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References - Bogoliubov Laboratory of Theoretical Physics - JINR

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magnetic calorimeter (EMCal). Individual calorimeter towers are made <strong>of</strong> lead scintillator<br />

(PbSc) or lead glass (PbGl) and subtend Δη × Δφ ≈ 0.01 × 0.01. This fine segmentation<br />

allows the two photons from π 0 decay to be resolved up to pT <strong>of</strong> 12 GeV/c. Shower<br />

shape analysis extends this range beyond 20 GeV/c, and allows the two photon invariant<br />

mass peak from π 0 decay to be used for energy calibration. Fine segmentation is also<br />

important for distinguishing rare direct photon events from the background from photons<br />

originating from neutral meson decay. This allows the measurement <strong>of</strong> the theoretically<br />

clean direct-photon asymmetry [2].<br />

In addition to having well-understood detectors,<br />

PHENIX has selective triggers for final<br />

states <strong>of</strong> interest to the spin program,<br />

including high pT pions and photons. Such<br />

events can be recorded at rates above 5 kHz<br />

with the PHENIX data acquisition system.<br />

Data analysis is done in parallel at the RHIC<br />

Computing Facility and the CCJ facility at<br />

RIKEN in Wako, Japan.<br />

4 Recent <strong>Physics</strong> Results<br />

PHENIX acquires sensitivity to Δg by measuring<br />

double helicity asymmetries in the production<br />

<strong>of</strong> particular final states, such as π 0 .<br />

Theasymmetriesaredefined:<br />

A π0<br />

LL = dσ++/dpT − dσ+−/dpT<br />

dσ++/dpT + dσ+−/dpT<br />

where σ++(σ+−) is the production cross section<br />

for π 0 from pp collisions with like (unlike)<br />

helicities. In leading order, this can be factor-<br />

Figure 1: Beam and side views <strong>of</strong> the PHENIX<br />

detector<br />

ized as the sum <strong>of</strong> all partonic subprocesses ab → cX where parton c fragments into the<br />

detected π 0 . In this framework, ALL can be understood as the convolution :<br />

A π0<br />

LL =<br />

�<br />

abc ΔfaΔfbˆσ(ab → cX)âLL(ab → cX)Dπ0 c<br />

�<br />

abc fafbˆσ(ab → cX)Dπ0 ,<br />

c<br />

where fa(Δfa) are the unpolarized (polarized) parton distribution functions, and D π c is<br />

the fragmentation function <strong>of</strong> c into π. The spin-averaged partonic scattering cross-section<br />

for ab → cX is denoted by ˆσ, andâLL is the analyzing power; both <strong>of</strong> which are calculable<br />

at next-to-leading order [2].<br />

The ALL(pp → π 0 X) analysis have been PHENIX’ most sensitive probes <strong>of</strong> Δg since<br />

we can trigger on and reconstruct π 0 → 2γ with high efficiency. Also, at √ s = 200 GeV,<br />

the cross-section is dominated by qg scattering for pTπ > 5 GeV, so the process is directly<br />

sensitive to Δg.<br />

In the analysis, the invariant mass spectrum is formed from all pairs <strong>of</strong> photons, and<br />

the asymmetry is formed around the π 0 mass peak in a window from 112-162 MeV. The<br />

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