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[Rivet-svn] r4012 - in branches/2012-06-aidarivet/data: anainfo plotinfoblackhole at projects.hepforge.org blackhole at projects.hepforge.orgWed Nov 14 18:40:36 GMT 2012
Author: hoeth Date: Wed Nov 14 18:40:36 2012 New Revision: 4012 Log: fix .plot and .info data for CMS_2012_I1107658 Modified: branches/2012-06-aidarivet/data/anainfo/CMS_2012_I1107658.info branches/2012-06-aidarivet/data/plotinfo/CMS_2012_I1107658.plot Modified: branches/2012-06-aidarivet/data/anainfo/CMS_2012_I1107658.info ============================================================================== --- branches/2012-06-aidarivet/data/anainfo/CMS_2012_I1107658.info Wed Nov 14 17:58:20 2012 (r4011) +++ branches/2012-06-aidarivet/data/anainfo/CMS_2012_I1107658.info Wed Nov 14 18:40:36 2012 (r4012) @@ -1,6 +1,6 @@ Name: CMS_2012_I1107658 Year: 2012 -Summary: Measurement of the Underlying Event Activity in the Drell-Yan process at centre-of-mass energy of 7 TeV . +Summary: Measurement of the Underlying Event Activity in the Drell-Yan process at centre-of-mass energy of 7 TeV Experiment: CMS Collider: LHC SpiresID: @@ -17,19 +17,25 @@ NeedCrossSection: yes pT Cuts: pT > 0.5 GeV (all charged particles) Description: - A measurement of the underlying event activity using Drell-Yan events using muonic final state. - The production of charged particles with pseudorapidity |eta| < 2 and - transverse momentum pT > 0.5 GeV/c is studied in towards, transverse and away region w.r.t. to - the direction of di-muon system. The UE activity is measured in terms of of a particle density - and an energy density. The particle density is computed as the average number of primary charged - particles per unit pseudorapidity and per unit azimuth. The energy density is expressed in terms - of the average of the scalar sum of the transverse momenta of primary charged particles per unit - pseudorapidity and azimuth. The ratio of the energy and particle density is also reported in 3 regions. - UE activity is studied as a function of invariant mass of muon pair (M_mumu) - by limiting the ISR contribution by requiring transverse momentum of muon pair ( pT_mumu) < 5 GeV/c. The pT_mumu - dependence is studied for the events having M_mumu in window of 81-101 GeV^{c}. The normalized charged particle - multiplicity and pT spectrum of the charged particles in three regions also been reported for events having M_mumu in window of 81-101 GeV^{c}. - multiplicity and pT spectrum in the transverse also reported in for events having pT_mumu < 5 GeV/c. + A measurement of the underlying event activity using Drell-Yan events using + muonic final state. The production of charged particles with pseudorapidity + $|\eta| < 2$ and transverse momentum $p_\perp > 0.5$ GeV/c is studied in towards, + transverse and away region w.r.t. to the direction of di-muon system. The UE + activity is measured in terms of of a particle density and an energy + density. The particle density is computed as the average number of primary + charged particles per unit pseudorapidity and per unit azimuth. The energy + density is expressed in terms of the average of the scalar sum of the + transverse momenta of primary charged particles per unit pseudorapidity and + azimuth. The ratio of the energy and particle density is also reported in 3 + regions. UE activity is studied as a function of invariant mass of muon + pair ($M_{\mu\mu}$) by limiting the ISR contribution by requiring transverse + momentum of muon pair $p_\perp(\mu\mu) < 5 $ GeV/c. The $p_\perp(\mu\mu)$ + dependence is studied for the events having $M_{\mu\mu}$ in window of + 81-101 GeV^{c}. The normalized charged particle multiplicity and $p_\perp$ + spectrum of the charged particles in three regions also been reported for + events having M_mumu in window of 81-101 GeV/c. multiplicity and $p_\perp$ + spectrum in the transverse also reported in for events having + $p_\perp(\mu\mu) < 5$ GeV/c. BibKey: Chatrchyan:2012tb BibTeX: '@article{Chatrchyan:2012tb, author = "Chatrchyan, Serguei and others", Modified: branches/2012-06-aidarivet/data/plotinfo/CMS_2012_I1107658.plot ============================================================================== --- branches/2012-06-aidarivet/data/plotinfo/CMS_2012_I1107658.plot Wed Nov 14 17:58:20 2012 (r4011) +++ branches/2012-06-aidarivet/data/plotinfo/CMS_2012_I1107658.plot Wed Nov 14 18:40:36 2012 (r4012) @@ -1,175 +1,132 @@ -# BEGIN PLOT /CMS_2012_I1107658/d01-x01-y01 -Title=$<\text{N}_\text{ch}>$ vs $\text{p}_{T}^{\mu\mu}$, $| \Delta \phi | < 60^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$\text{p}_{T}^{\mu\mu}$ [GeV/c] -YLabel=$(1/N_\text{ev})\; dN_\text{ch}/\Delta \eta \Delta (\Delta \phi) $ -LegendYPos=0.4 -FullRange=1 +# BEGIN PLOT /CMS_2012_I1107658/d0 LogY=0 +LegendYPos=0.4 +# END PLOT + +# BEGIN PLOT /CMS_2012_I1107658/d0[1-3] +XLabel=$p_\perp(\mu\mu)$ [GeV] +YLabel=$\langle\mathrm{d}^2 N_\text{chg}/\mathrm{d}\eta\mathrm{d}\phi\rangle$ +# END PLOT + +# BEGIN PLOT /CMS_2012_I1107658/d01-x01-y01 +Title=Toward $N_\text{chg}$ density vs $p_\perp^{\mu\mu}$ # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d02-x01-y01 -Title=$<\text{N}_\text{ch}>$ vs $\text{p}_{T}^{\mu\mu}$, $60^{o} < | \Delta \phi | < 120^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$\text{p}_{T}^{\mu\mu}$ [GeV/c] -YLabel=$(1/N_\text{ev})\; dN_\text{ch}/\Delta \eta \Delta (\Delta \phi) $ -LegendYPos=0.4 -FullRange=1 -LogY=0 +Title=Transverse $N_\text{chg}$ density vs $p_\perp^{\mu\mu}$ # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d03-x01-y01 -Title=$<\text{N}_\text{ch}>$ vs $\text{p}_{T}^{\mu\mu}$, $| \Delta \phi | > 120^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$\text{p}_{T}^{\mu\mu}$ [GeV/c] -YLabel=$(1/N_\text{ev})\; dN_\text{ch}/\Delta \eta \Delta (\Delta \phi) $ -LegendYPos=0.4 -FullRange=1 -LogY=0 +Title=Away $N_\text{chg}$ density vs $p_\perp^{\mu\mu}$ +# END PLOT + + +# BEGIN PLOT /CMS_2012_I1107658/d0[4-6] +XLabel=$p_\perp(\mu\mu)$ [GeV] +YLabel=$\langle\mathrm{d}^2 \sum p_\perp/\mathrm{d}\eta\mathrm{d}\phi\rangle$ [GeV] # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d04-x01-y01 -Title=$<\Sigma\text{p}_{T}>$ vs $\text{p}_{T}^{\mu\mu}$, $| \Delta \phi | < 60^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$\text{p}_{T}^{\mu\mu}$ [GeV/c] -YLabel=$(1/N_\text{ev})\; \Sigma p_{T}/\Delta \eta \Delta (\Delta \phi)$ [GeV/c] -LegendYPos=0.4 -FullRange=1 -LogY=0 +Title=Toward $\sum p_\perp$ density vs $p_\perp^{\mu\mu}$ # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d05-x01-y01 -Title=$<\Sigma\text{p}_{T}>$ vs $\text{p}_{T}^{\mu\mu}$, $60^{o} < | \Delta \phi | < 120^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$\text{p}_{T}^{\mu\mu}$ [GeV/c] -YLabel=$(1/N_\text{ev})\; \Sigma p_{T}/\Delta \eta \Delta (\Delta \phi)$ [GeV/c] -LegendYPos=0.4 -FullRange=1 -LogY=0 +Title=Transverse $\sum p_\perp$ density vs $p_\perp^{\mu\mu}$ # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d06-x01-y01 -Title=$<\Sigma\text{p}_{T}>$ vs $\text{p}_{T}^{\mu\mu}$, $| \Delta \phi | > 120^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$\text{p}_{T}^{\mu\mu}$ [GeV/c] -YLabel=$(1/N_\text{ev})\; \Sigma p_{T}/\Delta \eta \Delta (\Delta \phi)$ [GeV/c] -LegendYPos=0.4 -FullRange=1 -LogY=0 +Title=Away $\sum p_\perp$ density vs $p_\perp^{\mu\mu}$ +# END PLOT + + +# BEGIN PLOT /CMS_2012_I1107658/d0[7-9] +XLabel=$p_\perp(\mu\mu)$ [GeV] +YLabel=$\langle p_\perp \rangle$ # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d07-x01-y01 -Title=$< \Sigma\text{p}_{T}>$/<$\text{N}_\text{ch}>$ vs $\text{p}_{T}^{\mu\mu}$, $| \Delta \phi | < 60^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$\text{p}_{T}^{\mu\mu}$ [GeV/c] -YLabel=$<\Sigma p_{T}>/<\text{N}_\text{ch}>$ [GeV/c] -LegendYPos=0.4 -FullRange=1 -LogY=0 +Title=Toward $\langle p_\perp \rangle$ vs $p_\perp^{\mu\mu}$ # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d08-x01-y01 -Title=$< \Sigma\text{p}_{T}>$/$\<text{N}_\text{ch}>$ vs $\text{p}_{T}^{\mu\mu}$, $60^{o} < | \Delta \phi | < 120^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$\text{p}_{T}^{\mu\mu}$ [GeV/c] -YLabel=$< \Sigma p_{T}>/<\text{N}_\text{ch}>$ [GeV/c] -LegendYPos=0.4 -FullRange=1 -LogY=0 +Title=Transverse $\langle p_\perp \rangle$ vs $p_\perp^{\mu\mu}$ # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d09-x01-y01 -Title=$< \Sigma\text{p}_{T}>$/$< \text{N}_\text{ch}>$ vs $\text{p}_{T}^{\mu\mu}$, $| \Delta \phi | > 120^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$\text{p}_{T}^{\mu\mu}$ [GeV/c] -YLabel=$<\Sigma p_{T}>/<\text{N}_\text{ch}>$ [GeV/c] -LegendYPos=0.4 -FullRange=1 -LogY=0 +Title=Away $\langle p_\perp \rangle$ vs $p_\perp^{\mu\mu}$ # END PLOT -# BEGIN PLOT /CMS_2012_I1107658/d10-x01-y01 -Title=$<\text{N}_\text{ch}>$ vs $\text{M}_{\mu\mu}$, $| \Delta \phi | < 120^{o}$, $ p_{T}^{\mu\mu} < 5$ GeV/c -XLabel=$\text{M}_{\mu\mu}$ [GeV/c$^{2}$] -YLabel=$(1/N_\text{ev})\; dN_\text{ch}/\Delta \eta \Delta (\Delta \phi) $ -LegendYPos=0.4 -FullRange=1 + +# BEGIN PLOT /CMS_2012_I1107658/d1[0-2] +XLabel=$m_{\mu\mu}$ [GeV] +YMin=0.5 LogY=0 +LegendYPos=0.4 +# END PLOT + +# BEGIN PLOT /CMS_2012_I1107658/d10-x01-y01 +Title=Towards $+$ transverse $N_\text{chg}$ density vs $m_{\mu\mu}$, $p_\perp^{\mu\mu} < 5$ GeV +YLabel=$\langle\mathrm{d}^2 N_\text{chg}/\mathrm{d}\eta\mathrm{d}\phi\rangle$ # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d11-x01-y01 -Title=$<\Sigma\text{p}_{T}>$ vs $\text{M}_{\mu\mu}$, $| \Delta \phi | < 120^{o}$, $ p_{T}^{\mu\mu} < 5$ GeV/c -XLabel=$\text{M}_{\mu\mu}$ [GeV/c$^{2}$] -YLabel=$(1/N_\text{ev})\; \Sigma p_{T}/\Delta \eta \Delta (\Delta \phi)$ [GeV/c] -LegendYPos=0.4 -FullRange=1 -LogY=0 +Title=Towards $+$ transverse $\sum p_\perp$ density vs $m_{\mu\mu}$, $p_\perp^{\mu\mu} < 5$ GeV +YLabel=$\langle\mathrm{d}^2 \sum p_\perp/\mathrm{d}\eta\mathrm{d}\phi\rangle$ [GeV] # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d12-x01-y01 -Title=$< \Sigma\text{p}_{T}>$/$< \text{N}_\text{ch}>$ vs $\text{M}_{\mu\mu}$, $| \Delta \phi | < 120^{o}$, $p_{T}^{\mu\mu} < 5$ GeV/c -XLabel=$\text{M}_{\mu\mu}$ [GeV/c$^{2}$] -YLabel=$<\Sigma p_{T}>/<\text{N}_\text{ch}>$ [GeV/c] -LegendYPos=0.4 -FullRange=1 -LogY=0 +Title=Towards $+$ transverse $\langle p_\perp \rangle$ vs $m_{\mu\mu}$, $p_\perp^{\mu\mu} < 5$ GeV +YLabel=$\langle p_\perp \rangle$ # END PLOT -# BEGIN PLOT /CMS_2012_I1107658/d13-x01-y01 -Title=Normalized $\text{N}_\text{ch}$, $| \Delta \phi | < 60^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$\text{N}_\text{ch}$ -YLabel=$(1/N_\text{ev})\; d N_\text{ev} / d N_\text{ch}$ -FullRange=1 -LogY=1 +# BEGIN PLOT /CMS_2012_I1107658/d1[3-5] +XLabel=$N_\text{chg}$ +YLabel=$1/N_\text{ev} \; \mathrm{d} N_\text{ev} / \mathrm{d} N_\text{chg}$ +# END PLOT + +# BEGIN PLOT /CMS_2012_I1107658/d13-x01-y01 +Title=Toward $N_\text{chg}$ # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d14-x01-y01 -Title= Normalized $\text{N}_\text{ch}$, $60^{o} < | \Delta \phi | < 120^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$\text{N}_\text{ch}$ -YLabel=$(1/N_\text{ev})\; d N_\text{ev} / d N_\text{ch}$ -FullRange=1 -LogY=1 +Title=Transverse $N_\text{chg}$ # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d15-x01-y01 -Title= Normalized $\text{N}_\text{ch}$, $| \Delta \phi | > 120^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$\text{N}_\text{ch}$ -YLabel=$(1/N_\text{ev})\; d N_\text{ev} / d N_\text{ch}$ -FullRange=1 -LogY=1 +Title=Away $N_\text{chg}$ # END PLOT + +# BEGIN PLOT /CMS_2012_I1107658/d1[6-8] +XLabel=$p_\perp$ [GeV] +YLabel=$1/N_\text{ev} \; \mathrm{d} N_\text{chg} / \mathrm{d} p_\perp$ [GeV$^{-1}$] +# END PLOT + # BEGIN PLOT /CMS_2012_I1107658/d16-x01-y01 -Title=Normalized $ \text{p}_\text{T}$, $| \Delta \phi | < 60^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$ p_\text{T}$ [GeV/c] -YLabel=d N_\text{ch} / d p_\text{T}$ $[(\text{GeV/c})^{-1}]$ -FullRange=1 -LogY=1 +Title=Toward $p_\perp$ # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d17-x01-y01 -Title= Normalized $ \text{p}_\text{T}$ , $60^{o} < | \Delta \phi | < 120^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$ p_\text{T}$ [GeV/c] -YLabel=d N_\text{ch} / d p_\text{T}$ $[(\text{GeV/c})^{-1}]$ -FullRange=1 -LogY=1 +Title=Transverse $p_\perp$ # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d18-x01-y01 -Title= Normalized $ \text{p}_\text{T}$ , $| \Delta \phi | > 120^{o}$, $ M_{\mu\mu} \in [81,101]$ GeV/c$^{2}$ -XLabel=$ p_\text{T}$ [GeV/c] -YLabel=d N_\text{ch} / d p_\text{T}$ $[(\text{GeV/c})^{-1}]$ -FullRange=1 -LogY=1 +Title=Away $p_\perp$ # END PLOT + # BEGIN PLOT /CMS_2012_I1107658/d19-x01-y01 -Title= Normalized $\text{N}_\text{ch}$, $60^{o} < | \Delta \phi | < 120^{o}$, $ p_{T}^{\mu\mu} < 5$ GeV/c -XLabel=$\text{N}_\text{ch}$ -YLabel=$(1/N_\text{ev})\; dN_\text{ev} / dN_\text{ch}$ -FullRange=1 -LogY=1 +Title=Transverse $N_\text{chg}$, $p_\perp(\mu\mu) < 5$ GeV +XLabel=$N_\text{chg}$ +YLabel=$1/N_\text{ev} \; \mathrm{d} N_\text{ev} / \mathrm{d} N_\text{chg}$ # END PLOT # BEGIN PLOT /CMS_2012_I1107658/d20-x01-y01 -Title= Normalized $ \text{p}_\text{T}$, $60^{o} < | \Delta \phi | < 120^{o}$, $ p_{T}^{\mu\mu} < 5$ GeV/c -XLabel=$ p_\text{T}$ [GeV/c] -YLabel=$dN_\text{ch} / dp_\text{T}$ $[(\text{GeV/c})^{-1}]$ -FullRange=1 -LogY=1 +Title=Transverse $p_\perp$, $p_\perp(\mu\mu) < 5$ GeV +XLabel=$p_\perp$ [GeV] +YLabel=$1/N_\text{ev} \; \mathrm{d} N_\text{chg} / \mathrm{d} p_\perp$ [GeV$^{-1}$] # END PLOT
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