x 0
DESCRIPTION
X 0 , X 0 Polarization at 800 GeV/c. g. p 0. g. X 0 /. X 0. p/ p. L/ L. p - / p +. Theo Alexopoulos. National Technical University of Athens. HEP2003. Athens, Greece. Outline. KTeV Experiment. Description of Polarization. Method of Measurement. KTeV Polarization Results. - PowerPoint PPT PresentationTRANSCRIPT
0 /
-/+
0
0
p/p
0, 0 Polarization at 800 GeV/c
Theo AlexopoulosNational Technical University of Athens
Outline
KTeV Experiment
Description of Polarization
Method of Measurement
KTeV Polarization Results
Summary
KTeV Experiment
’/to 10-4
E832 E799IIRare decays to 10-11
KL 0
HyperonsKS
Rare decays
Rare decays
Ran for a year in 97
KTeV99 ran in 99-00
Highlights of the KTeV Detector
Position resolution < 1mmEnergy resolution < 1.0%
E/E
P
Pure CsI EM Calorimeter Drift Chambers Position resolution ~ 100m
Photon Veto system -system
e- from Ke3
E/P
EEE %2
%6.0
P x %00822.0%189.0 PP
What Do We Know about Hyperon Polarization(1)?
Polarization depends on Pp, production angle/targeting angle, and material of the target.Polarization reverses sign with production angle/targeting angle, and is zero at production angle =0.
Polarization is expressed as a function of transverse momentum pt =psin& momentum fraction of produced , xF=p/800
mrad
p
pp
pt
targ
et
What Do We Know about Hyperon Polarization(2)?
QCD/PQCD can’t predict anything at small pt .
Only prediction: P=0 for pt>4GeV/c
Anti-Hyperons have not been observed to be produced polarized, except for + and - in E756, E761, both with incident protons at 800 GeV/c. Anti-Hyperons were produced with the same sign and magnitude as their hyperon counterparts.
0, 0 Reconstruction
A) ppr>120GeV/cB) zppi-zlampi0>1mC) 95m<zlampi0<150mD) d>25cmE) pt2<0.001(GeV/c)2
F) (M(ppi)-1.116)<0.010GeV/c2
G) Fiducial cuts; zlampi0 in the beam holesH) proton to be confined in the beam holeI) E/P (for pion) <0.8
Analysis cuts zppi
zlam
pi00 /
-/+
00
p/p
0
0
x
y
z
)cosP1)((cosdcos
dNf kkk
k
A
polarizationz
x
y
kk-
cosP21f
f
0.022-0.411 asymmetry decay
Method I:
zy,x,k , cosPff
ffkk
-
-
Method II:
Analysis Method
Bdl(18.30) Bdlhc
2
Where in nuclear magnetons, for is -1.250 and for -0.613
BNM2S1NM2S2NM2S3
P
targ
et
P
BNM2SR
P
BN
M3S
zx
yMagnet B(T) B*L(T*m) I(Amps)
rot(deg)
NM2S1 0.41 1.583 536.649 36.221NM2S2 2.17 11.905 1500 272.407NM2S3 1.06 6.18 317 141.399total 450.027NM2SR 1.304 4 2652.52 91.523NM3S 1.45 2.624 2000 No precess
Polarization Precession from sweeper Magnets