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Title: Kellogg Lab Overview


1
Kellogg Lab Overview
2
KamLAND
3
Outline
  • Neutrino Oscillations
  • Overview and history
  • Reactor Neutrinos
  • KamLAND Experiment
  • Future outlook


Reference McKeown Vogel, Phys. Rep. 394, 315
(2004) hep-ph/0402025
4
Two Generation Model
5
Length Energy Scales
Super-K
En 1 GeV, Dm210-3 eV2 , L 1240 km
Chooz, Palo Verde
En 1 MeV, Dm210-3 eV2 , L 1.2 km
En 1 MeV, Dm210-5 eV2 , L 125 km
6
30 kton H20 Cherenkov 11000 20 PMTs
7
Super-Kamiokande Results
Wn gt 0.001
g K2K, MINOS
8
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9
Solar Neutrino Energy Spectrum
10
More missing neutrinos
11
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12
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13
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14
Neutrino Oscillations?
Rorbit
Just So ???
15
Matter Enhanced Oscillation (MSW)
Mikheyev, Smirnov, Wolfenstein
16
Open circles combined best fit Closed circles
experimental data
17
Results from Solar and Atmospheric Neutrino
Experiments
  • ns transform flavor
  • Atmospheric n data explained extremely well by
    oscillations
  • looks like primarily nm to nt conversion
  • mixing angle q23 is very large, possibly maximal
  • Dm2 2 x 10-3 eV2
  • looks like primarily nm to nt conversion
  • mixing angle q23 is very large, possibly maximal
  • Dm2 2 x 10-3 eV2
  • Solar ne change primarily to other active ns
  • if oscillations, mixing angle q12 is large but
    not maximal
  • if oscillations, Dm2 7 x 10-5 eV2
  • matter predicted to play a role in transformation

18
W.A. Fowler Nobel Lecture, 1983
19
???
Is it really an OSCILLATION effect ??
Or is it a HELICITY-FLIP effect ??
Or possibly a SOURCE GENERATION effect ??
20
Enter
  • Long Baseline (180 km)
  • Calibrated source(s)
  • Large detector (1 kton)
  • Deep underground (2700 mwe)

21
Designed to test solar neutrino oscillation
parameters on Earth (!) KamLAND has a much
longer baseline than previous (reactor)
experiments
Statistical errors only
22
Reactor Neutrino Experiments
  • ne from n-rich fission products
  • detection via inverse beta decay (nepgen)
  • Measure flux and energy spectrum
  • Variety of distances L 10-1000 m

23
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24
Detection Signal
Liquid Scintillator can measure lower energies
than water Cherenkov detectors
  • Coincidence signal detect
  • Prompt e annihilation g
    EnEpromptEn0.8 MeV
  • Delayed n capture 180 ms capture time

25
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26
Previous Measurements
Flux and Energy Spectrum g 1-2
27
Previous Oscillation Searches
103
Distance (m)
28
Only a few places in the World could host an
experiment like KamLAND
29
KamLAND uses the entire Japanese nuclear
power industry as a longbaseline source
30
Baseline is limited 85.3 of signal has 140 km
lt L lt 344 km
  • The total electric power produced as a
  • by-product of the ns is
  • 60 GW or...
  • 4 of the worlds manmade power or
  • 20 of the worlds nuclear power

31
Total expected signal from reactors 2
ev/day S/N ratio 20 _at_ 10-14 U, Th,
40K contamination in the scintillator
32
Spectrum Distortion
33
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34
KamLAND Detector
1000 Ton
(135 mm)
1879
(Cosmic veto)
35
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36
KamLANDphysics on a shinkansen
  • Summer 2000 PMT installation
  • Winter 2000-01 Veto counter installation
  • Feb 2001 Balloon insertion
  • Mar-Apr 2001 Balloon inflation and test
  • Apr-May 2001 Plumbing for fill
  • Jun-Sept 2001 Fill MO and LS
  • Aug-Sept 2001 Eng. runs with Macro Elec.
  • Sept 2001 FEE/DAQ/Trigger int. (LBL)
  • end Sept 2001 First data taking with FEE
  • Jan 22, 2002 Begin Data Taking
  • Dec. 6, 2002 Report 1st Physics Results

37
Sphere Construction
38
PMT Installation
39
PMT Installation
40
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41
Filling the Detector
42
Minimizing Radioactivity (Background)
Balloon Film
  • Certification of materials
  • Caltech low-background
  • counting facilities
  • Mass spectroscopy
  • Neutron activation analysis

Ge Detector
43
Front End Electronics
Waveforms are recorded using Analogue Transient
Waveform Digitizers (ATWDs), allowing multi p.e.
resolution
Blue raw data red pedestal green pedestal
subtracted
  • The ATWDs are self launching with a threshold
    1/3 p.e.
  • Each PMT is connected to 2 ATWDs, reducing
    deadtime
  • Each ATWD has 3 gains (20, 4, 0.5), allowing a
    dynamic range of 1mV to 1V

ADC counts (120 mV)
Samples (1.5ns)
44
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45
68Ge 1.012 MeV (g g) 65Zn
1.116 MeV (g) 60Co 2.506 MeV (g g) AmBe
2.20 , 4.40, 7.6 MeV (g)
-5m
5m
46
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47
Anti-Neutrino Candidate
(color is time)
Delayed Signal E 2.22 MeV
Prompt Signal E 3.20 MeV
Dt 111 ms DR 34 cm
48
There is a clean signal
npgdg
49
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50
Correlation with reactor power variation
51
Observed Event Rates
2002-4 dataset 766.3 tonyr, Eprompt
gt 2.6 MeV Observed 258
events No-oscillation 365.2 23.7
events Background 17.6 7.2 events
accidental 2.69 0.02 9Li/8He (b, n) 4.8
0.9 fast neutron lt 0.89 13C(a,n) 10.0
7.1
52
Evidence for Reactor ne Disappearance!!
99.998 C.L.
53
Ratio of Measured and Expected ne Flux from
Reactor Neutrino Experiments
54
Measurement of Energy Spectrum
55
Oscillation Effect
56
KamLAND best fit Dm2 7.9 x 10-5 eV2 tan2q
0.45
57

58
Combined fit with solar neutrino data
59
KamLAND Future
  • Precision Reactor Neutrino Measurements
  • - 4p calibration system
  • - refine analysis methods
  • - more statistics
  • Geoneutrinos
  • Supernova detection
  • Precision Solar Neutrino Measurements
  • - radiopurity
  • - low energy threshold

60
Maki Nakagawa Sakata Matrix
Future Reactor Experiment!
CP violation
61
Implications for Theory
  • Right-handed Dirac neutrinos
  • - weakly-interacting (10-12)
  • - extra dimensions?
  • Majorana neutrinos
  • - heavy right-handed neutrinos
  • (M1016 GeV, GUT scale)
  • - mlight mD2/M (see-saw)
  • - CP violation, leptogenesis?

62
Why so different???
63
The Mass Puzzle
Seesaw mechanism
64
Why havent we seen nR?Extra Dimension
  • All charged particles are on a 3-brane
  • Right-handed neutrinos SM gauge singlet
  • ? Can propagate in the bulk
  • Makes neutrino mass small
  • (Arkani-Hamed, Dimopoulos, Dvali, March-Russell
  • Dienes, Dudas, Gherghetta)
  • Barbieri-Strumia SN1987A constraint
  • ?Warped extra dimension (Grossman, Neubert)
  • or more than one extra dimensions
  • Or SUSY breaking
  • (Arkani-Hamed, Hall, HM, Smith, Weiner
  • Arkani-Hamed, Kaplan, HM, Nomura)

65
Mass Hierarchy and Mixing
Normal Inverted
66
Goals for the future
  • Establish q13 non-zero
  • Measure CP violation
  • Determine mass hierarchy

Also Majorana or Dirac Sterile species?
67
Maki Nakagawa Sakata Matrix
Future Reactor Experiment!
CP violation
68
ne Disappearance
Dominant ?12 Oscillation
P(?e??e)
Distance (m)
Subdominant ?13 Oscillation
69
Previous q13 Experiments
70
New q13 Experiment
  • Powerful reactor plant
  • Identical near/far detectors
  • Larger detector mass (100 Ton)
  • Far distance 2km

71
New Reactor Proposals
Daya Bay, China
  • 1.5 km baseline
  • Deeper/bigger
  • Near/Far

Chooz, France
Diablo Canyon, Calif
72
Diablo Canyon - An Ideal Site?
( Other possible site options Japan, France,
Brazil, China )
73
Another Option Daya Bay, China
74
Reactor (/- 0.01)
normal
dCP
inverted
NOnA (5 yr n)
75
Other Future Studies
  • Double beta decay (mlt0.1 eV)
  • (Majorana only!)
  • Direct measurements (mlt 1 eV)
  • (KATRIN)
  • Cosmological Input (mlt0.2 eV)
  • (Planck satellite)

76
A collaboration of LA Area High Schools, Caltech,
CSUN, and UCI
to develop a distributed array of detectors to
study ultra-high energy cosmic rays.
Research Director  Prof. R. D. McKeown, Caltech
Education Director Prof. R. Seki, CSU
Northridge Project Coordinator Dr. T. Lynn,
Caltech
77
Ultra-high Energy Cosmic Rays
Extended Air Showers
UHECR
Terrestrial Accelerators
78
Source of UHECR??
HiRes AGASA Controversy
Supernova acceleration
79
  • GPS Timing
  • Power, shelter
  • Data transfer
  • via internet
  • Cost effective

80
A Large Air Shower
81
A Large Air Shower
82
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83
Search for Correlated Showers
All Sites
Separation gt 1 km
84
A closer look
85
Maybe Interesting!
Need More Data!
86
Future Plans
  • Complete deployment of 90 sites in SG and SF
    valleys in 2004 collect data
  • Raise funds to expand to 200-300 sites
  • Develop new detector concepts
  • Improve instrumentation
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