how to produce polarized antiprotons and what to do with
TRANSCRIPT
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P.Lenisa Polarized Antiprotons 1
dr. Paolo Lenisadr. Paolo LenisaUniversitàUniversità di Ferrara and INFN di Ferrara and INFN -- ITALYITALY
STORI 08, Lanzhou 16.09.08
How to produce polarized antiprotons How to produce polarized antiprotons and what to do with them at FAIRand what to do with them at FAIR
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P.Lenisa Polarized Antiprotons 2
Introduction
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P.Lenisa Polarized Antiprotons 3
The FAIR facility at Darmstadt
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P.Lenisa Polarized Antiprotons 4
The FAIR facility at Darmstadt
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P.Lenisa Polarized Antiprotons 5
Intense beam of polarized antiprotons never produced:• Conventional methods (ABS) not applicable
• Polarized antiprotons from antilambda decay• I < 1.5·105 s-1 (P ≈ 0.35)
• Antiproton scattering off liquid H2 target• I < 2·103 s-1 (P ≈ 0.2)
• Little polarization from pbarC scattering exp’ts at LEAR
Polarized Antiprotons: a long storyPolarized Antiprotons: a long story
Methods not applicable to storage rings
- 1985 - Bodega Bay:“International Workshop on Polarized Antiprotons Beam”
- 2007 - Daresbury:“Polarized Antiprotons: How”
- 2008 – Bad Honnef:Heraeus Seminar: “Polarized Antiprotons”
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P.Lenisa Polarized Antiprotons 6
Polarized Antiproton in Storage RingsPolarized Antiproton in Storage Rings- Two possible methods:
Spin-filtering Spin-flip
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P.Lenisa Polarized Antiprotons 7
Spin-flip: a recent proposal
-> need for experimental test
•Antiproton beam polarization by interaction with a polarized positron beam
2x1013 barn!
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P.Lenisa Polarized Antiprotons 8
Depolarization studies at COSY: idea
•Use proton beam and co-moving electrons•Turn experiment around: into
i.e. depolarization of a polarized proton beamepep
→→
→ pep →→
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P.Lenisa Polarized Antiprotons 9
Depolarization studies at COSY: principle•Use (transversely polarized) proton beam in COSY•Switch on (detuned) electron cooler to depolarize proton bam• Analyze proton polarization with internal D2-cluster target at ANKE
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P.Lenisa Polarized Antiprotons 10
Depolarization studies at COSY: cycle
250 500 750
250 s
250 s
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P.Lenisa Polarized Antiprotons 11
ΔV=245 V→vrel = 1.46×10-3c
fshift(10s)= 80 Hz →vshift = 0.07×10-3cΔfbroad(10s)=25 Hz →Δvbroad = 0.02×10-3c
Negligible with respect to:
Depolarization studies at COSY: cycle
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P.Lenisa Polarized Antiprotons 12
Depolarization studies at COSY: cycle
250 500 750
250 s
250 s
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P.Lenisa Polarized Antiprotons 13
Depolarization studies at COSY: Polarimetry-p-d elastic scattering detection in silicon tracking telescopes
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P.Lenisa Polarized Antiprotons 14
Depolarization studies at COSY: Results (Feb. 08)
-> No effect observed: cross section must bemany orders of magnitude lower than 1013 b!!
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P.Lenisa Polarized Antiprotons 15
Polarized Antiproton in Storage RingsPolarized Antiproton in Storage Rings- Two possible methods:
Spin-filtering Spin-flip
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P.Lenisa Polarized Antiprotons 16
Spin-filteringPolarization build-up of an originally unpolarized particle beamby repeated interaction with polarized hydrogen target:
Spin-filtering is known to work (FILTEX); not clear how
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P.Lenisa Polarized Antiprotons 17
Spin-filtering at TSR:“FILTEX”
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P.Lenisa Polarized Antiprotons 18
Spin-filtering at TSR: “FILTEX” proof of principle
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P.Lenisa Polarized Antiprotons 19
Spin-filtering at COSY: understand and optimize “FILTEX”
Spin-filtering at CERN/AD: pbar-p and pbar-d scattering
•First ever measurement of pbar-p, pbar-d spin correlations
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P.Lenisa Polarized Antiprotons 20
Spin-filtering at COSY: understand and optimize “FILTEX”
Spin-filtering at CERN/AD: pbar-p and pbar-d scattering
Model D: V. Mull, K. Holinde,
Phys. Rev. C 51, 2360 (1995)
Model A: T.Hippchen et al.,Phys. Rev. C 44,
1323 (1991)
50 100 150 200250 T (MeV) 50 100 150 200 T (MeV)
0.050.100.150.20
P
0.050.100.150.20
P
Theoretical estimate of Antiproton Beam Polarization (Hadronic Interaction: Longitudinal Spin Filtering)
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P.Lenisa Polarized Antiprotons 21
Experimental setup for spin-filtering tests
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P.Lenisa Polarized Antiprotons 22
S.C. quads for low-β section:
(COSY ring)
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P.Lenisa Polarized Antiprotons 23
Openable storage cellfor operation at AD
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P.Lenisa Polarized Antiprotons 24
Polarized Atomic Beam Source+Breit-Rabi polarimeter(from HERMES-DESY)
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P.Lenisa Polarized Antiprotons 25
Silicon detector for beampolarimetry• Pbar-Beam polarization by using the (measured) analysing power of pbar-p elastic
(after spin-filtering)
• Modular structure• 10 cm x 10 cm silicon wafers• 300 μm thick• Open cell without moving det.• Re-use of HERMES recoil
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P.Lenisa Polarized Antiprotons 26
Silicon detector for beampolarimetry
HERMES recoil
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P.Lenisa Polarized Antiprotons 27
dr. Paolo Lenisadr. Paolo LenisaUniversitàUniversità di Ferrara and INFN di Ferrara and INFN -- ITALYITALY
STORI 08, Lanzhou 16.09.08
How to produce polarized antiprotonsHow to produce polarized antiprotonsand what to do with them at FAIRand what to do with them at FAIR
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P.Lenisa Polarized Antiprotons 28
=qδ −h1=
transversely polarisedquarks and nucleons
longitudinally polarisedquarks and nucleons
=Δq −
unpolarised quarksand nucleons
=q
Quark structure of the nucleon
Well known Known Only glimpse
{ } ++Δ+=Φ nxqxqxqx T1
55LTw2Corr Sγγ)(γ)(S)(
21)( δ
Study of the proton spin
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P.Lenisa Polarized Antiprotons 29
Transversity
- Probes relativistic nature of quarks- No gluon analog for spin-1/2 nucleon- Different evolution than - Sensitive to valence quark polarizationtransversely polarised
quarks and nucleons
=q1h −
2Q qΔ
Inclusive DIS Semi-inclusive DIS Drell-YanHERMES,COMPASS,JLab
h1 is chirally odd -> it needs a chirally odd partner
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P.Lenisa Polarized Antiprotons 30
,...d,d,u,uq =
M invariant Massof lepton pair /2 / 2
2121 sQxsMxxxxx LFF =≡=−= τ
[ ])( )()( )(1 94
21212
212
2
2
2
xqxqxqxqexxsMdxdM
dq
qF
++
= ∑πασsM 2
−+→→ llqq *γ
S Drell-Yan
[ ][ ]∑
∑+
+=
+−
=↑↓↑↑
↑↓↑↑
q q
q qqqqqTTTT xqxqxqxqe
xhxhxhxheaA
)()()()(
)()()()(ˆ
dddd
21212
211121112
σσσσ
h1 from Drell-Yan
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P.Lenisa Polarized Antiprotons 31
EXPERIMENT:Asymmetric collider:
polarized protons in HESR (p=15 GeV/c)polarized antiprotons in CSR (p=3.5 GeV/c)
s=200 GeV2
PAX phase-II: Asymmetric collider
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P.Lenisa Polarized Antiprotons 32
h1 from p-p Drell-Yan at PAX
PAX : Μ2/s=x1x2~0.02-0.3valence quarks
(ATT large ~ 0.2-0.3 )
)()()()(ˆ
21
2111
xuxuxhxhaA uu
TTTT ≈
[ ][ ]∑
∑+
+=
+−
=↑↓↑↑
↑↓↑↑
q q
q qqqqqTTTT xqxqxqxqe
xhxhxhxheaA
)()()()(
)()()()(ˆ
dddd
21212
211121112
σσσσ
• u-dominance• |h1u|>|h1d|
Similar predictions by Efremov et al., Eur. Phys. J. C35, 207 (2004)
Anselmino et al.PLB 594,97 (2004)
1year run: 10 % precision on the h1u(x) in the valence region
Pp=10%Pp=30%
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P.Lenisa Polarized Antiprotons 33
Polarization
Rosenbluth
Space-Like FFs: proton data
Study of the Proton Electromagnetic Form-Factors
JLab results dramatically changed picture of the Nucleon:
- GEp/GM
p decreases with Q2
- data suggest GEp crosses 0 at Q2 ≈8 GeV2
Time-Like FFs: proton data
Expected Q2 behaviour reachedquite early, however ...... there is still a factor of 2between timelike and spacelike.
Additional direct measurement needed
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P.Lenisa Polarized Antiprotons 34
PAX-Phase I: fixed target experiments
EXPERIMENT:Fixed target experiment:
polarized antiprotons protons in CSR (p>200 MeV/c)fixed polarized protons target
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P.Lenisa Polarized Antiprotons 35
• Most contain mduli GE, GM• Independent GE-GM separation• Test of Rosenbluth separation in the time-like region
• Access to GE-GM phase• Very sensitive to different models (next transparencies)
Double polarized pbar-p annihilation
E. Tomasi, F. Lacroix, C. Duterte, G.I. Gakh, EPJA 24, 419(2005)
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P.Lenisa Polarized Antiprotons 36
Hard p-p polarized scattering
“One of the unsolved mysteries of hadron physics”(Brodsky, 2005)
It would be very interesting to performthese measurements with polarized antiprotons.
D.G. Crabb et al., PRL 41, 1257 (1978)
T=10.85 GeV
“The greatest asymmetries in hadron physicsever seen by a human being” (Brodsky)
Beam
Target
P⊥
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P.Lenisa Polarized Antiprotons 37
Summary•Outstanding physics case for polarized antiprotons
•PAX Collaboration took over the challenge of polarizing antiprotons
COSY
ADFAIR
-2008-09 beam lifetime-2009-10 SC quadrupoles
+ int.region-2010-11 spin-filtering
-2012-13 spin-filtering
-2013 APR design
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P.Lenisa Polarized Antiprotons 38
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P.Lenisa Polarized Antiprotons 39
Theoretical modelsSpacelike Timelike
)2
(GeV2Q0 1 2 3 4 5 6 7 8 9
p*G
Ep
/GM
pμ
0
0.2
0.4
0.6
0.8
1
1.2
1.4
1.6
1.8
2
a
)2
(GeV2Q0 5 10 15 20 25 30
pμG
Mp
/GD
/0.6
0.7
0.8
0.9
1
1.1
1.2
b
)2
(GeV2Q0.2 0.4 0.6 0.8 1 1.2 1.4
GE
n
0.03
0.04
0.05
0.06
0.07
0.08
0.09
0.1
0.11
c
)2
(GeV2Q0 2 4 6 8 10
n/G
Dμ
GM
n/
0.4
0.5
0.6
0.7
0.8
0.9
1
1.1
1.2
1.3
d
VDM : IJLF. Iachello..PLB 43, 191 (1973)
Extended VDM E.L.Lomon PRC 66, 045501 2002)
HohlerNPB 114, 505 (1976)
QCD inspiredBosted PRC 51, 409 (1995)
Electric Magnetic
neut
ron
prot
on
Electric Magnetic
E. Tomasi, F. Lacroix, C. Duterte, G.I. Gakh, EPJA 24, 419(2005)
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P.Lenisa Polarized Antiprotons 40
Polarization and Models in T.L. Region
VDM : IJL
Ext. VDM ‘QCD inspired’
R
AyAxx Ayy
Axz
Azz
E. Tomasi, F. Lacroix, C. Duterte, G.I. Gakh, EPJA 24, 419(2005)
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P.Lenisa Polarized Antiprotons 41
Depolarization studies at COSY: cycle