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- 01 statistical analysis of 2008 HV
- 02 BTOW swaps ver=1.3
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01 statistical analysis of 2008 HV
Updated on Wed, 2008-08-20 08:02. Originally created by balewski on 2008-08-19 16:54.
Under:
Goal: study eta dependence of 2008 BTOW HV
Fig 1 Eta-phi distribution of HV
Formulas used to map tower ID in to eta-phi location int id0=id-1; int iwe=0; // West/East switch if(id>2400) iwe=1; int id0=id0%2400; int iphi=id0/20; int ieta=id0%20; if(iwe==0) ieta=ieta+20; else ieta=19-ieta;
Fig 2 Batch 1, Eta-phi distribution of HV
eta=0.05 mean HV=821 +/- 5 sigHV=60 eta=0.15 mean HV=820 +/- 5 sigHV=60 eta=0.25 mean HV=815 +/- 5 sigHV=62 eta=0.35 mean HV=811 +/- 5 sigHV=66 eta=0.45 mean HV=817 +/- 5 sigHV=66 eta=0.55 mean HV=820 +/- 5 sigHV=57 eta=0.65 mean HV=820 +/- 5 sigHV=59 eta=0.75 mean HV=806 +/- 5 sigHV=62 eta=0.85 mean HV=807 +/- 5 sigHV=58 eta=0.95 mean HV=829 +/- 5 sigHV=65
Fig 3 Batch 2, Eta-phi distribution of HV
eta=0.05 mean HV=759 +/- 6 sigHV=56 eta=0.15 mean HV=760 +/- 7 sigHV=62 eta=0.25 mean HV=756 +/- 6 sigHV=53 eta=0.35 mean HV=763 +/- 6 sigHV=55 eta=0.45 mean HV=756 +/- 7 sigHV=58 eta=0.55 mean HV=760 +/- 6 sigHV=54 eta=0.65 mean HV=743 +/- 6 sigHV=52 eta=0.75 mean HV=754 +/- 6 sigHV=54 eta=0.85 mean HV=754 +/- 7 sigHV=64 eta=0.95 mean HV=769 +/- 7 sigHV=59
Fig 4 Batch 3, Eta-phi distribution of HV
eta=-0.95 mean HV=730 +/- 4 sigHV=57 eta=-0.85 mean HV=723 +/- 4 sigHV=57 eta=-0.75 mean HV=727 +/- 4 sigHV=59 eta=-0.65 mean HV=718 +/- 4 sigHV=58 eta=-0.55 mean HV=723 +/- 4 sigHV=58 eta=-0.45 mean HV=720 +/- 4 sigHV=56 eta=-0.35 mean HV=727 +/- 4 sigHV=54 eta=-0.25 mean HV=724 +/- 4 sigHV=60 eta=-0.15 mean HV=735 +/- 4 sigHV=59 eta=-0.05 mean HV=729 +/- 4 sigHV=60
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