diff --git a/analyses/pluginRHIC/STAR_2016_I1414638.cc b/analyses/pluginRHIC/STAR_2016_I1414638.cc --- a/analyses/pluginRHIC/STAR_2016_I1414638.cc +++ b/analyses/pluginRHIC/STAR_2016_I1414638.cc @@ -1,198 +1,192 @@ // -*- C++ -*- #include "Rivet/Analysis.hh" #include "Rivet/Projections/FinalState.hh" #include "Rivet/Projections/ChargedFinalState.hh" #include "Rivet/Projections/SingleValueProjection.hh" #include "Rivet/Projections/ImpactParameterProjection.hh" #include "Rivet/Tools/Percentile.hh" #include namespace Rivet { /// @brief Centrality projection for STAR AuAu. - /// Should be but in a different file, and a separate analysis along with - /// it when finished, just as the pPb multiplicity analysis. - /// A skeleton is written below, but without any data to compare to. - /// There should be a BES multiplicity paper somewhere, that this could - /// be validated against. - class CentralMultiplicityCentrality : public SingleValueProjection { public: /// Constructor CentralMultiplicityCentrality() { declare(ChargedFinalState(Cuts::abseta < 0.5), "FSCentralMultCent"); } /// Clone on the heap. DEFAULT_RIVET_PROJ_CLONE(CentralMultiplicityCentrality); protected: /// Perform the projection void project(const Event& e) { clear(); double estimate = apply(e, "FSCentralMultCent").particles().size(); set(estimate); } /// Compare projections. int compare(const Projection& p) const { return mkNamedPCmp(p, "FSCentralMultCent"); } }; /// @brief Centrality calibration analysis skeleton. Should be put in a /// different file. class STAR_BES_CALIB : public Analysis { public: STAR_BES_CALIB () : Analysis("STAR_BES_CALIB") {}; /// Book histograms and initialise projections before the run void init() { // One projection for the actual observable, and one for the // generated impact parameter. declare(CentralMultiplicityCentrality(), "Centrality"); declare(ImpactParameterProjection(), "IMP"); // The calibration histogram: _calib = bookHisto1D("CMULT", 100, 0.0, 2000.0); // If histogram was pre-loaded, the calibration is done. _done = ( _calib->numEntries() > 0 ); // The alternative histogram based on impact parameter. Note that // it MUST be named the same as the histogram for the experimental // observable with an added _IMP suffix for the Pecentile<> // binning to work properly. _impcalib = bookHisto1D("CMULT_IMP", 400, 0.0, 20.0); } /// Perform the per-event analysis void analyze(const Event& event) { if ( _done ) return; const double weight = event.weight(); // The alternative centrality based on generated impact // parameter, assumes that the generator does not describe the // full final state, and should therefore be filled even if the // event is not triggered. _impcalib->fill(apply(event, "IMP")(), weight); _calib->fill(apply(event, "Centrality")(), weight); } /// Finalize void finalize() { _calib->normalize(); _impcalib->normalize(); } private: /// The calibration histograms. Histo1DPtr _calib; Histo1DPtr _impcalib; /// Safeguard from adding to a pre-loaded histogram. bool _done; }; // The hook for the plugin system DECLARE_RIVET_PLUGIN(STAR_BES_CALIB); /// @brief Third harmonic of azimuthal correlations in Au+Au collisions // at different COM energies. class STAR_2016_I1414638 : public Analysis { public: /// Constructor STAR_2016_I1414638 () : Analysis("STAR_2016_I1414638") {} void init() { /// Projections /// The centrality projection. declareCentrality(CentralMultiplicityCentrality(), "STAR_BES_CALIB", "CMULT", "CMULT"); /// The observed particles. declare(ChargedFinalState(Cuts::abseta < 1.0 && Cuts::pT > 0.2*GeV), "CFS"); /// The centrality bins centralityBins = {5., 10, 20, 30, 40, 50, 60, 70, 80}; /// The corresponding histograms for the different analysis energies. vector energies = {7.7, 11.5, 14.5, 19.6, 27.0, 39.0, 62.4, 200.0}; int energy = -1; for (int i = 0, N = energies.size(); i < N; ++i) { if (fuzzyEquals(sqrtS()/197./GeV,energies[i],1E-1)) energy = i; } if (energy == -1) MSG_ERROR("Incompatible beam energy!"); for (int i = 0; i < 9; ++i) h_v32[centralityBins[i]] = bookProfile1D(1 + i + 9 * energy, 1, 1); } /// Perform the per-event analysis void analyze(const Event& event) { const double weight = event.weight(); const ChargedFinalState& cfs = applyProjection(event, "CFS"); // Require at least two charged particles for the analysis to make sense. // No further triggers are described in the paper. const Particles& particles = cfs.particles(); if (particles.size() < 2) return; // The centrality projection const CentralityProjection& cent = apply(event,"CMULT"); - double c = cent(); + const double c = cent(); // Find the correct histogram to fill. auto hItr = h_v32.upper_bound(c); if (hItr == h_v32.end()) return; for(int i = 0, N = particles.size(); i < N; ++i){ for(int j = i + 1; j < N; ++j){ - double eta1 = particles[i].eta(); - double eta2 = particles[j].eta(); + const double eta1 = particles[i].eta(); + const double eta2 = particles[j].eta(); if(eta1 * eta2 < 0){ - double deltaPhi = abs(particles[i].phi() - particles[j].phi()); + const double deltaPhi = abs(particles[i].phi() - particles[j].phi()); // Fill profile with v_2(2)^2 from eq. (1) in the paper. hItr->second->fill(abs(eta1 - eta2), cos(3.*deltaPhi), weight); } } } } /// Normalise histograms etc., after the run void finalize() { } //@} /// @name Histograms //@{ // The centralities. vector centralityBins; // The histograms. map h_v32; //@} }; // The hook for the plugin system DECLARE_RIVET_PLUGIN(STAR_2016_I1414638); } diff --git a/analyses/pluginRHIC/STAR_2016_I1414638.info b/analyses/pluginRHIC/STAR_2016_I1414638.info --- a/analyses/pluginRHIC/STAR_2016_I1414638.info +++ b/analyses/pluginRHIC/STAR_2016_I1414638.info @@ -1,44 +1,46 @@ Name: STAR_2016_I1414638 Year: 2016 -Summary: +Summary: Beam energy dependence of the third harmonic of azimuthal correlations Experiment: STAR -Collider: +Collider: RHIC InspireID: 1414638 Status: UNVALIDATED Authors: - - Your Name -#References: -#- '' -#- '' -#- '' -RunInfo: + - Maria Stefaniak + - Christian Bierlich +References: +- 'Phys.Rev.Lett. 116 (2016) no.11, 112302' +- 'DOI: 10.1103/PhysRevLett.116.112302' +- 'arXiv:1601.01999 ' +RunInfo: Minimum bias AuAu events at various collision energies. NeedCrossSection: no Beams: [1000791970, 1000791970] Options: - cent=REF,GEN,IMP,USR # This is _total_ energy of beams, so this becomes 197*200=39400 etc. Energies: [1516.9, 2265.5, 2856.5, 3861.2, 5319, 7683, 12292.8, 39400] Description: - ' 50\;\GeV$.>' + 'Results of harmonic decomposition of two-particle azimuthal correlations + in AuAu collisions, in energies recorded in the beam energy scan. For MC + purposes, note that the lowest energies might be too low for standard + generators to even initialize.' BibKey: Adamczyk:2016exq BibTeX: '@article{Adamczyk:2016exq, author = "Adamczyk, L. and others", title = "{Beam Energy Dependence of the Third Harmonic of Azimuthal Correlations in Au+Au Collisions at RHIC}", collaboration = "STAR", journal = "Phys. Rev. Lett.", volume = "116", year = "2016", number = "11", pages = "112302", doi = "10.1103/PhysRevLett.116.112302", eprint = "1601.01999", archivePrefix = "arXiv", primaryClass = "nucl-ex", SLACcitation = "%%CITATION = ARXIV:1601.01999;%%" }' ToDo: - Implement the analysis, test it, remove this ToDo, and mark as VALIDATED :-) diff --git a/analyses/pluginRHIC/STAR_2016_I1414638.plot b/analyses/pluginRHIC/STAR_2016_I1414638.plot --- a/analyses/pluginRHIC/STAR_2016_I1414638.plot +++ b/analyses/pluginRHIC/STAR_2016_I1414638.plot @@ -1,8 +1,443 @@ -# BEGIN PLOT /STAR_2016_I1414638/d01-x01-y01 -#Title=[Uncomment and insert title for histogram d01-x01-y01 here] -#XLabel=[Uncomment and insert x-axis label for histogram d01-x01-y01 here] -#YLabel=[Uncomment and insert y-axis label for histogram d01-x01-y01 here] -# + any additional plot settings you might like, see make-plots documentation +# BEGIN PLOT /STAR_2016_I1414638/d10-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 11.5$ GeV, 0-5\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d11-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 11.5$ GeV, 5-10\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d12-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 11.5$ GeV, 10-20\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d13-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 11.5$ GeV, 20-30\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d14-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 11.5$ GeV, 30-40\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d15-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 11.5$ GeV, 40-50\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d16-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 11.5$ GeV, 50-60\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d17-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 11.5$ GeV, 60-70\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d18-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 11.5$ GeV, 70-80\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d19-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 14.5$ GeV, 0-5\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d20-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 14.5$ GeV, 5-10\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d21-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 14.5$ GeV, 10-20\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d22-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 14.5$ GeV, 20-30\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d23-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 14.5$ GeV, 30-40\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d24-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 14.5$ GeV, 40-50\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d25-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 14.5$ GeV, 50-60\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d26-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 14.5$ GeV, 60-70\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d27-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 14.5$ GeV, 70-80\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d28-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 19.6$ GeV, 0-5\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d29-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 19.6$ GeV, 5-10\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d30-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 19.6$ GeV, 10-20\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d31-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 19.6$ GeV, 20-30\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d32-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 19.6$ GeV, 30-40\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d33-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 19.6$ GeV, 40-50\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d34-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 19.6$ GeV, 50-60\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d35-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 19.6$ GeV, 60-70\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d36-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 19.6$ GeV, 70-80\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d37-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 27.0$ GeV, 0-5\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d38-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 27.0$ GeV, 5-10\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d39-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 27.0$ GeV, 10-20\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d40-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 27.0$ GeV, 20-30\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d41-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 27.0$ GeV, 30-40\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d42-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 27.0$ GeV, 40-50\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d43-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 27.0$ GeV, 50-60\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d44-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 27.0$ GeV, 60-70\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d45-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 27.0$ GeV, 70-80\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d46-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 39.0$ GeV, 0-5\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d47-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 39.0$ GeV, 5-10\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d48-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 39.0$ GeV, 10-20\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d49-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 39.0$ GeV, 20-30\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d50-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 39.0$ GeV, 30-40\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d51-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 39.0$ GeV, 40-50\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d52-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 39.0$ GeV, 50-60\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d53-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 39.0$ GeV, 60-70\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d54-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 39.0$ GeV, 70-80\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d55-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 62.4$ GeV, 0-5\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d56-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 62.4$ GeV, 5-10\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d57-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 62.4$ GeV, 10-20\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d58-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 62.4$ GeV, 20-30\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d59-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 62.4$ GeV, 30-40\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d60-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 62.4$ GeV, 40-50\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d61-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 62.4$ GeV, 50-60\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d62-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 62.4$ GeV, 60-70\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d63-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 62.4$ GeV, 70-80\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d64-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 62.4$ GeV, 0-5\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d65-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 200$ GeV, 5-10\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d66-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 200$ GeV, 10-20\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d67-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 200$ GeV, 20-30\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d68-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 200$ GeV, 30-40\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d69-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 200$ GeV, 40-50\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d70-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 200$ GeV, 50-60\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d71-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 200$ GeV, 60-70\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 +# END PLOT +# BEGIN PLOT /STAR_2016_I1414638/d72-x01-y01 +Title=$v^2_3\{2\}$, $\sqrt{s_{NN}} = 200$ GeV, 70-80\% centrality. +XLabel=$\Delta \eta$ +YLabel=$\langle \cos(3(\Delta \phi)\rangle$ +LogX=0 +LogY=0 # END PLOT -# ... add more histograms as you need them ... +