Study on the side and upstream ECAL/TPC Andriaseta Sitraka - - PowerPoint PPT Presentation

study on the side and upstream ecal tpc
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Study on the side and upstream ECAL/TPC Andriaseta Sitraka - - PowerPoint PPT Presentation

Study on the side and upstream ECAL/TPC Andriaseta Sitraka (University of Antananarivo) Dr. Guang Yang (Stony Brook University) 1 Geometry There are 0.5 m shell of TPC and ECAL and 0.3 m shell of Magnet Goal of the study :


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Study on the side and upstream ECAL/TPC

1

Andriaseta Sitraka (University of Antananarivo)

  • Dr. Guang Yang (Stony Brook University)
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Geometry

 There are 0.5 m shell of TPC and ECAL and 0.3 m

shell of Magnet

 Goal of the study :

  • Observation of what happen without side

TPC/ECAL

 Without side TPC and ECAL (due to symmetry of the

event topology and the top/bottom side) :

  • phase space is not lost
  • the efficiency is lost

2

No side ECAL/TPC

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SLIDE 3

Geometry

 The total volume is 2.4 x 2.4 x 2 m and Fiducial

Volume is 2.2 x 2.2 x 1.8 m

 The veto region is 10cm shell  The efficiency are determined by selected events

corresponding to a certain amoung of hadron or lepton energy contain in side veto region

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3 3 If the energy deposit in this veto region greater than a certain amount, this event is rejected.

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Hadron Efficiency-left/right row( 2.2x2.2x1.8 FV curve)

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Hadron Efficiency-top/bottom row( 2.2x2.2x1.8 FV curve)

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SLIDE 6

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Cut in lepton is constant (< 0.01)

Hadron Efficiency-left/right row( 2.2x2.2x1.8 FV curve)

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SLIDE 7

Hadron Efficiency-top/bottom row( 2.2x2.2x1.8 FV curve)

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Cut in lepton is constant (< 0.01)

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SLIDE 8

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Hadron Efficiency-left/right row( 1x1x1 FV curve)

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SLIDE 9

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Hadron Efficiency-top/bottom row( 1x1x1 FV curve)

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SLIDE 10

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Cut in lepton is constant (< 0.01)

Hadron Efficiency-left/right row( 1x1x1 FV curve)

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SLIDE 11

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Cut in lepton is constant (< 0.01)

Hadron Efficiency-top/bottom row( 1x1x1 FV curve)

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Geometry

Without upstream ECAL and TPC :

  • phase space are lost for the backward leaking

events

If the upstream shell region contains a certain amount

  • f energy, we lose events with those phase spaces

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Veto region

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SLIDE 13

Muon Efficiency in upstream veto

  • -> veto on hadronic deposit ( 2.2x2.2x1.8 FV)

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  • We did not completely lose any significant muon kinimatics phase space.
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SLIDE 14

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  • We did not completely lose any significant muon kinimatics phase space.

Muon Efficiency in upstream veto

  • -> veto on lepton deposit ( 2.2x2.2x1.8 FV)
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SLIDE 15

Muon Efficiency in upstream --> 1x1x1 FV

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  • We did not completely lose any significant muon kinimatics phase space.
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  • We did not completely lose any significant muon kinimatics phase space.

Muon Efficiency in upstream --> 1x1x1 FV