Neutrino Oscillation Experiments – Past, Near Future, T2K Dave Wark

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Neutrino Oscillation
Experiments –
Past, Near Future, T2K
Dave Wark
Imperial/RAL
Higgs-Maxwell
Edinburgh
Feb. 9, 2005
F ebrua ry , 2004
11
Higgs-Maxwell
Feb. 9
Never
’05
begin a talk with an excuse
or an apology
…so sorry about this, but
I can’t really do my job properly, and it
isn’t my fault.
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
Never
’05
begin a talk with an excuse
or an apology
…so sorry about this, but
I can’t really do my job properly, and it
isn’t my fault.
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Articles
in hep-ex, hep-ph, or hep-th in
past year (to 24/8/03) with word in title
structure
211
gluon
109
107
Quark
443
CP
201
Standard model
QCD
442
spin
191
SUSY
97
String
435
fermion
166
LHC
83
Brane
325
lepton
163
unification
75
Higgs
288
photon
135
Linear collider
59
Meson
284
inflation
117
strong
58
perturbation
213
electroweak
109
flavour
42
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Articles
in hep-ex, hep-ph, or hep-th in
past year (to 24/8/03) with word in title
Neutrino
Quark
558
443
structure
211
gluon
109
CP
201
Standard model
107
QCD
442
spin
191
SUSY
97
String
435
fermion
166
LHC
83
Brane
325
lepton
163
unification
75
Higgs
288
photon
135
Linear collider
59
Meson
284
inflation
117
strong
58
perturbation
213
electroweak
109
flavor
136
Cannot possibly cover the field in one talk
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Solar Neutrinos
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Next three plots adapted from http://www.sns.ias.edu/~jnb/
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
71±5
71±5
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Before the SM was even formalized the
theorists were thinking….
• 1957 – Bruno Pontecorvo, wondering if there are any other particles
—
which could undergo oscillations analogous to K0  K0 oscillations,
hit upon the idea of neutrino  anti-neutrino oscillations (more about
this later).
• 1962 – Maki, Nakagawa, and Sakata (in the context of what looks
today like a very odd model of nucleons) proposed that the weak
neutrinos known at the time were superpositions of “true” neutrinos
with definite masses, and that this could lead to transitions between the
different weak neutrino states.
• 1967 – Pontecorvo then considered the effects of all different types of
oscillations in light of what was then known, and pointed out before
any results from the Davis experiment were known that the rate in
that experiment could be expected to be reduced by a factor of two!
• 1972 – Pontecorvo is informed by John Bahcall that Davis does indeed
see a reduced rate, and responds with a letter….
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Neutrino Oscillations
• If neutrinos have mass, then there are two
distinct types of neutrino state we must
consider – the eigenstates of the weak
Hamiltonian nl = ne, nm, nt; and the
eigenstates of the free particle Hamiltonian
ni = n1, n2, n3.
• There is absolutely no reason to believe that
these are the same thing.
• In general:
n l  Uli n i
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
If neutrinos have mass:
’05
n l  Uli n i
For three neutrinos:
 U e1 U e2

U li   Uμ1 Uμ2
U
 τ1 U τ2
U e3   1
0
0   c13
0 s13eiδ   c12 s12 0 
 



Uμ3    0 c23 s23   
0
1
0     s12 c12 0 

 

iδ



U τ3   0  s23 c23    s13e
0 c13   0
0 1 


where cij  cos ij , and sij  sin ij
Three Angles
2
Δm
L
2
2
P(ν μ  νe )  sin 2θ sin ( 1.27
)
E
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
If neutrinos have mass:
’05
n l  Uli n i
For three neutrinos:
 U e1 U e2

U li   Uμ1 Uμ2
U
 τ1 U τ2
U e3   1
0
0   c13
0 s13eiδ   c12 s12 0 
 



Uμ3    0 c23 s23   
0
1
0     s12 c12 0 

 

iδ



U τ3   0  s23 c23    s13e
0 c13   0
0 1 


where cij  cos ij , and sij  sin ij
Two mass differences - each has a sign
2
Δm
L
2
2
P(ν μ  νe )  sin 2θ sin ( 1.27
)
E
sin 2
sin 2 m 
2
2
(  cos 2 )2  sin 2 2
  2 2GF N e E / m 2
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
If neutrinos have mass:
’05
n l  Uli n i
For three neutrinos:
 U e1 U e2

U li   Uμ1 Uμ2
U
 τ1 U τ2
U e3   1
0
0   c13
0 s13eiδ   c12 s12 0 
 



Uμ3    0 c23 s23   
0
1
0     s12 c12 0 

 

iδ



U τ3   0  s23 c23    s13e
0 c13   0
0 1 


where cij  cos ij , and sij  sin ij
CP violating phase!
2
Δm
L
2
2
P(ν μ  νe )  sin 2θ sin ( 1.27
)
E
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
The Super-Kamiokande
Detector
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
nm produces a m,
which produces a
sharp ring
m
e
ne produces
an electron,
which produces
a “fuzzy” ring
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
SK
’05
data as a function of zenith angle
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
1000 tonnes D2O
Surface: 2 km
Phototube Support
Structure (PSUP)
Acrylic Vessel
104 8” PMTs
6500 tonnes H2O
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
2 tons of NaCl added to D2O on June 1, 2001
s = 0.0005 b
s = 44 b
35Cl+n
8.6 MeV
2H+n
6.0 MeV
3H
36Cl
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
2 tons of NaCl added to D2O on June 1, 2001
Feb. 9
’05 Results from 254.2 live days
of data taken between
July 26, 2001 and
October 10, 2002
s = 0.0005 b
s = 44 b
35Cl+n
8.6 MeV
2H+n
6.0 MeV
3H
36Cl
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
•
Blind Analysis Technique Used
Unknown fraction of muon followers
included in data set for analysis
• NC cross-section “spoiled” in Monte Carlo
• Data pre-scaled by unknown 80±10%
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
Comparison of pure D2O and Salt results
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
KamLAND
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
1st KamLAND Results …
K. Eguchi et al., hep-ex/0212021
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
1st KamLAND Results …
K. Eguchi et al., hep-ex/0212021
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
What does this mean about solar n?
Observed/Expected = 0.611 ± 0.085(stat.) ± 0.041(syst.)
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
What does this mean about solar n?
Observed/Expected = 0.611 ± 0.085(stat.) ± 0.041(syst.)
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
If neutrinos have mass:
’05
n l  Uli n i
For three neutrinos:
 U e1 U e2

U li   Uμ1 Uμ2
U
 τ1 U τ2
U e3   1
0
0   c13
0 s13eiδ   c12 s12 0 
 



Uμ3    0 c23 s23   
0
1
0     s12 c12 0 

 

iδ



U τ3   0  s23 c23    s13e
0 c13   0
0 1 


where cij  cos ij , and sij  sin ij
LSND
2
Δm
L
2
2
P(ν μ  νe )  sin 2θ sin ( 1.27
)
E
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Parameters needed to specify model
•Three Angles – 12 , 23 , 13
•Two mass differences – m212 , m223
•Two signs of the mass differences
•One Dirac CP phase
But Also:
•The absolute mass scale
•Are neutrinos Dirac or Majorana (or both)?
•Two Majorana CP phases
•Are there more - sterile - neutrinos (neuterinos)?
•Are there any surprises???
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Measuring 23 and m223
• Atmospheric Neutrinos
• Long-Baseline Accelerator Neutrino Experiments
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Measuring 23 and m223
• Atmospheric Neutrinos
• Long-Baseline Accelerator Neutrino Experiments
–
–
–
–
K2K
MINOS
OPERA
ICARUS
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
The
’05
first LBL Experiment – K2K
Dave Wark
University of Sussex/RAL
IMFP03
Feb. 25
CHEP
’03
’02
Dave Wark
University of Sussex/R
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Evidence for n oscillations from K2K
Dave Wark
University of Sussex/RAL
The MINOS Experiment
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
MINOS Sensitivity in 5 year run
Current SK
region
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
Beam
’05
construction is
well advanced, first
beams in 2006
nt ?
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
OPERA Detector: Emulsion
~2 kTon (Pb)
0.04 kTon emulsion
Plastic base
1 mm
t
n
Pb
56 emulsion films / brick
• To the full detector:
2 supermodules
31 walls /
supermodule
52 x 64 bricks /wall
200 000 bricks
Emulsion layers
9 kt-yr
m2 = 1.2 x 10-3 eV2 :
2.7 events
 m2 = 2.4 x 10-3 eV2 :
11 events
 m2 = 5.4 x 10-3 eV2 :
54 events
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
2
Drift
Coord.
(m)
Full 2D view from the Collection Wire Plane
2
4
6
Wire coord. (m)12
Installation
18
Zoom View
3.9 Proceeding!
m
1.8 kt to be
1.3 m
operating
by 2008
T600 test @ Pv: Run 308 - Evt 7
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
What is left to measure?
• More accurate determinations of already measured
parameters (better than CKM?):
– Existing experiments offer (modest) improvements
– Next-generation long baseline and reactor experiments
(T2K will improve on MINOS by ~10x).
• 13
• The sign of m232 (or m132)
• The CP-violating phase d
Dave Wark
University of Sussex/RAL
Allowed by
Super-K
J.W.F. Valle, hep-ph/0410103
What about 13?
From Maltoni et al., hep-ph/0309130
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
If neutrinos have mass:
Feb. 9
’05 For three neutrinos:
n l  Uli n i
0
0  1 0
0   c13 0 s13 
 U e1 U e 2 U e 3   c12 s12 0   1

 
 
 
 

U li   U μ1 U μ 2 U μ3     s12 c12 0    0 c23 s23    0 1
0  0 1 0 
U
  0
 0  s
  0 0 e  iδ    s 0 c 
U
U
0
1
c
τ2
τ3 
23
23  
13 
 τ1

 
  13
where cij  cos ij , and sij  sin  ij
2
2
23
Pem  sin 2 213 sin 2 sin 
  sin 213 sin d cos 13 sin 212 sin 2 23 sin 
3
  sin 213 cos d cos 13 sin 212 sin 2 23 cos
 sin 2
2
Δm
L
2
2
2
2 ν ) 2sin 2θ sin
2
P(ν

)
  cos
 23e sin 212 sin  ( 1.27
μ
E
2
2
2
where   m21~0.03
/ m31 and   m31~p/4
L / 4E
And sin2213 < ~0.14
Dave Wark
University of Sussex/RAL
PPAP
Mar. 25
’04
≡ T2K
Dave Wark
Imperial College/RAL
Higgs-Maxwell
Feb. 9
’05
Far Detector.
Off Axis Beam
Target Horns
Near Detector
Decay Pipe

m2=3x10-3eV2
L=295km
Statistics at SK
OA2°
~102 x (K2K)
(OAB2deg,1yr,22.5kt)
~4500 nm tot
~3000 nm CC
ne ~0.2% at nm peak
nm
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
En 
nm + n → m + p
mN Em  mm2 2
mN  Em  pm cos  m
(Em , pm)
n
inelastic
nm + n → m + p +np
ccQE
cc-inelastic
ccQE
beam energy
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
nm
disappearance
signal
Background
from NC
interactions
p0
e
ne
appearance
signal
m
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Data compiled by G.Zeller, hep-ex/0312061
Higgs-Maxwell
Feb. 9
’05
• To make precise measurements,need
– Background cross sections
– Signal (CC!) cross sections
Slide stolen from Debbie Harris
Dave Wark
University of Sussex/RAL
Conceptual design
of the near neutrino detector
Off-axis (~2o)
Neutron shield
16m
nm and ne fluxes
and spectra
n interaction study
SK
(CC-QE, non-QE
and p0 )
SK direction
36m
Kaon contributions
Grid m profile
FGD
MRD
2
n beam
5m
3
20mF
PMT
Tracker : SciBar type
Extruded Scintillator + Wave Length Shifting Fiber
1m
1m
nm
m
Iron
Veto all surface
by plastic scintillator
(Fibers goes through holes.)
~14m
On-axis (0o)
Beam direction
and stability
1m
3m
1m
3m
The detector design
is only just started.
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Another way at 13 –
a Two-Detector
Reactor Experiment
Look at ratio of rates/spectra
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
GeneralDetector
StrategyConcept
of Experiment
~200 m
Sensitivity goal: sin22~0.01
~1600 m
Braidwood
• 1 near detector and 2 far detectors
• 6.5 m diameter spherical detectors with 3 zones (Gd-loaded scint.)
• 25-50 ton fid. mass per detector, depending on required buffer regions.
• Movable detectors with surface transport for cross-calibration
• Near and far detectors at same depth of 450 mwe (contingent
on bore holes)
• Near detector at ~200 m security perimeter (L~270 m)
• Far detector at ~1800 m
• Full detector construction above ground
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Approved
Why do more than one….?
Can’t determine three parameters with one Pme.
Dave Wark
University of Sussex/RAL
Determining the sign of m132
S. Parke @ Argonne NuMI OA meeting
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
What about 13?
From Huber et al., hep-ph/0412133
Higgs-Maxwell
Feb. 9
’05
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Make intense, energetic, clean, signselected neutrino beams from
_


m e + nm + ne
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Make intense, energetic, clean, signselected neutrino beams from
_


m e + nm + ne
Dave Wark
University of Sussex/RAL
PPAP
Mar. 25
’04
CERN: -beam baseline
scenario
Nuclear
Physics
SPL
Decay
ISOL target
& Ion source
Ring
SPS
Decay ring
Brho = 1500 Tm
B=5T
ECR
Lss = 2500 m
Cyclotrons,
linac or FFAG
Rapid
cycling
synchrotron
PS
6
2
P. Zucchelli, Phys. Lett. B, 532 (2002) 166-172
Beta-beam study group
Slide from M. Lindroos
He 36Li e n
Average Ec m s  1.937 MeV
18
10
Ne 189Fe e n
Average Ec m s  1.86 MeV
Dave Wark
Imperial College/RAL
Higgs-Maxwell
Feb. 9
’05
Neutrino Factory
Physics Reach
13
CP sensitivity
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Absolute Neutrino Masses
Mass Limit (eV, keV, or MeV)
10
10
4
J. Wilkerson
m
3
e
10
2
t
10
10
ne (eV)
nm (keV)
nt (MeV)
1
0
1950
1960
1970
1980
1990
2000
Year
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
So what does this all mean about neutrino mass?
Feb. 9
’05
It “probably” looks
something like this
Log m2
m3
m223 ~ 2.5 x 10-3 eV2
m2
m212 ~ 7 x 10-5 eV2
m1
ne
nm
nt
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
So what does this all mean about neutrino mass?
Feb. 9
’05
But it could look like this
Log m2
m3
m2
m1
m2
m1
m3
ne
nm
nt
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
This makes a factor of two difference in the total.
’05
But a factor of two difference in what?
Log m2
m3
m2
m1
m2
m1
m3
ne
nm
nt
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Log m
1 eV
Even more significant is the absolute scale.
m3
m2
m1
This?
Or this?
10-1 eV
m3
m2
m1
10-2 eV
ne
nm
nt
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Does this look natural?
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05
Log m
1 eV
Even more significant is the absolute scale.
m3
m2
m1
This?
Or this?
10-1 eV
m3
m2
m1
10-2 eV
ne
nm
nt
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Determining the absolute mass scale
Feb. 9
’05 • Supernovae – Prodigious producers of neutrinos,
and measuring time shifts can in principle measure
neutrino masses, mn < ~30 eV.
• Kinematic limits: If you believe the oscillation
results, all m2≪1 eV, therefore only ne
measurements have useful sensitivity → current
best is Tritium Beta Decay, mn < 2.2 eV.
• If neutrinos have Marjorana masses, then zeroneutrino double-beta decay is allowed →
observation of 0n decay would be direct
evidence for neutrino mass, <mn> < ~1.3 eV.
• Neutrinos are the second most numerous particle
in the Universe → even a tiny neutrino mass could
have astrophysical implications, Smn < 0.23 eV(?)
Dave Wark
University of Sussex/RAL
Higgs-Maxwell
Feb. 9
’05 • Neutrinos have been experimentally demonstrated to have
mass.
• Neutrinos have been experimentally demonstrated to
oscillate.
• The implications for particle physics and astrophysics
could be considerable.
• An extensive experimental programme will be required to
fully explore the oscillation parameters, and to determine
the absolute masses, using accelerators, precision
experiments, and astrophysics
• This is an exciting, active field.
• JOIN US!
• Thanks to the many many people who I stole slides from…
Conclusions?
Dave Wark
University of Sussex/RAL
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