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2011 QCD and High Energy Interactions - Rencontres de Moriond ...

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Pb<br />

R g<br />

2<br />

Nuclear Modifications for g<br />

nCTEQ<br />

EPS09<br />

HKN07<br />

p/Pb (x,Q=50 GeV)<br />

0<br />

0.0001 0.001 0.01 0.1 1<br />

x<br />

P b<br />

Figure 1: a) R<br />

γ+c<br />

R pPb<br />

1.25<br />

1.2<br />

1.15<br />

1.1<br />

1.05<br />

1<br />

0.95<br />

0.9<br />

0.85<br />

0.8<br />

0.75<br />

Figure 2: a) R γ+c<br />

pP b<br />

g (x, Q = x √ S/2 ∼ pT ) for nCTEQ <strong>de</strong>cut3, <strong>de</strong>cut3g3, <strong>de</strong>cut3g9, EPS09 + error b<strong>and</strong>, HKN07 +<br />

P b<br />

error b<strong>and</strong> b) Rg (x, Q = x √ S/2 ∼ pT ) for different nCTEQ <strong>de</strong>cut3, <strong>de</strong>cut3g1-<strong>de</strong>cut3g9.<br />

p+Pb->γ+c+X / p+p->γ+c+X √<br />

nCTEQ <strong>de</strong>cut3<br />

nCTEQ <strong>de</strong>cut3g3<br />

nCTEQ <strong>de</strong>cut3g9<br />

EPS09<br />

HKN07<br />

⎯ S = 8800 GeV<br />

50 100<br />

p Tγ (GeV)<br />

Pb<br />

R g<br />

1.25<br />

1.2<br />

1.15<br />

1.1<br />

1.05<br />

1<br />

0.95<br />

0.9<br />

0.85<br />

0.8<br />

0.75<br />

Nuclear Modifications for g<br />

nCTEQ <strong>de</strong>cut3<br />

nCTEQ <strong>de</strong>cut3g3<br />

nCTEQ <strong>de</strong>cut3g9<br />

EPS09<br />

HKN07<br />

p/Pb (x, Q = x √ ⎯ S / 2 ~ p )<br />

T<br />

at LHC within ALICE PHOS acceptances, using nCTEQ <strong>de</strong>cut3, <strong>de</strong>cut3g3, <strong>de</strong>cut3g9, EPS09<br />

P b<br />

+ error b<strong>and</strong>, HKN07 + error b<strong>and</strong>. b) Rg (x, Q = x √ S/2 ∼ pT ) in the x region probed at the LHC.<br />

7 , EPS09 8 ) is shown. Fig. 1b) furthermore shows different fits with equally good χ2 , whose<br />

spread represents a lower limit on the uncertainty associated with the nCTEQ seta . The need<br />

for measurements of processes sensitive to the gluon nPDF is evi<strong>de</strong>nt. Here we point out that<br />

γ + Q production is an excellent probe of gA (x, Q2 ), <strong>and</strong> can serve as one such process, as<br />

evi<strong>de</strong>nced by Fig. 9 <strong>and</strong> Fig. 10 in Ref. 3 . Fig. 9 shows the differential cross-section for both<br />

γ + c <strong>and</strong> γ + b at √ sNN = 8.8 TeV for p − P b collisions at ALICE EMCal acceptances. The<br />

anticipated event rate (before experimental efficiencies) is sufficiently large for a measurement<br />

pP b<br />

pP b<br />

b<br />

(Nγ+c = 11900, Nγ+b = 2270). In Fig. 10 the subprocess contributions to dσpP γ+c /dpT γ are<br />

presented, with g − Q <strong>and</strong> g − g being the dominant ones; for more <strong>de</strong>tails see Ref. 3 . The<br />

sensitivity to the gluon nPDF further shows up in the nuclear modification factor to the crosssection,<br />

R γ+c 1 dσ/dpT γ(pPb→γ+c+X)<br />

pP b = 208<br />

in Fig. 2a), when compared to RP b<br />

dσ/dpT γ(pp→γ+c+X) g (x, Q) in Fig. 2b). It<br />

can clearly be seen by juxtaposing Fig. 2a) <strong>and</strong> Fig. 2b) that R γ+c<br />

pP b follows closely RP<br />

b<br />

g in the<br />

region of x probed at the LHC for each nPDF set. Therefore we can conclu<strong>de</strong> that this process<br />

is an excellent c<strong>and</strong>idate for constraining the gluon nuclear distribution as a measurement of the<br />

prompt photon + heavy jet process with appropriately small error bars will be able to distinguish<br />

between the three different nPDF sets. This process is thus particularly complementary to the<br />

measurement of single inclusive photons in or<strong>de</strong>r to constrain parton distributions in nuclei 9 .<br />

a These fits are available at http://projects.hepforge.org/ncteq/ .<br />

0.01<br />

x

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