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Electron high energy calibration

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Title: Electron high energy calibration


1
Electron high energy calibration
Robert Zitoun Stony Brook and LAPP CAT Force
Meeting May 13, 2003
2
Monte Carlo Energy Resolution
  • Found 3 resolution for 50 GeV electrons (3.1
    w/o geo correction)
  • i.e.
  • Still have to look at Z Monte Carlo. Volker says
    2.8

Run I Eta corrections p13
S 0.15 0.199 0.008
N 0.16 0.42 0.08
C 0.003 0.0076 0.0014
3
Data
  • p13.05 p13.06 r13.06
  • certified CC em objects
  • pT gt25 GeV
  • out of module boundaries
  • one cluster matched to a track
  • Fit it with a Breit-Wigner function M 90.2
    0.1 GeV
  • convoluted with a gaussian s 3.6 0.1 GeV
  • BW(MZ, G0 MZ/M0) N(0, s) bkg s/M 4.0
  • MZ free, s is the resolution far from 22.8
  • M0 and G0 are the PDG values
  • allows for scale indeterminacy

4
Step by Step Corrections
  • Take Cal DataChunk
  • Get back to raw ADC
  • Apply reco corrections one by one

MZ/GeV sZ/GeV sZ/MZ
raw ADC 81.5 3.6 4.4
non linearity 86.7 3.7 4.3
gain correction 86.6 3.6 4.2
scale 86.5 3.6 4.1
geometric 90.2 3.6 4.0
5
Better Calibration
  • Sampling not done at maximum (1 effect)
  • Chan to chan variation different in calibration
    and physics (1)

calibration
physics
4 channels same h, j in layer 3
6
Results with Better Calibration
MZ/GeV sZ/GeV sZ/MZ
reco 90.2 3.6 4.00.1
calibration timing 90.2 3.6 4.0
physics timing 90.2 3.6 3.9
amplitude 90.0 3.4 3.8
7
Variations
  • Fit calweights to minimize Z width
  • 1.040.004 0.780.016 1.050.005
    1.020.01 0.480.06
  • highly correlated corr(1,2) -0.9 corr(2, 3)
    -0.8
  • use 2 series of calweights for hlt0.5 or gt0.5
  • on the 4 CC pulser amplitudes
  • fit 4 parameters to minimize Z resolution
  • 1.005, 0.997, 1.000, 1.007
  • Make 10 h slices and fit 10 normalization
    constants
  • 1.00 within lt1

before 90.0 3.4 3.80.1
after tuning weights 90.4 3.3 3.7
use 2 calweights 90.4 3.3 3.7
pulser amplitudes 90.2 3.4 3.8
10 h slices 90.4 3.3 3.7
8
Shower Size
  • Volkers suggestion j width agrees with MC but
    not z

M s resol evt
all 90.4 3.49 3.86 3332
szlt8 89.7 3.28 3.65 645
8ltszlt10 90.2 3.50 3.88 608
10ltszlt14 90.8 3.73 4.10 773
14ltszlt30 90.7 3.39 3.72 576
M s resol evt
all 90.4 3.49 3.86 3332
sjlt7 90.4 3.07 3.39 351
7ltsjlt9 90.4 3.43 3.79 667
9ltsjlt11 90.6 3.71 4.10 565
11ltsjlt20 89.8 3.73 4.19 569
9
Module Boundaries
  • CC calorimeter made of 32 wedges Dj 0.2
  • loss of clusters (?)
  • loss of energy (no plot)
  • Oleg Kouznetsov showed that
  • approx. gaussian energy loss
  • with j away from crack
  • amplitude 20 s 15 mrad

10
Module Boundaries (2)
MZ/GeV sZ/GeV sZ/MZ
90.4 3.3 3.7
djgt0.06 91.0 2.7 3.0
djlt0.04 87.3 2.9 3.3
Oleg 91.1 3.1 3.4
ampl 21 s 15mrad 91.3 3.0 3.30.13
not yet 22.8 but more to gain?
s 3.3
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