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Deuteron Polarimetry at COSY. David Chiladze IHEPI, Tbilisi State University IKP, Forschungszentrum Jülich. Outline. Introduction Experimental tools Beam polarimetry Summary & outlook. Introduction: NN Scattering. Characterization requires precise data for P hase S hift A nalyses - PowerPoint PPT Presentation
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Deuteron Polarimetry at COSY
David ChiladzeIHEPI, Tbilisi State University
IKP, Forschungszentrum Jülich
2.10.2006 SPIN 2006 2
Outline
Introduction
Experimental tools
Beam polarimetry
Summary & outlook
2.10.2006 SPIN 2006 3
Introduction: NN Scattering
Characterization requires precise data
for Phase Shift Analyses
Current experimental status of NN
data:
pp system (I=1) well-known up to 2.5
GeV (EDDA): Majority of data on
unpolarized, single, and double
polarized observables
np system (I=0) poorly known →
ANKE will provide high-quality data in
forward/backward region Ayy
d/d
np forward
np charge-exchange
np forward
np charge-exchange
ANKErange
ANKErange
2.10.2006 SPIN 2006 4
Introduction: Motivation
Double polarized experiments at ANKE
np spin physics
Single polarized experiment
Polarized charge-exchange reaction dp→(2p)n
Direct reconstruction of the spin-dependent np amplitudes
via measurement of and T20 & T22 (Tn = 0.6 – 1.15 GeV)
Aim of first measurement (Td = 1.2 GeV)
Feasibility of the experiment
Polarimetry standards at ANKE
→
dt
d
(Proposal #152, “Spin physics from COSY to FAIR”)
2.10.2006 SPIN 2006 5
Experimental tools: COSY
Polarized and unpolarized
proton and deuteron source
Protons up to 2.88 GeV
Deuterons up to 2.23 GeV
Internal and external
experiments
ANKEANKE
EDDAEDDA
LEPLEP
2.10.2006 SPIN 2006 6
L E P
E D D A
Experimental tools: LEP & EDDA
dp → dp
Td = 270 MeV
Ay, Ayy (65° – 95°)c.m.
dC → dC
Td = 75.6 MeV
Ay(40°) = 0.61 ± 0.04S.Kato et al.
Nucl.Inst.Meth. A 238, 453 (1985)
E.J. Stephenson
Deuteron Polarimeter for EDM Search.
K. Sekiguchi et al.
Phys.Rev. C 65, 034003 (2002)
→
→Spinmode
Pz ideal Pzz idealIntensity[I0]
0 0 0 11 -2/3 0 12 +1/3 +1 13 -1/3 -1 14 +1/2 -1/2 2/35 -1 +1 2/36 +1 +1 2/37 -1/2 -1/2 2/3
Pz ≈ 75 % Pzz ≈ 60 %
Slope = 1.05 ± 0.06Offset = 0.04 ± 0.01
2.10.2006 SPIN 2006 7
Experimental tools: ANKE setup
Td = 1170 MeV
dp → dp
dp → 3Heπ0
dp → dpsp π0
dp → (pp)n
→
→
→
→
2.10.2006 SPIN 2006 8
Beam polarimetry: Reaction identification
Low branch High branch
dp → dp
dp → dpsp π0 dp → (pp)n
dp → 3Heπ0
mπ0
2.10.2006 SPIN 2006 9
SAID
ANKE
Beam polarimetry: Ay, Ayy measurement
(Tn = 585 MeV)
dp → dp
dp → 3Heπ0
np → dπ0
dp → (pp)n
D. Chiladze et al. Phys. Rev. STAB 9, 050101 (2006) Depolarization less then 4%
ANKEANKE
ANKE
2.10.2006 SPIN 2006 10
Beam polarimetry: CE reaction
dp→(pp)1S0 n
→
2222
2220 ,,,, TTdqd
Axx (T22)
Ayy (T20)
Td = 1170 MeV
Transition from deuteron to (pp)1S0:
pn np spin flip
Obtain np elementary spin-dependent amplitudes:
Results: Method works at Tn = 585 MeV Application to “uncharted territory”
Next step: Double polarized → Cy,y, Cx,x
(using PIT see talk K. Grigoriev)
Cy,y
Cx,x
D.Chiladze et al. Phys. Let. B 637, 170 (2006)
2.10.2006 SPIN 2006 11
Beam polarimetry: Polarization export
ResultsResults
y I = -0.213 ± 0.005
y III = -0.216 ± 0.006
yy I = 0.057 ± 0.003
yy III = 0.059 ± 0.003
Polarized deuteron beam at 3 energies
Calibration of the beam polarization of arbitrary energy
Super cycle: Td = 1.2 GeV, 1.8 GeV.
Time
II
I III
1.2 GeV 1.2 GeV
1.8 GeV
Energy rampingEnergy ramping y I = y III
yy I = yy III
2.10.2006 SPIN 2006 12
Summary & Outlook
Polarisation standard at 1.2 GeV
Analysing power measurement
Polarisation export technique
Higher beam energy (up to 2.3 GeV)
Double polarized dp→(2p)n reaction→→
2.10.2006 SPIN 2006 13
LEP (Td = 76 MeV) dC → dC
EDDA (Td = 270 MeV) dp → dp
ANKE (Td = 1170 MeV) dp → dp dp → 3Heπ0
dp → dpsp π0
dp → (pp)n
RL
RL
yz NN
NN
A
1
3
2P
PzEDDA = (0.95±0.02)Pz
LEP + (0.04±0.01)
2.10.2006 SPIN 2006 14
Experimental facility
LEP (Td = 76 MeV)
EDDA (Td = 270 MeV)
ANKE (Td = 1170
MeV)
ANKEANKE
EDDAEDDA
LEPLEP
Spinmode
Pz ideal Pzz idealIntensity[I0]
0 0 0 11 -2/3 0 12 +1/3 +1 13 -1/3 -1 14 +1/2 -1/2 2/35 -1 +1 2/36 +1 +1 2/37 -1/2 -1/2 2/3
2.10.2006 SPIN 2006 15
Introduction: np elastic (small angle)
d→
↑ n
↑ p
↑ psp
p
p→
D
dp observables: d/d, T20, T22, Ay,y, ...
np observables: Ay, Ayy
d beam: up to 1.1 GeV for npd target: up to 2.8 GeV for pn
quasi-free
pd→psp (pn)→ →dp→psp (np)→→
np forward
deuteron beam:
deuteron target:
n
2.10.2006 SPIN 2006 16
Introduction: np elastic (large angle)
↓ p
n
dp observables: d/d, T20, T22, Ay,y, ...
np observables: Ay, Ayy, Dyy, Axy,y, ...
quasi-free
dp→(pp)1S0n
→→
pd→(pp)1S0n→→
d→
↑ n
↑ p
↑ psp
p→
D
np charge-exchange
deuteron beam:
deuteron target:
d beam: up to 1.1 GeV for npd target: up to 2.8 GeV for pn