od calorimetry study jaewon park university of rochester minerva/jupiter group meeting, mar 8, 2006
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OD Calorimetry Study
Jaewon Park
University of Rochester
MINERvA/Jupiter Group Meeting, Mar 8, 2006
Bethe-Bloch formula (Energy loss of charged particles)
22
2
2
420
)1(
2ln
4
I
mv
A
Z
mv
ezN
dx
dE
dE/dx is assumed constant in the calculation.
In actual case, it’ll be one source of nonlinearity
Different particle has different dE/dx. In particle shower it’ll combination of them.
Total Energy Loss Calculation
scintscintmin
scintscintminiron
ironminscint
losstotalloss )(
)()(
L
LLEE
dxdE
dxdE
dxdE
scintLironL
particle
scintlossheight) (pluse E
iron scint
Energy loss in each layer
particle
ID ECAL HCAL
Pb Fe
ldxActiveCa
ldxActiveCaaldxPassiveC)n()n( scint
losstotalloss
EE
n: layer number (n=0,...,4)
Energy resolution
E (true)
E (measured)
true
truemeasured
E
EE
E
E
EE
E 1
E_measured vs. E_true
E_measured vs. E_true (1 OD layer)
Energy resolution
Measured energy should collect all the energy? (y-intercept should be zero?)
E (measured)
E (true)
Energy resolution
E (true) E (measured)
EE /
EE
E 1
EE /
Resolution as # layer decrease, not calibrated( CC, QE, old geom, 5.2PE/MeV)
Resolution decrease due to leakage ( CC, QE, old geom, 5.2PE/MeV)
Resolution as # layer decrease, not calibrated ( CC, QE, new geom, 5.2PE/MeV)
Resolution decrease due to leakage ( CC, QE, new geom, 5.2PE/MeV)
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