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Directional Sensitivity in Double Chooz

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average displacement for reactor energies ~ 1.9 cm ... K. A. Hochmuth et al, Earth Moon Planets 99:253-264,2006 ,[hep-ph/0610048] ... – PowerPoint PPT presentation

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Title: Directional Sensitivity in Double Chooz


1
Directional Sensitivity in Double Chooz
  • Kathrin A. Hochmuth
  • Max-Planck-Institut für Physik

LAUNCH Workshop Heidelberg 23.3.2007
2
Outline
  • Neutrino Direction Measurements
  • CHOOZ measurements
  • Two Reactors
  • - separation of sources?
  • - monitoring power output?
  • analytical estimates and maximum likelihood
    analysis
  • - for Double Chooz setup with 30 separation
  • - for hypothetical setup with 90 separation

in collaboration with M. Lindner and G. Raffelt
3
Neutrino Direction
average displacement for reactor energies 1.9
cm
Note uncertainty of locating the positron
annihilation and neutron absorption points is
large!
Uncertainty of displacement
4
Setup
  • CHOOZ determined each of the angles with s
    12 with 2,500 events
  • Double Chooz near detector
  • 160,000 events per year


5
One Reactor
CHOOZ event rate (2,500) true values
q
f
6
One Reactor
CHOOZ event rate (2,500) true values
q
f
Double Chooz event rate (160,000)
7
Two Reactors ???
160,000 events
Single Reactor
Double Chooz 30 separation
Hypothetical setup 90 separation
8
Probability Distribution Function
tilt angle w.r.t x-y plane
relative strength of the reactors, where
(assume for now )
displacement 1.9 cm
uncertainty of the displacement 20 cm
Separation angle
Central angle
For Double Chooz
9
Important Points
y-axis distribution gives information on the
angular separation
x-distribution gives only information

on the center of the distribution
No distinction from a single Gauss

gt10 Mio events needed
10
Important Points
y-axis distribution gives information on the
angular separation
x-distribution gives only information

on the center of the distribution
No distinction from a single Gauss

gt10 Mio events needed
11
Non-Gaussianity
Good resolution
Bad resolution
No clear distinction because cosf11
12
Angular Separation of 2 Sources
160,000 events Non-Gaussian behavior No
distinction from 0
Reactor 1
Separation angle
Central angle well determinded
x-distribution behaves like a single Gaussian
13
7 years Double Chooz
Reactor 1
Separation angle
3 s distinction possible after 7 years
14
Hypothetical 90 separation
  • for 160,000 events
  • Clear separation of the angles f1,f2 with
    s13.2
  • central angle sc2.3
  • separation angle s4.6
  • Note

15
Reactor Strength
Reactor strength
1 year Double Chooz 160,000 events
5 years
f145 after 1 year
True value b1b20.5
after 1 month
16
Conclusions
  • Separation of the two Double Chooz reactors
    challenging, because of small separation angle
    and
  • 3 s separation of the two Double Chooz reactors
    after 7 years
  • Separation Potential increases with increasing
    anglesgt clear distinction for 90 separation
    after 1 year
  • Possible to monitor the strength of each
    individual reactor
    for 1 year Double Chooz with

17
References
  • M. Apollonio et al.(CHOOZ Collaboration),
    Phys.Rev.D 61 (2000) 012001 hep-ex/9906011.
  • M. Apollonio et al. Eur.Phys.J. C 27 (2003) 331
    hep-ex/0301017
  • F. Ardellier et al.(Double Chooz Collaboration)
    hep-ex/0606025v4 (26 October 2006).
  • P. Vogel and J. F. Beacom, Phys. Rev. D 60 (1999)
    053003
  • H. O. Back et al. (Borexino Collaboration),physics
    /0408032.
  • P. H. Frampton and P. Vogel, Phys.Rept. 82 (1982)
    339.
  • K. A. Hochmuth et al, Earth Moon Planets
    99253-264,2006 ,hep-ph/0610048.
  • K. A. Hochmuth et al, Astropart.Phys.2721-29,2007
    ,hep-ph/0509136.

18
Thank you!
N
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A
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