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The UHECR Spectrum observed with HiRes in monocular mode

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Title: The UHECR Spectrum observed with HiRes in monocular mode


1
The UHECR Spectrum observed with HiRes in
monocular mode
  • Andreas Zech
  • (LPNHE, Paris)
  • Seminar at UNM
  • Albuquerque, 03/29/05

2
Outline
  • Ultra-High Energy Cosmic Ray Physics
  • The HiRes Experiment
  • Unfolding the Cosmic Ray Spectrum
  • Fits to the Spectrum
  • Summary
  • The Future of HiRes TA TALE

3
Ultra-High Energy Cosmic Ray Physics
4
Energy Spectrum
  • differential flux dN / (dE A ? dt)
  • follows roughly E-3 power law
  • direct observation not possible above 1 PeV
  • two widely observed features
  • knee at 1015.5 eV
  • ankle at 1018.5 eV

5
Propagation Effects
  • magnetic fields (galactic, extragalactic)
  • red-shifting
  • ee-- pair production with CMBR (at 1017.8 eV)
  • photo-spallation of cosmic ray nuclei
  • GZK effect with CMBR (at 1019.8 eV)
  • ? (2.7 K) p ?(1232) ?
    n
  • ? (2.7 K) p ?(1232) ?o
    p
  • Strong flux suppression expected
    for extra-galactic sources.

6
Extensive Air Showers
  • main channels
  • ?(-) ?(-) ?? ( ?? )
  • ?o 2 ?
  • K(-) ?(-) ?? ( ?? )
  • ? 2 ?
  • main e.m. processes
  • bremsstrahlung
  • pair production
  • ionization

7
Ground Arrays (Surface Detectors)
  • Detection of lateral particle profile on ground.
  • Reconstruction of geometry from pulse time
    information.
  • Reconstruction of energy by model comparisons.
  • Pro 100 duty cycle, low cost, low
    maintenance, good geometry reconstr., nearly
    constant aperture
  • Contra Energy reconstr. is model dependent,
    uncertainties due to fluctuations in lateral
    profile.

8
Air Fluorescence Detectors
  • Detection of longitudinal shower profile via UV
    fluorescence light.
  • Reconstruction of geometry from recorded shower
    track.
  • Using the atmosphere as a calorimeter.
  • Pro Direct measurement of cosmic ray energy and
    shower maximum, good geometry energy
    reconstruction.
  • Contra 10 duty cycle, higher cost
    maintenance, energy dependent aperture,
    atmospheric uncertainties

9
UHECR Composition
  • depth of shower maximum ( Xmax ) depends on
    energy cosmic ray species
  • indirect composition measurement
  • comparison of Xmax with simulation allows
    bi-modal determination of c.r. composition in a
    statistical way.

10
The HiRes (High Resolution Flys Eye) Experiment
11
The HiRes Collaboration
  • N. Manago, M. Sasaki
  • University of Tokyo
  • T. Abu-Zayyad, J. Albretson, G. Archbold,
  • J. Balling, K. Belov, Z. Cao, M. Dalton,
  • A. Everett, J. Girard, R. Gray, W. Hanlon,
    P. Hüntemeyer, C.C.H. Jui, D. Kieda,
    K. Kim, E.C. Loh, K. Martens,
    J.N. Matthews, A. McAllister, J. Meyer,
    S.A. Moore, P. Morrison, J.R. Mumford,
    K. Reil,R. Riehle, P. Shen, J. Smith,
    P. Sokolsky, R.W. Springer, J. Steck,
    B.T. Stokes, S.B. Thomas,
    T.D. Vanderveen, L. Wiencke
  • University of Utah
  • J. Amann, C. Hoffman, M. Holzscheiter,
    L. Marek, C. Painter, J. Sarracino,
    G. Sinnis, N. Thompson, D. Tupa
  • Los Alamos National Laboratory
  • J.A. Bellido, R.W. Clay, B.R. Dawson,
  • K.M. Simpson
  • University of Adelaide
  • J. Boyer, S. Benzvi, B. Connolly,
    C. Finley, B. Knapp, E.J. Mannel,
    A. ONeil, M. Seman, S. Westerhoff
  • Columbia University
  • J. Belz, M. Munro, M. Schindel
  • Montana State University
  • G. Martin, J.A.J. Matthews, M. Roberts
  • University of New Mexico
  • D. Bergman, L. Perera, G. Hughes,
  • S. Stratton, D. Ivanov,
  • S. Schnetzer, G.B. Thomson, A. Zech
  • Rutgers University

12
(No Transcript)
13
  • Mirror area 5 m2 .
  • 256 (16x16) PMT per mirror.
  • One PMT sees 1 degree of the sky.

14
Measuring the Energy Spectrum with HiRes
  • Stereo observation of the cosmic ray flux
    yields a better resolution in geometry and energy
    than monocular.
  • Analyzing our data in monocular mode has
    also some advantages, though
  • better statistics at the high energy end due to
    longer lifetime of HiRes-1.
  • extension of the spectrum to lower energies due
    to greater elevation coverage and better time
    resolution of HiRes-2.

15
1. Reconstruction of the shower-detector plane
  • project signal tubes onto sky
  • fit tube positions to a plane through the center
    of the detector
  • reject tubes that are off-track (and off in
    time) as noise
  • shower axis lies in the fitted shower-detector
    plane

16
2. Reconstruction of the geometry within the
shower-detector-plane
17
3. Shower Profile Energy Reconstruction
  • Reconstruct charged particle profile from
    recorded p.e.s .
  • Fit profile to G.H. function.
  • Subtract Cerenkov light.
  • Multiply by mean energy loss rate ?
    calorimetric energy
  • Add missing energy (muons, neutrinos, nuclear
    excitations 10) total energy

18
Phototube Calibration
  • Relative calibration at the beginning and end
    of each nightly run.
  • using YAG laser
  • optical fibers distribute the laser signal to all
    mirrors.
  • Absolute calibration using a portable
    light-source (RXF), that is carried to both
    sites about once a month.
  • calibration of RXF in the lab using HPDs.
  • /- 10 uncertainty in energy scale.

19
Atmospheric Calibration
  • Rayleigh contribution is quite stable and well
    known.
  • Aerosol profile of the atmosphere has to be
    monitored during the run.
  • 0.04 /- 0.02
  • /- 15 in J(E)
  • Detailed monitoring with steerable lasers at
    both sites.
  • Additional vertical laser outside of Dugway
    (Terra).
  • Shoot the Shower

20
Unfolding the Cosmic Ray Spectrum
21
Deconvolution of the UHECR Spectrum
  • We observe the spectrum convoluted with detector
    acceptance and limited resolution.
  • Deconvolution with help of a correction factor
  • D(Ei)? Rij T(Ej) T(Ei)
    Gmc(Ei)/Rmc(Ei) D(Ei)
  • We need M.C. to simulate acceptance (
    resolution) of our detectors
    for the flux measurement
  • This requires a simulation program that describes
    the shower development and detector response as
    realistically as possible.

22
HiRes Monte Carlo Simulation
23
CORSIKA Shower Library (proton iron)
  • Fit parameters scale with primary energy
  • Gaisser-Hillas fit to the shower profile

24
Data / Monte Carlo Comparisons
  • Testing how well we understand and
  • simulate our experiment...
  • HiRes-1
  • data shown from 06/1997 to 02/2003.
  • 6920 events in final event sample
  • HiRes-2
  • data shown from 12/1999 until 09/2001.
  • 2685 events in final event sample
  • Measurement of average atmosphere used
  • M.C. 5 x data statistics

25
HiRes-2 light ( p.e. / deg of track)
26
HiRes 2 ?2/d.o.f. of time vs. angle fit
27
Energy Distribution Resolution
? 18
28
HiRes-1 distance to shower core
29
HiRes-1 Energy Resolution
30
Instant Apertures
31
The HiRes-2 UHECR Spectrum
32
HiRes and Flys Eye
33
HiRes and Haverah Park
34
HiRes and Yakutsk
35
HiRes and AGASA
36
Systematic Uncertainties
  • Systematic uncertainties in the energy scale
  • absolute calibration of phototubes /- 10
  • fluorescence yield /- 10
  • correction for misssing energy /- 5
  • aerosol concentration 9
  • uncertainty in energy scale /- 17
  • atmospheric uncertainty in aperture
  • total uncertainty in the flux /- 31

37
Systematics due to MC Input Composition
  • Detector acceptance at low energies depends on
    c.r. composition.
  • MC uses HiRes/MIA measurement as input
    composition.
  • Relevant uncertainties
  • detector calibration
  • atmosphere
  • fit to HiRes/MIA data
  • /-5 uncertainty in proton fraction

38
Systematics due to Atmospheric Variations
  • Repeated HiRes-2 analysis using the atmospheric
    database.
  • Regular Analysis
  • 25 km, 0.04
  • in MC generation
  • in data MC reconstr.
  • Systematics Check
  • HAL VAOD from database (hourly entries)
  • in MC generation
  • in data MC reconstr.

39
Fits to the Spectrum
40
Power Law Fits Observation of Ankle and Evidence
for High Energy Break
  • fit without break points ?2 / d.o.f 114 / 37
  • fit with one break point ?2 / d.o.f. 46.0 /35,
    logE18.45/-0.03 eV
  • fit with two break points ?2 / d.o.f. 30.1 /
    33, logE18.47/-0.06 eV
    19.79/-0.09eV ?3.32/-0.04 2.86/-0.04
    5.2/-1.3
  • In case of unchanged spectrum above 2nd break
    point, wed expect 28.0 events where we see 11
  • Poisson prob. 2.4 E-4

41
Fit with Toy Model
  • Fit to the HiRes monocular spectra assuming
  • galactic extragalactic components
  • all propagation effects (ee-, red-shift,
    GZK)
  • Details of the fit procedure
  • Float normalization, input spectral slope (g) and
    m
  • uniform source density evolving with (1z) m
  • Extragalactic component
  • 45 protons at 1017 eV
  • 80 protons at 1017.85 eV
  • 100 protons at 1020 eV
  • Use binned maximum likelihood method

42
Interpretation
  • Pion-production pileup causes the bump at 1019.5
    eV.
  • ee- pair production excavates the ankle.
  • Fractionation in distance and energy e.g., z1
    dominates at second knee.

43
The Future of HiRes TA / TALE
44
TA - the Telescope Array
  • SD 576 scintillation counters, each 3 m2 area,
    1.2 km spacing.
  • 3 fluorescence stations, each covering 108o in
    azimuth, looking inward.
  • Central laser facility.
  • Millard County, Utah, flat valley floor for SD,
    hills for fluorescence, low aerosols.
  • A 1020 eV event (on a night when the moon is
    down) will be seen by SD and all three
    fluorescence detectors.
  • A powerful detector for hybrid and stereo cross
    correlation with SD.

45
Ideas for Recyling HiRes
  • Two HiRes detectors, moved to Millard Co.
  • 6 km stereo with TA fluorescence detectors.
  • Each HiRes detector has two rings, 270o azimuthal
    coverage.
  • Aperture of 16000 km2 ster.
  • Increase fluorescence aperture from 500 to 1,780
    km2 ster, including 10 duty cycle. (TA SD1400).
  • Increase in fluorescence aperture of x 3.6

46
TA Low energy ExtensionTower of Power
Infill Array
  • 15 mirrors, 3xHiRes area, in rings 3,4,5 ( 3o -
    71o )
  • good coverage down to logE 16.5 eV
  • 111 AGASA counters, spacing of 400m, shown in
    red.
  • 10 x HiRes/MIA hybrid aperture.
  • observation of spectrum composition around
    second knee

47
for more informationwww.cosmic-ray.orgwww.phy
sics.rutgers.edu/aszech
48
Fit with Toy Model
  • Fit to the HiRes monocular spectra assuming
  • galactic extragalactic components
  • all propagation effects (ee-, red-shift,
    GZK)
  • Details of the fit procedure
  • Float normalization, input spectral slope (g) and
    m
  • uniform source density evolving with (1z)3
  • Extragalactic component
  • 45 protons at 1017 eV
  • 80 protons at 1017.85 eV
  • 100 protons at 1020 eV
  • Use binned maximum likelihood method

? 2.32/-0.01
49
Summary
50
  • We have measured the UHECR spectrum from
    1017.2 eV to the highest energies with the HiRes
    detectors in monocular mode.
  • A simulation of the exact data taking conditions
    was used to determine the acceptance and
    resolution of the detector, and tested in detail
    against data.
  • We observe the ankle in the HiRes-2 spectrum
    at 1018.5 eV.
  • The combined monocular HiRes spectra show
    evidence for a break above 1019.8 eV. The Poisson
    probability for continuation of the spectrum with
    unchanged slope from the HiRes monocular data is
    2.4 10-4 .

51
Cosmology with TA/TALE ?
  • Adjust evolution to match QSOs
  • m2.6, z
  • Lower m, z1.6
  • Must extend spectrum measurement lower by an
    order of magnitude.

52
Mono versus Stereo Energy Measurements
HiRes-1 mono vs. stereo
  • The HiRes monocular energy is in excellent
    agreement with stereoscopic measurements !

53
Calibration Correction
  • Problems with the HiRes-2 calibration due to
    limited access to Dugway.
  • We adopted HiRes-1 calibration for the absolute
    energy scale.
  • Correction factors for each dataset were
    determined from comparisons of stereo
    events.

54
Varying Detection Parameters
  • Weather
  • strict cuts based on hourly observation
  • Aerosols
  • atmospheric database from laser shots
  • average values were used for this analysis
  • Light pollution
  • Average for each data set
  • Trigger logic
  • data divided into 3 datasets
  • Trigger gains
  • Dead mirrors
  • Live-time
  • Nightly Database
  • Atmospheric Density
  • Seasonal variations

55
Noise assisted triggering
  • Track angle distribution shows a deficit in the
    MC for nearly vertical tracks.

56
Noise assisted triggering
Adding noise to the MC increases the number of
nearly vertical tracks. This effect is caused
by an inefficiency in the HiRes-2 trigger.
  • Additional sky noise
  • (high amplitude)
  • is added to the M.C. to
  • get agreement with
  • data of a certain period.

Ambient noise (low amplitude) is added to each
channel in the MC. It is measured from the
variances taken from snapshots.
57
Fits to the HiRes-2 Spectrum
J ? E -3.33/-0.01
J ? E -2.81/-0.02
58
Atmospheric Database
  • Atmospheric data of the selected nights in
    this analysis
  • 27 km
  • 0.035

59
Acceptances Aperture
  • Rmc(Ei) / Gmc(Ei)
  • Acceptances from simulations broken up into
    3 datasets.
  • A? Rmc(Ei) / Gmc(Ei)
  • Average instant aperture
  • (in km2 sr) for all 3 datasets.

60
Exposure
A? t Rmc(Ei) / Gmc(Ei) Exposure
(in 104 km2 sr s) with fit.
A? t Rmc(Ei) / Gmc(Ei)
Smoothed exposure
(in 104 km2 sr s).
61
  • We observe the ankle in the HiRes-2 spectrum
    at 1018.5 eV.
  • The HiRes-2 result is in close agreement with
    HiRes-1 and Flys Eye.
  • The HiRes-2 spectrum is consistent with the
    second knee and GZK flux suppression.
  • The combined monocular HiRes spectra show
    evidence for a break above 1019.8 eV. The Poisson
    probability for continuation of the spectrum with
    unchanged slope from the HiRes monocular data is
    2.4 10-4 .

62
HiRes-2 Composition Measurement
  • We can extend composition analysis down to
    about 1017.5 eV with HiRes-2 data.

63
HiRes vs. Auger FD
  • 2 eyes, 22 / 42 spherical mirrors
  • azimuth 360, elevation 3 - 17 / 3-31
  • mirror radius 1.3 m
  • 16x16 PMT per mir.
  • Pixel size 1 x 1
  • UV filter
  • SampleHold / FADC _at_ 10 MHz
  • 2 eyes (so far), 6 spherical mirrors each
  • azim. 180, el. 28.6
  • Schmidt optics
  • mirror radius 3.4 m
  • 20 x 22 PMT per mir.
  • pixel size 1.5 x 1.5
  • UV filter, Winston cones
  • FADC _at_ 10 MHz

64
Phototube Calibration
  • pe qe ce A ?
  • ? G pe
  • ? G v(?pe)
  • pe ? (?/?) 2
  • Relative calibration at the beginning and end of
    each nightly run.
  • using YAG laser
  • optical fibers distribute the laser signal to all
    mirrors.
  • Absolute calibration using a portable
    light-source (RXF), that is carried to both
    sites.
  • calibration of RXF in the lab using HPDs.
  • /- 10 uncertainty in energy scale.
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