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Premium member Presentation Transcript Color Glass Condensate at RHIC: Color Glass Condensate at RHIC Jamal Jalilian-Marian Institute for Nuclear Theory Seattle, Washington OUTLINE: OUTLINE Quantum Chromo Dynamics Perturbative QCD Parton Model Semi-Classical QCD Color Glass Condensate Color Quantum Fluid Semi-Classical QCD at RHIC Indications TestsPerturbative QCD: Perturbative QCD Quarks, gluons (x, Q2) Weak coupling (s << 1) Collinear factorization Incoherence Dilute systemsSemi-Classical QCD: Semi-Classical QCD Wilson lines Weak coupling (s << 1) Classical fields + renormalization group Coherence (longitudinal): lc ~ 1/mN x Dense systems Gluon Saturation: Small X/Large A Large occupation number Coherent state Saturation momentum Qs (x) Gluon SaturationSlide6: Color Glass Condensate Pt < Qs(y) Color Quantum Fluid Qs(y) < Pt < Qes(y) Dilute Parton Gas Pt > Qes(y) Where is RHIC? Qs QesQCD: Kinematic Regions: QCD: Kinematic Regions Color Glass Condensate High gluon density Strong classical fields Non-Linear evolution: JIMWLK (BK at large Nc) Color Quantum Fluid Low gluon density Linear evolution: BFKL Anomalous dimension (kt factorization) Dilute Parton Gas Low gluon density Linear evolution: DGLAP No anomalous dimension (collinear factorization)Coherence at RHIC: Coherence at RHIC Multiplicity growth: from pp to AA Incoherent scattering ~3 Coherent scattering ~ 50%Color Glass Condensate at RHIC: Color Glass Condensate at RHIC Gluon production Multiplicities are correctly predicted Beware of the fragmentation regionColor Glass Condensate at RHIC: Color Glass Condensate at RHIC Energy, Npart dependence: OK Warning: saturation at s ~ 20 GeV !Color Quantum Fluid at RHIC?: Color Quantum Fluid at RHIC? RAA < 1: initial state? BFKL anomalous dimension: 1/Q2 ---> (1/Q2)0.6 Approximate Npart scaling 2 ---> 1 processes (reduced back to back correlations)dA:Mid Rapidity: dA:Mid Rapidity R_dA (pt > 2 GeV) Quantum evolution: not the dominant physics Classical: MV model (Cronin effect)? Correlations (pt > 4 GeV) CGC: not the dominant physics RHIC: Color Glass Condensate?: RHIC: Color Glass Condensate? HERA (protons): X ≤ 0.01 Mid rapidity RHIC (AA): Pt ~ 5 GeV --> X ~ 0.1 Pt ~ 1 GeV --> X ~ 0.01 Multiplicity (P_t < 1 GeV): OK High Pt spectra: X is too large Color Glass Condensate provides the initial conditions, but the physics of high pt is that of final state rescattering, energy loss, …. Look forward in dAdA: The Common Approach: dA: The Common Approach Two main effects Cronin Intrinsic momentum F(x, Q2) --> F(x, kt2, Q2) <kt2>pA = <kt2>pp + k H[n] Parameters from fitting data at low energy Shadowing Parameterize the data on structure functions Gluon shadowing? Phenomenological models Parameters are process, energy, etc. dependent No Universality ---> Predictability ?dA: The CGC Approach: dA: The CGC ApproachGoing Forward at RHIC: Going Forward at RHIC Assume saturation works for x ≤ x0 [x0~10-2 --> Qs(x0) ~ 1.6 GeV] For x ~ x0: classical approximation (MV model) Suppression (enhancement) at pt < (>) Qs Forward: y = 0 ---> 2 ---> 4 x ~ 10-2 ---> 10-3 ---> 10-4 << x0 (pt ~ 2 GeV) Quantum evolution becomes essential Qs(y0) = 1.6 GeV ---> Qs(y=4) = 2.6 GeV Qes(y0) = 1.6 GeV ---> Qes(y=4) = 4.2 GeV Suppression at pt < Qes Centrality Reduced correlations (2 ---> 1 processes are dominant) Forward rapidity: CGC and CQF regions open upForward Rapidity dA: Forward Rapidity dA Illustration Suppression of RdA as we go forwardForward Rapidity dA: Forward Rapidity dAForward Rapidity dA at RHIC: Forward Rapidity dA at RHIC Deuteron fragmentation region Deuteron: large x1 Nucleus: small x2 The experimental coverage STAR: neutral pions at y = 0, 4 BRAHMS: charged hadrons at y = 0, 1, 2, 3 PHENIX: dileptons at y = 0, 2 Map out the QCD kinematic regions at RHIC (pt, y, correlations, centrality) Hadrons (Zave < 1 ---> higher pt partons) Photons, dileptons, photon + jetDilepton Production in dA: Dilepton Production in dA No final state interactions Dipole cross section Additional handle: M2 PHENIX: l+l- at y = 1.2 - 2.4 Dilepton Production in dA: Dilepton Production in dA y = 2.2 Integrated over pt RdA < 1 Summary: Summary CGC is a new and exciting aspect of QCD CGC provides the initial conditions for formation of QGP in heavy ion collisions There are strong hints of CGC/CQF at RHIC Multiplicity, energy dependence, forward rapidity spectra, … Further tests: electromagnetic signatures, back to back correlations, centrality … Forward rapidity region in dA is the best place to explore CGC/CQF at RHIC You do not have the permission to view this presentation. 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JJalilian Marian PPTMac Michela Download Post to : URL : Related Presentations : Share Add to Flag Embed Email Send to Blogs and Networks Add to Channel Uploaded from authorPOINTLite Insert YouTube videos in PowerPont slides with aS Desktop Copy embed code: (To copy code, click on the text box) Embed: URL: Thumbnail: WordPress Embed Customize Embed The presentation is successfully added In Your Favorites. Views: 32 Category: Education License: All Rights Reserved Like it (0) Dislike it (0) Added: January 09, 2008 This Presentation is Public Favorites: 0 Presentation Description No description available. Comments Posting comment... Premium member Presentation Transcript Color Glass Condensate at RHIC: Color Glass Condensate at RHIC Jamal Jalilian-Marian Institute for Nuclear Theory Seattle, Washington OUTLINE: OUTLINE Quantum Chromo Dynamics Perturbative QCD Parton Model Semi-Classical QCD Color Glass Condensate Color Quantum Fluid Semi-Classical QCD at RHIC Indications TestsPerturbative QCD: Perturbative QCD Quarks, gluons (x, Q2) Weak coupling (s << 1) Collinear factorization Incoherence Dilute systemsSemi-Classical QCD: Semi-Classical QCD Wilson lines Weak coupling (s << 1) Classical fields + renormalization group Coherence (longitudinal): lc ~ 1/mN x Dense systems Gluon Saturation: Small X/Large A Large occupation number Coherent state Saturation momentum Qs (x) Gluon SaturationSlide6: Color Glass Condensate Pt < Qs(y) Color Quantum Fluid Qs(y) < Pt < Qes(y) Dilute Parton Gas Pt > Qes(y) Where is RHIC? Qs QesQCD: Kinematic Regions: QCD: Kinematic Regions Color Glass Condensate High gluon density Strong classical fields Non-Linear evolution: JIMWLK (BK at large Nc) Color Quantum Fluid Low gluon density Linear evolution: BFKL Anomalous dimension (kt factorization) Dilute Parton Gas Low gluon density Linear evolution: DGLAP No anomalous dimension (collinear factorization)Coherence at RHIC: Coherence at RHIC Multiplicity growth: from pp to AA Incoherent scattering ~3 Coherent scattering ~ 50%Color Glass Condensate at RHIC: Color Glass Condensate at RHIC Gluon production Multiplicities are correctly predicted Beware of the fragmentation regionColor Glass Condensate at RHIC: Color Glass Condensate at RHIC Energy, Npart dependence: OK Warning: saturation at s ~ 20 GeV !Color Quantum Fluid at RHIC?: Color Quantum Fluid at RHIC? RAA < 1: initial state? BFKL anomalous dimension: 1/Q2 ---> (1/Q2)0.6 Approximate Npart scaling 2 ---> 1 processes (reduced back to back correlations)dA:Mid Rapidity: dA:Mid Rapidity R_dA (pt > 2 GeV) Quantum evolution: not the dominant physics Classical: MV model (Cronin effect)? Correlations (pt > 4 GeV) CGC: not the dominant physics RHIC: Color Glass Condensate?: RHIC: Color Glass Condensate? HERA (protons): X ≤ 0.01 Mid rapidity RHIC (AA): Pt ~ 5 GeV --> X ~ 0.1 Pt ~ 1 GeV --> X ~ 0.01 Multiplicity (P_t < 1 GeV): OK High Pt spectra: X is too large Color Glass Condensate provides the initial conditions, but the physics of high pt is that of final state rescattering, energy loss, …. Look forward in dAdA: The Common Approach: dA: The Common Approach Two main effects Cronin Intrinsic momentum F(x, Q2) --> F(x, kt2, Q2) <kt2>pA = <kt2>pp + k H[n] Parameters from fitting data at low energy Shadowing Parameterize the data on structure functions Gluon shadowing? Phenomenological models Parameters are process, energy, etc. dependent No Universality ---> Predictability ?dA: The CGC Approach: dA: The CGC ApproachGoing Forward at RHIC: Going Forward at RHIC Assume saturation works for x ≤ x0 [x0~10-2 --> Qs(x0) ~ 1.6 GeV] For x ~ x0: classical approximation (MV model) Suppression (enhancement) at pt < (>) Qs Forward: y = 0 ---> 2 ---> 4 x ~ 10-2 ---> 10-3 ---> 10-4 << x0 (pt ~ 2 GeV) Quantum evolution becomes essential Qs(y0) = 1.6 GeV ---> Qs(y=4) = 2.6 GeV Qes(y0) = 1.6 GeV ---> Qes(y=4) = 4.2 GeV Suppression at pt < Qes Centrality Reduced correlations (2 ---> 1 processes are dominant) Forward rapidity: CGC and CQF regions open upForward Rapidity dA: Forward Rapidity dA Illustration Suppression of RdA as we go forwardForward Rapidity dA: Forward Rapidity dAForward Rapidity dA at RHIC: Forward Rapidity dA at RHIC Deuteron fragmentation region Deuteron: large x1 Nucleus: small x2 The experimental coverage STAR: neutral pions at y = 0, 4 BRAHMS: charged hadrons at y = 0, 1, 2, 3 PHENIX: dileptons at y = 0, 2 Map out the QCD kinematic regions at RHIC (pt, y, correlations, centrality) Hadrons (Zave < 1 ---> higher pt partons) Photons, dileptons, photon + jetDilepton Production in dA: Dilepton Production in dA No final state interactions Dipole cross section Additional handle: M2 PHENIX: l+l- at y = 1.2 - 2.4 Dilepton Production in dA: Dilepton Production in dA y = 2.2 Integrated over pt RdA < 1 Summary: Summary CGC is a new and exciting aspect of QCD CGC provides the initial conditions for formation of QGP in heavy ion collisions There are strong hints of CGC/CQF at RHIC Multiplicity, energy dependence, forward rapidity spectra, … Further tests: electromagnetic signatures, back to back correlations, centrality … Forward rapidity region in dA is the best place to explore CGC/CQF at RHIC