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Tank Calibration
                 Pierre Auger Observatory



                      Gonzalo Rodriguez
                 Universidad de Santiago de Compostela
                          Astroparticle group
                  for the Pierre Auger Collaboration



                                                         1
Trasgo Project
Pierre Auger Observatory
          research goals

• Energy Spectrum of UHECR (E > 1018 eV)
     -> Shape of the spectrum in the region of the GZK feature

• Arrival Direction Distribution
     -> Search for departure from isotropy - point sources

• Mass Composition: nuclei, photons, neutrinos,
                   etc.



                                                                 2
Pierre Auger Observatory
        research goals

• Energy Spectrum of UHECR (E > 1018 eV)
     -> Shape of the spectrum in the region of the GZK feature

• Arrival Direction Distribution
     -> Search for departure from isotropy - point sources

• Mass Composition: nuclei, photons, neutrinos,
                   etc.
•
       And also...
Why we are here?
When we are going to disappear?
                                                                 3
4
5
6
7
8
Not only muons hit the tank!!!!




                                  9
Event reconstruction: S(1000m)
                                           Example Event (48°, E~70 EeV)
Reconstruction
procedure:
χ²-method to fit angles (θ,φ)

Likelihood method to fit
 a NKG-type function

Fitting parameters
core
S(1000m)
                                S(1000m)
Slope β fixed


                                                                           4

                                                                               10
                                              1000m
Fluorescence Reconstruction
               Electromagnetic
               energy




- Fluorescence energy almost
MC independent.                  SD tank

EFD = finv x Eem
                                             11
12
13
14
15
VEM: Vertical Equivalent Muon
The Cherenkov light is measured in units of the signal
produced by a:
Vertical and Central Through-going Muon.




                                                    16
VEM: Vertical Equivalent Muon
The Cherenkov light is measured in units of the signal
produced by a:
Vertical and Central Through-going Muon.



                            We use:
                            Atmospheric muons
                            passing through the
                            detector at a rate of
                            2500Hz
                            1 minute ~ 150000 events
                                                    17
Tipical FADC traces
   150000 triggers




                      18
Tipical FADC traces
   150000 triggers


    Pulse height - IpeakVEM




                              19
Tipical FADC traces
   150000 triggers


    Pulse height - IpeakVEM


    Charge = Sum FADC(i) - QpeakVEM




                                      20
Charge histograms and their relation to a VEM
        trigger threshold 0.2IpeakVEM




           For the sum of the 3 PMTs
              QpeakVEM = 1.09 VEM
                 Individual PMTs
              QpeakVEM = 1.03 VEM          21
From simulations we can understand
  the charge histrograms structure
 Particles Flux   Charge histograms




                                      22
From simulations we can understand
  the charge histrograms structure
 Particles Flux   Charge histograms




                                      23
The calibration is done in 3 main steps:
- The high voltage of each PMT is adjust to have approximately the
same QpeakVEM in each PMT.

- Each PMT has a single rate spectrum. Then we adjust the trigger
thershold to have a single a rate of 100Hz at IpeakVEM = 150 ch.

- This choice sets up each of the PMT to have approximately 50ch /
IpeakVEM.

- Continually perform a local calibration to determine the IpeakVEM in
channels to adjust the electronic-level trigger.

- Determine the value of QpeakVEM to high accuracy using charge
histograms.
                                                                         24
The calibration is done in 3 main steps:
- The high voltage of each PMT is adjust to have approximately the
same QpeakVEM in each PMT.

- Each PMT has a single rate spectrum. Then we adjust the trigger
thershold to have a single a rate of 100Hz at IpeakVEM = 150 ch.

- This choice sets up each of the PMT to have approximately 50ch /
IpeakVEM.

- Continually perform a local calibration to determine the IpeakVEM in
channels to adjust the electronic-level trigger.

- Determine the value of QpeakVEM to high accuracy using charge
histograms.
                                                                         25
The calibration is done in 3 main steps:
- The high voltage of each PMT is adjust to have approximately the
same QpeakVEM in each PMT.

- Each PMT has a single rate spectrum. Then we adjust the trigger
thershold to have a single a rate of 100Hz at IpeakVEM = 150 ch.

- This choice sets up each of the PMT to have approximately 50ch /
IpeakVEM.

- Continually perform a local calibration to determine the IpeakVEM in
channels to adjust the electronic-level trigger.

- Determine the value of QpeakVEM to high accuracy using charge
histograms.
                                                                         26
The calibration is done in 3 main steps:
- The high voltage of each PMT is adjust to have approximately the
same QpeakVEM in each PMT.

- Each PMT has a single rate spectrum. Then we adjust the trigger
thershold to have a single a rate of 100Hz at IpeakVEM = 150 ch.

- This choice sets up each of the PMT to have approximately 50ch /
IpeakVEM.

- Continually perform a local calibration to determine the IpeakVEM in
channels to adjust the electronic-level trigger.

- Determine the value of QpeakVEM to high accuracy using charge
histograms.
                                                                         27
The calibration is done in 3 main steps:
- The high voltage of each PMT is adjust to have approximately the
same QpeakVEM in each PMT.

- Each PMT has a single rate spectrum. Then we adjust the trigger
thershold to have a single a rate of 100Hz at IpeakVEM = 150 ch.

- This choice sets up each of the PMT to have approximately 50ch /
IpeakVEM.

- Continually perform a local calibration to determine the IpeakVEM in
channels to adjust the electronic-level trigger.

- Determine the value of QpeakVEM to high accuracy using charge
histograms.
                                                                         28
Information about Calibration that comes
            with each event


            Baseline Histogram




                                           29
Information about Calibration that comes
            with each event


            Pulse Height Histogram




                                           30
Information about Calibration that comes
            with each event


            Shape Histogram




                                           31
Information about Calibration that comes
            with each event

        Charge individual PMT Histogram




                                           32
Information about Calibration that comes
            with each event


        Charge sum of 3 PMTs Histogram




                                           33
Signal [VEM peak]




34
0
            Inclined Showers( >60 ):
The analysis of inclined events is very important
because:
- Increase the statistics,  ∈ (600,800), 30% more events.

- Enlarge sky map: allows the study of clustering and anisotropy in an
extended region of the sky.

- EM component is absorbed in the atmosphere. Inclined showers are
sensitive to the muonic component.

- We can study composition, because the total number of muons
depends on the energy and primary particle type.

- Neutrino events may interact deep in the atmosphere.


                                                                     35
0
            Inclined Showers( >60 ):
The analysis of inclined events is very important
because:
- Increase the statistics,  ∈ (600,800), 30% more events.

- Enlarge sky map: allows the study of clustering and anisotropy in an
extended region of the sky.

- EM component is absorbed in the atmosphere. Inclined showers are
sensitive to the muonic component.

- We can study composition, because the total number of muons
depends on the energy and primary particle type.

- Neutrino events may interact deep in the atmosphere.


                                                                     36
0
            Inclined Showers( >60 ):
The analysis of inclined events is very important
because:
- Increase the statistics,  ∈ (600,800), 30% more events.

- Enlarge sky map: allows the study of clustering and anisotropy in an
extended region of the sky.

- EM component is absorbed in the atmosphere. Inclined showers are
sensitive to the muonic component.

- We can study composition, because the total number of muons
depends on the energy and primary particle type.

- Neutrino events may interact deep in the atmosphere.


                                                                     37
0
            Inclined Showers( >60 ):
The analysis of inclined events is very important
because:
- Increase the statistics,  ∈ (600,800), 30% more events.

- Enlarge sky map: allows the study of clustering and anisotropy in an
extended region of the sky.

- EM component is absorbed in the atmosphere. Inclined showers are
sensitive to the muonic component.

- We can study composition, because the total number of muons
depends on the energy and primary particle type.

- Neutrino events may interact deep in the atmosphere.


                                                                     38
0
            Inclined Showers( >60 ):
The analysis of inclined events is very important
because:
- Increase the statistics,  ∈ (600,800), 30% more events.

- Enlarge sky map: allows the study of clustering and anisotropy in an
extended region of the sky.

- EM component is absorbed in the atmosphere. Inclined showers are
sensitive to the muonic component.

- We can study composition, because the total number of muons
depends on the energy and primary particle type.

- Neutrino events may interact deep in the atmosphere.


                                                                     39
0
        Inclined Showers( >60 ):
- Inclined showers are all about muons!

- Understand the tank response to inclined muons is
crucial.

- Up to now there is not specific measurements for
inclined and individuals muons with high statistics.

- We only have simulations! Which have some unknown
parameters.




                                                       40
Muon Flux and Muon rate
 in a Pierre Auger Tank




           70 deg. -> 1 Hz
           80 deg. -> 0.04 Hz    41
           85 deg. -> 0.001 Hz
Inclined Showers


TODO LIST:
    - Charge histograms as a function of the zenit angle
    - Direct light (PMT balance)
    - Signal versus Track length
    - Measured the muon flux
    - Muon decay
    - Start Time variance
    - Check the simulations




                                                     42

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G Rodriguez Tank Calibration

  • 1. Tank Calibration Pierre Auger Observatory Gonzalo Rodriguez Universidad de Santiago de Compostela Astroparticle group for the Pierre Auger Collaboration 1 Trasgo Project
  • 2. Pierre Auger Observatory research goals • Energy Spectrum of UHECR (E > 1018 eV) -> Shape of the spectrum in the region of the GZK feature • Arrival Direction Distribution -> Search for departure from isotropy - point sources • Mass Composition: nuclei, photons, neutrinos, etc. 2
  • 3. Pierre Auger Observatory research goals • Energy Spectrum of UHECR (E > 1018 eV) -> Shape of the spectrum in the region of the GZK feature • Arrival Direction Distribution -> Search for departure from isotropy - point sources • Mass Composition: nuclei, photons, neutrinos, etc. • And also... Why we are here? When we are going to disappear? 3
  • 4. 4
  • 5. 5
  • 6. 6
  • 7. 7
  • 8. 8
  • 9. Not only muons hit the tank!!!! 9
  • 10. Event reconstruction: S(1000m) Example Event (48°, E~70 EeV) Reconstruction procedure: χ²-method to fit angles (θ,φ) Likelihood method to fit a NKG-type function Fitting parameters core S(1000m) S(1000m) Slope β fixed 4 10 1000m
  • 11. Fluorescence Reconstruction Electromagnetic energy - Fluorescence energy almost MC independent. SD tank EFD = finv x Eem 11
  • 12. 12
  • 13. 13
  • 14. 14
  • 15. 15
  • 16. VEM: Vertical Equivalent Muon The Cherenkov light is measured in units of the signal produced by a: Vertical and Central Through-going Muon. 16
  • 17. VEM: Vertical Equivalent Muon The Cherenkov light is measured in units of the signal produced by a: Vertical and Central Through-going Muon. We use: Atmospheric muons passing through the detector at a rate of 2500Hz 1 minute ~ 150000 events 17
  • 18. Tipical FADC traces 150000 triggers 18
  • 19. Tipical FADC traces 150000 triggers Pulse height - IpeakVEM 19
  • 20. Tipical FADC traces 150000 triggers Pulse height - IpeakVEM Charge = Sum FADC(i) - QpeakVEM 20
  • 21. Charge histograms and their relation to a VEM trigger threshold 0.2IpeakVEM For the sum of the 3 PMTs QpeakVEM = 1.09 VEM Individual PMTs QpeakVEM = 1.03 VEM 21
  • 22. From simulations we can understand the charge histrograms structure Particles Flux Charge histograms 22
  • 23. From simulations we can understand the charge histrograms structure Particles Flux Charge histograms 23
  • 24. The calibration is done in 3 main steps: - The high voltage of each PMT is adjust to have approximately the same QpeakVEM in each PMT. - Each PMT has a single rate spectrum. Then we adjust the trigger thershold to have a single a rate of 100Hz at IpeakVEM = 150 ch. - This choice sets up each of the PMT to have approximately 50ch / IpeakVEM. - Continually perform a local calibration to determine the IpeakVEM in channels to adjust the electronic-level trigger. - Determine the value of QpeakVEM to high accuracy using charge histograms. 24
  • 25. The calibration is done in 3 main steps: - The high voltage of each PMT is adjust to have approximately the same QpeakVEM in each PMT. - Each PMT has a single rate spectrum. Then we adjust the trigger thershold to have a single a rate of 100Hz at IpeakVEM = 150 ch. - This choice sets up each of the PMT to have approximately 50ch / IpeakVEM. - Continually perform a local calibration to determine the IpeakVEM in channels to adjust the electronic-level trigger. - Determine the value of QpeakVEM to high accuracy using charge histograms. 25
  • 26. The calibration is done in 3 main steps: - The high voltage of each PMT is adjust to have approximately the same QpeakVEM in each PMT. - Each PMT has a single rate spectrum. Then we adjust the trigger thershold to have a single a rate of 100Hz at IpeakVEM = 150 ch. - This choice sets up each of the PMT to have approximately 50ch / IpeakVEM. - Continually perform a local calibration to determine the IpeakVEM in channels to adjust the electronic-level trigger. - Determine the value of QpeakVEM to high accuracy using charge histograms. 26
  • 27. The calibration is done in 3 main steps: - The high voltage of each PMT is adjust to have approximately the same QpeakVEM in each PMT. - Each PMT has a single rate spectrum. Then we adjust the trigger thershold to have a single a rate of 100Hz at IpeakVEM = 150 ch. - This choice sets up each of the PMT to have approximately 50ch / IpeakVEM. - Continually perform a local calibration to determine the IpeakVEM in channels to adjust the electronic-level trigger. - Determine the value of QpeakVEM to high accuracy using charge histograms. 27
  • 28. The calibration is done in 3 main steps: - The high voltage of each PMT is adjust to have approximately the same QpeakVEM in each PMT. - Each PMT has a single rate spectrum. Then we adjust the trigger thershold to have a single a rate of 100Hz at IpeakVEM = 150 ch. - This choice sets up each of the PMT to have approximately 50ch / IpeakVEM. - Continually perform a local calibration to determine the IpeakVEM in channels to adjust the electronic-level trigger. - Determine the value of QpeakVEM to high accuracy using charge histograms. 28
  • 29. Information about Calibration that comes with each event Baseline Histogram 29
  • 30. Information about Calibration that comes with each event Pulse Height Histogram 30
  • 31. Information about Calibration that comes with each event Shape Histogram 31
  • 32. Information about Calibration that comes with each event Charge individual PMT Histogram 32
  • 33. Information about Calibration that comes with each event Charge sum of 3 PMTs Histogram 33
  • 35. 0 Inclined Showers( >60 ): The analysis of inclined events is very important because: - Increase the statistics,  ∈ (600,800), 30% more events. - Enlarge sky map: allows the study of clustering and anisotropy in an extended region of the sky. - EM component is absorbed in the atmosphere. Inclined showers are sensitive to the muonic component. - We can study composition, because the total number of muons depends on the energy and primary particle type. - Neutrino events may interact deep in the atmosphere. 35
  • 36. 0 Inclined Showers( >60 ): The analysis of inclined events is very important because: - Increase the statistics,  ∈ (600,800), 30% more events. - Enlarge sky map: allows the study of clustering and anisotropy in an extended region of the sky. - EM component is absorbed in the atmosphere. Inclined showers are sensitive to the muonic component. - We can study composition, because the total number of muons depends on the energy and primary particle type. - Neutrino events may interact deep in the atmosphere. 36
  • 37. 0 Inclined Showers( >60 ): The analysis of inclined events is very important because: - Increase the statistics,  ∈ (600,800), 30% more events. - Enlarge sky map: allows the study of clustering and anisotropy in an extended region of the sky. - EM component is absorbed in the atmosphere. Inclined showers are sensitive to the muonic component. - We can study composition, because the total number of muons depends on the energy and primary particle type. - Neutrino events may interact deep in the atmosphere. 37
  • 38. 0 Inclined Showers( >60 ): The analysis of inclined events is very important because: - Increase the statistics,  ∈ (600,800), 30% more events. - Enlarge sky map: allows the study of clustering and anisotropy in an extended region of the sky. - EM component is absorbed in the atmosphere. Inclined showers are sensitive to the muonic component. - We can study composition, because the total number of muons depends on the energy and primary particle type. - Neutrino events may interact deep in the atmosphere. 38
  • 39. 0 Inclined Showers( >60 ): The analysis of inclined events is very important because: - Increase the statistics,  ∈ (600,800), 30% more events. - Enlarge sky map: allows the study of clustering and anisotropy in an extended region of the sky. - EM component is absorbed in the atmosphere. Inclined showers are sensitive to the muonic component. - We can study composition, because the total number of muons depends on the energy and primary particle type. - Neutrino events may interact deep in the atmosphere. 39
  • 40. 0 Inclined Showers( >60 ): - Inclined showers are all about muons! - Understand the tank response to inclined muons is crucial. - Up to now there is not specific measurements for inclined and individuals muons with high statistics. - We only have simulations! Which have some unknown parameters. 40
  • 41. Muon Flux and Muon rate in a Pierre Auger Tank 70 deg. -> 1 Hz 80 deg. -> 0.04 Hz 41 85 deg. -> 0.001 Hz
  • 42. Inclined Showers TODO LIST: - Charge histograms as a function of the zenit angle - Direct light (PMT balance) - Signal versus Track length - Measured the muon flux - Muon decay - Start Time variance - Check the simulations 42