Measurement of photons via conversion pairs with PHENIX at RHIC - Torsten Dahms - Stony Brook...

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Measurement of photons via conversion pairs with PHENIX at RHIC - Torsten Dahms - Stony Brook University HotQuarks 2006 – May 18, 2006

Transcript of Measurement of photons via conversion pairs with PHENIX at RHIC - Torsten Dahms - Stony Brook...

Page 1: Measurement of photons via conversion pairs with PHENIX at RHIC - Torsten Dahms - Stony Brook University HotQuarks 2006 – May 18, 2006.

Measurement of photons via conversion pairs with PHENIX at

RHIC

- Torsten Dahms -

Stony Brook University

HotQuarks 2006 – May 18, 2006

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Outline

• Motivation – possibility to measure photons at low pT

• Technique – photon conversions in beam pipe– Invariant mass spectra of e+e- pairs– Conversion pair properties– Extraction of conversion pairs– Reconstruct π0 with this “tagged” photon sample– Comparison with simulated hadronic photon spectrum

• Summary

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Direct Photons

• Carry information about initial temperature• Do not interact strongly unaffected by final state

effects• Emitted from QGP like black body radiation• Production mechanisms:

– quark-gluon Compton scattering:– quark-antiquark annihilation:– Bremsstrahlung

• Other sources of direct photons are initial hard scattering processes

γgqq

γqqg

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Measurements of direct photons in heavy ion collisions

• Thermal photons predicted to dominate photon spectrum at 1-3 GeV/c

• Direct measurement of photons in this energy region impaired by:– Neutral hadron

contamination– Energy resolution in π0

reconstruction

S.S. Adler et al., Phys. Rev. Lett. 94, 232301 (2005) (γ

/π0) M

ea

su

red /

(γ/

π0) B

ac

kg

rou

nd

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The idea: photon conversions

• Clean photon sample: e+e- pairs from beampipe conversion

• Why?clear photon identificationVery good momentum resolution of charged tracks at low pT

• Procedure– Identify conversion photons in the beampipe

– Tag π0 by pairing electron pairs from conversions with photons in EMCal

– Do the same in simulations

• Double Ratio: efficiencies and acceptance corrections cancel out

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)(p γfa)(pN

)(pγa)(pN

pairT tagπ

TpairThadronγ

00

hadr

Double ratio: technique and advantages

)(p γfεaε)(pN

)(pγaε)(pN

γpairpairT tagπ

TpairpairTinclγ

00

incl

sim

tagπγTγ

data

tagπγTγ

γhadr

incl

hadrγ

incl

sim

tagπγTγ

data

tagπγTγ

0hadr

0incl

0hadr

0incl

N)(pN

N)(pNε

γ

γ

γε

γ

N)(pN

N)(pN

DA

TA

SIM

UL

AT

ION

DOUBLE

RATIO

f = conditional probability of having a photon in the acceptance, once you already have the e+e- pair in the acceptance

apair = e+e- pair acceptance

pair = e+e- pair efficiency

= efficiencyin simulations all efficiency are 100%

everything cancels out except for minimal systematics

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The PHENIX experiment

Beam Pipe

West Arm East Arm

γ

e+

e-

e+

e-

γ

Collision Vertexe+

e-

γ

•electrons:•momentum reconstruction (1% resolution) •particle ID: RICH (loose cuts because clean signature of conversion peak)

•same or opposite arms: different pT acceptance

•photons: EmCal (loose cuts high efficiency ~ 98%)

track reconstruction assumes vertex in the interaction point conversion at radius r≠0: e+e- pairs ‘acquire’ an opening angle

they acquire an invariant mass m = B dl ~ r > 0if r=4 cm (beampipe) m =20 MeV

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Invariant e+e- mass spectrum of

Run 4 Au+Au:Dalitz decays

beampipeconversions

e eγ

e e γ γγπ0

e e γπ0

air conversions & combinatorial background

GeV 002sNN

•Conversion pairs are created off-vertex•Track reconstruction produces apparent opening angle•Leads to apparent mass ~20MeV/c2

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• Dalitz decays have a real opening angle due to the π0 mass

• Conversion pairs have small intrinsic opening angle– magnetic field produces opening of the pair in azimuth

direction

– orientation perpendicular to the magnetic field

Pair properties

0ee Δ 0-

00

z

y

x e+

e-

BConversion pair

z

y

x

e+

e-

BDalitz decay

MC Simulationall pairsdalitz decaybeam pipe conversions

MC Simulationall pairsdalitz decaybeam pipe conversions

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Beam pipe conversions

How many of these conversion pairs come from: ?

Let’s find photons in the EMCal and pair them…

e e γ γγπ0

Invariant mass spectrum after applying pair cuts

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0 signal extraction

Real eventsMixed event (normalizedto area outside the signal)

subtraction in pT bins

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Nγincl(pT) and Nγ

π0 tag(pT)

all e+e- pairse+e- pairs from π0

all e+e- pairs

e+e- pairs from π0

dN

/dp

T [c

/Ge

V]

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Simulations: Nγhadr(pT) and Nγ

π0

tag(pT)• Inclusive photon spectrum

– π0, η → γe+e-

• π0 parameterization from measured data

• η from mT scaling, yield normalized at high pT (0.45 from measurement)

– Use Dalitz decay (π0→ γ γ ~ π0 → γ γ* → γe+e- for pT > 0.8 GeV/c)

• All e+e- (from π0, η) in the acceptance pT spectrum of e+e-

• If γ from π0 is also in acceptancepT spectrum of e+e- from π0 all e+e- pairs

e+e- pairs from π0 1

/Nev

t dN

/dp

T [c

/Ge

V]

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(Nγincl(pT)/Nγ

π0 tag(pT)) / (Nγhadr(pT)/Nγ

π0 tag(pT))d

ou

ble

rat

io (

arb

. u

nit

s)

Systematic uncertainties:•conversion background 6%•π0 background 20%•reconstruction efficiency 3%•agreement of conditional acceptance 10%

total: ~25%

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Summary

• A new method to measure direct photons has been present

• We can extract a clear photon conversion signal from beam pipe conversions

• We successfully reconstruct π0

• Need to reduce systematic errors

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Backup

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Conversion pair-pT distribution

Beam Pipe

West Arm East Arm

γ

e+

e-

e+

e-

γ

Collision Vertex

e+

e-

γ

• In principle we reconstruct photons down to pT ~ 400 MeV/c

• The π0 reconstruction reaches limit at 800 MeV/c due to acceptance effects

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Beam Pipe Conversions

• Track reconstruction relies on

• Pair obtains additional opening angle

• Pair gets mass > 0

• Inv. Mass proportional to distance from collision vertex

conversion peak shiftsw. r. t. to Dalitz decays

Bdl

sinp2minv

0r

BdlBdl

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Subtracted inv. mass spectra

• e+e- pair-pT bins [GeV/c]:0.8 < pT ≤ 1.2

1.2 < pT ≤ 1.6

1.6 < pT ≤ 2.0

2.0 < pT ≤ 2.4

2.4 < pT ≤ 5.0

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Subtracted inv. mass spectra

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Comparison: Dalitz - Conversions

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Cocktail ingredients (pp): 0

• most important: get the 0 right (>80 %), assumption: 0 = (+ + -)/2

• parameterize PHENIX pion data:n

TTT p

pbpap

c

pd

dE

0

23

3

)exp(

• most relevant: the meson (Dalitz & conversion)• also considered: ’• use mT scaling for the spectral shape, i.e.

• normalization from meson/0 at high pT as measured (e.g. 0 = 0.45±0.10)

222mmpp mesonTT

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Tagging efficiency