70.5 62.8 2.9 30.6 3.8 13.6 1.0 21.5 1.1 11.9 99.9%< ε + β 90%< ε + β99.9%≦ 10% 0 ε + β9%≦ ≦ 0.1% 10 ≦ε + β%≦ 99.9%< α 99.9%< p + α 0.1% α < 10%≦ 10% 9 α 0%≦≦ 90%< 99.9 α %≦
107
In level scheme
S.K. Tandel et al.
A rotational band in
107In
514 659 823 934 933 1053 1217 1386 1573 1786 (1972)A conf. (+,+1/2) B conf.(+,-1/2) E conf.(-,-1/2)
J
(1),J
(2)moment of inertia
Exp. and TRS calc.
ω I I d I dE J h h ⎥⎦ = ⎤ ⎢ ⎣ ⎡ = −1 2 2 ) 1 ( ) ( ) ( 2 ω d dI dI I E d J h h ⎥⎦ = ⎤ ⎢ ⎣ ⎡ = −1 2 2 2 ) 2 ( 1 ( ) Dynamical Kinematical
Collaborators
E. IdeguchiA, D. G. SarantitesB, W. ReviolB, C. J. ChiaraB,
M. DevlinB, F. LermaB, R.V. F. JanssensC, M. P. CarpenterC, T. LauritsenC, C. J. ListerC,P. ReiterC,D. SeweryniakC,
C. BaktashD, A. Galindo-UribarriD, D. RudolphE, A. AxelssonF, M. WeiszflogF, D. R. LaFosseG , J. N. WilsonB , H. MadokoroH
A. CNS, the University of Tokyo
B. Chemistry Department, Washington University C. Physics Division, Argonne National Laboratory D. Physics Division, Oak Ridge National Laboratory E. Department of Physics, Lund University
F. The Svedberg Laboratory and Department of Radiation Science, Uppsala University,
G. Department of Physics and Astronomy, SUNY-Stony Brook H. The Institute of Physical and Chemical Research (RIKEN)
High-spin
states
in
40Ca
J.L. Wood et al, Phys. Rep. 215 (1992)101
SD band in
40Ca
20Ne + 28Si → 2α + 40Ca
ATLAS accelerator at ANL
Beam: 20Ne 84MeV (80MeV after Ta foil)
Target: 0.45 mg/cm2 28Si on 1mg/cm2 Ta
Gammasphere (101Ge) + Microball (95 CsI(Tl)) ε(p)=60%, ε(α)=47%
known excited states of
40Ca
J.L.Wood et al., Phy.Rep.215(1992)101
A:
Cranked Relativistic Mean Field Calculation (preliminary results)
• Negative parity band :
→ odd number of particle in f7/2 orbital
• Signature α= 0 band (A, B)
[200]1/2 α=-1/2 → [321]3/2 α=-1/2 : conf.1 [200]1/2 α= +1/2 → [321]3/2 α= +1/2 : conf.2 • Signature α= 1 band (C) [200]1/2 α=-1/2 → [321]3/2 α= +1/2 : conf. 3 [200]1/2 α= +1/2 → [321]3/2 α=-1/2 : conf. 4 • π33υ32, π33υ34
・ Level scheme of 40Ca is extended to 17- at 23.5MeV
・ Three negative parity bands in 40Ca
・ Angular distribution → Spin assignments ・ Residual Doppler shift analysis
→ Qt(band A) = 0.90 ± 0.17eb, β2 = 0.32 ± 0.06
Qt(band C) = 0.53 ± 0.13eb, β2 = 0.20 ± 0.05
・ Cranked Relativistic Mean Field calculation in progress
今後の研究計画
• A~110領域の高スピン状態
– 高スピンの極限 – 変形の極限• A~30-40領域の高スピン状態
– 未開拓のSD領域A~110領域の高スピン状態の研究
Predicted New SD region
Cranked Strutinsky calculations Z=40~54、N=56~68
R.R.Chasman
Limit of deformation
1.89 1.89 1/A1/3 208Pb 2:1 3:2 x : major-to-minor axis ratio x = 2 → 2:1deformation R = 1.2A1/3 fmR.M.Clark et al., Phys. Rev. Lett. 87, 202502 (2001) eb x x ZR Q 2/3 2 2 2 0 10 1 5 2 − × − = 89 . 1 5 / 2 2 0 = ZR Q