ATLAS vn results vn from event plane method

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Presentation transcript:

ATLAS vn results vn from event plane method Jiangyong Jia for the ATLAS Collaboration Stony Brook University and BNL vn from event plane method vn from two-particle correlation method Comparison between the two methods

Motivation (one of the many) Long range structure at RHIC 3-4 x 1-2 GeV, Au+Au √s=200 GeV Jet1 Jet2 Ridge Double hump or cone What is the physics origin of “ridge” and “cone” in 2P correlations? Are they due to “jet-medium” interactions or “fluctuation+flow”?

Higher order harmonics in hydro-picture Initial spatial fluctuations of nucleons lead to higher moments of deformations, each with its own orientation. They are transferred to pT space by collective expansion Single particle distribution become anisotropic Pairs appear as narrow peak at near-side (all moments are in phase), a broad peak at away-side (out of phase) Alver, Roland, Staig, Shuryak, Singles: EP method 2PC method Pairs: ε2 ε3 ε4

ATLAS Detector EP method: 3.3<|η|<4.8 |η|<2.5 EP method: Correlate tracks at |η|<2.5 with EP from full FCal in 3.3<|η|<4.8 full FCal method

ATLAS Detector EP method: Two-particle correlation method 3.3<|η|<4.8 |η|<2.5 EP method: Correlate tracks at |η|<2.5 with EP from full FCal in 3.3<|η|<4.8 full FCal method Correlate tracks at η>0 with EP from FCal at η<0 and vice versa FCalP(N) method The latter significantly increase the η gap between track and FCal: <Δη> =35 Two-particle correlation method Charged particle pairs with a large rapidity gap, e.g. |Δη|>2. 8 μb-1 Pb+Pb data from fall 2010 (48 M events)

Event Plane method vnobs measured by correlation of tracks with nth flow vector Qn at FCal Followed by a resolution correction Poskanzer &Voloshin, PRC58,1671 (1998)

Event Plane Resolution Significant resolution for n=2-6 from full FCal. Systematic errors estimated via two-sub-event and various three-sub-event methods vn(n,pT,η,cent)

vn(n=2-6) vs pT (0.5-12 GeV) Similar pT dependence for all n: rise to 3-4 GeV, then falls

vn vs pT vn (n=2-6) vs pT for several centrality selections Similar pT dependence for all n: rise to 3-4 GeV, then falls vn (n>2) has steeper slope and may exceed v2 in central collisions.

v2 measured out to 20 GeV Charged hadrons, pT=0.5-20 GeV, mid-rapidity, |η|<1 FCalP(N) method central peripheral Weak pT dependence beyond 8-10 GeV out to 20 GeV Important constraint on jet quenching models! Adam Trzupek, Friday 15:00

Compare to RHIC WHDG |η|<1 Similar magnitude and pT dependence in overlapping pT range Consistent with pQCD calculations for pT>10-12 GeV?

Scaling relations between vn Hydrodynamics model suggests different vn are related, e.g. Plot the (n=3-6) ratio for several centrality selections

Scaling relations between vn Hydrodynamics model suggests different vn are related, e.g. Plot the (n=3-6) ratio for several centrality selections Notice the change of scales Most pT dependence is linearized in the ratio!

vn vs pseudorapidity vn (n=2-6) vs η for several centrality selections Weak η dependence for all vn !

vn vs centrality Plot vn(n=2-6) vs centrality in 5% centrality steps plus a 0-1% most central bin (the right most point) Rise to mid-centrality then falls; higher order vn is flatter v3,v4 even v5 exceed v2 at high pT in most central collisions

Two-particle correlation method Fourier decompose the 1D Δϕ correlation in given Δη slice No fitting! vn,n calculated directly via DFT for n=1-15

Two-particle correlation method Fourier decompose the 1D Δϕ correlation in given Δη slice No fitting! vn,n calculated directly via DFT for n=1-15 vn,n is expected to factorize into single vn for flow vn from “fixed-pT” correlation cross-check via “mixed-pT” correlation

Repeat this for each Δη slice Suppress the near-side jet bias with a large Δη gap |Δη|>2 Near-side jet bias v2-v6 extracted as a function of Δη. v2-v6 obey factorization for |Δη|>2, pT<3-4 GeV, and in non-peripheral collisions; v1 does not

Power spectra in azimuth angle vn vs n for n=1-15 in 0-5% most central collisions and 2.0-3.0 GeV Significant v2-v6 signal, higher order consistent with 0 Damping of higher order harmonics provides important constraint on η/s The error on vn=√vn,n is highly non-Gaussian

Compare with the Event Plane method Consistent between the 2PC and full FCal EP method (Similar for FCalP(N)).

Reconstruct 2PC from Event Plane vn From 2PC method From EP method well reproduced! NO ZYAM subtraction here!

Contribution from odd and even harmonics Away-side shape is due to interplay between odd and even harmonics! So where is the away-jet contribution?

Rise and fall of “ridge/cone”—Centrality evolution Pay attention to how long-range structures disappear and clear jet-related peaks emerge on the away-side Strength of soft component increase and then decrease Near-side jet peak is truncated from top to better reveal long range structure

Rise and fall of “ridge/cone”—pT evolution select the long range components with |Δη|>2 and see how it evolves with pT |Δη|>2 Strength of long range components first increase to 4-5 GeV then decrease Clear away jet emerges in 6-8 GeV range

Rise and fall of “ridge/cone”—pT evolution select the long range components with |Δη|>2 and see how it evolves with pT Strength of long range components first increase to 4-5 GeV then decrease Clear away jet emerges in 6-8 GeV range

Conclusion We extracted the v2-v6 via both EP and 2P correlation methods Significant v2-v6 are observed from EP, they show similar dependence on η, pT and centrality, and follow an interesting scaling relation Consistent with results from 2P correlation with |Δη|>2 cut at low pT The long range “ridge” and “cone” structures in two-particle correlation function at low pT can be explained by v2-v6 and a momentum conservation term (v1). The initial geometry fluctuations, together with small viscosity of medium are likely responsible for these higher coefficients. This measurement can help elucidate the nature of these fluctuations and better constrain the transport properties. Adam Trzupek, Friday 15:00 Poster Soumya Mohapatra #7 A 30p note is publicly available http://cdsweb.cern.ch/record/1352458