Energy deposition in dependence on p T Luk áš Malina
Datasets • Real data: data11_7TeV.*.physics_ JetTauEtmiss.merge.NTUP_SMQCD.*_p621/ – Integral luminosity 1.031 fb -1 – Trigger EF_j240_a4tc_EFFS is used • Monte Carlo: mc10_7TeV.*.J*_ pythia_jetjet.merge.NTUP_SMQCD.*_p621/ • MC histograms merged by hadd.C – different JX samples (1-8) are weighted • Jet reconstruction algorithm AntiK T 4 is used
Energy plots • Data are split by rapidity and by reconstructed p T of jets – p T bins are 20 GeV/c wide • Mean values of jet energy deposition in parts of calorimeter are calculated for every bin
TileBar1 • Comparison of real data to simulation
TileBar1 • Ratio of energy deposition from real data and from Monte Carlo
TileBar2 • Comparison of real data to simulation
TileBar2 • Ratio of energy deposition from real data and from Monte Carlo
TileExt1 • Comparison of real data to simulation
TileExt1 • Ratio of energy deposition from real data and from Monte Carlo
TileExt2 • Comparison of real data to simulation
TileExt2 • Ratio of energy deposition from real data and from Monte Carlo
HEC2 • Comparison of real data to simulation
HEC2 • Ratio of energy deposition from real data and from Monte Carlo
HEC3 • Comparison of real data to simulation
HEC3 • Ratio of energy deposition from real data and from Monte Carlo
p T distribution Rea eal Da l Data ta Mon Monte Car te Carlo lo J1 J1-8
φ distribution Rea eal Da l Data ta Mon Monte Car te Carlo lo J1 J1-8
Conclusions • It is necessary to fix a pileup bug in Monte Carlo (peaks about 200 GeV/c) – By cuting the p T interval of Jx sample – By cuting the distance between truth and real primary vertex position
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