FLASY2011
Short Baseline Neutrino Anomalies and Future Probes
Sanjib Kumar Agarwalla (Sanjib.Agarwalla@ific.uv.es) IFIC/CSIC, University of Valencia, Spain
Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 – p.1/32
FLASY2011 Short Baseline Neutrino Anomalies and Future Probes - - PowerPoint PPT Presentation
FLASY2011 Short Baseline Neutrino Anomalies and Future Probes Sanjib Kumar Agarwalla (Sanjib.Agarwalla@ific.uv.es) IFIC/CSIC, University of Valencia, Spain Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 p.1/32 Definition of
Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 – p.1/32
Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 – p.2/32
Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 – p.3/32
Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 – p.4/32
µ > = 40 MeV
PRL 75 (1995) 2650; PRC 54 (1996) 2685; PRL 77 (1996) 3082; PRD 64 (2001) 112007
µ > = 700 MeV
PRL 103 (2009) 111801; PRL 105 (2010) 181801
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Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 – p.6/32
PRL 98 (2007) 231801
PRL 102 (2009) 101802
PRL 103 (2009) 061802
PLB 134 (1984) 281
PRD 76 (2007) 093005
Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 – p.7/32
21 ≈ ∆m2 31 ≈ 0 and xij ≡ ∆m2 ijL/4E
Example Fit : ∆m2
41 = 0.57 eV2 and sin2 2θµe = 0.0097 using LSND, MB-¯
ν, KARMEN (Karagiorgi et al., arXiv:0906.1997) P(νe → νe) = 1 − 4|Ue4|2(1 − |Ue4|2) sin2 x41 ≡ 1 − sin2 2θee sin2 x41 Example Fit : ∆m2
41 = 1.78 eV2 and sin2 2θee = 0.089 using all reactor data
with new fluxes (J. Kopp et al., arXiv:1103.4570) No CPV : can’t reconcile ¯ ν (LSND, MB) and ν (MB) data
Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 – p.8/32
21 ≈ ∆m2 31 ≈ 0 and xij ≡ ∆m2 ijL/4E
P(¯ νµ → ¯ νe) = 4|Ue4|2|Uµ4|2 sin2 x41 + 4|Ue5|2|Uµ5|2 sin2 x51 + 8|Ue4Uµ4Ue5Uµ5| sin x41 sin x51 cos(x54 + δ)
δ ≡ arg(U∗
e4Uµ4Ue5U∗ µ5) is the CP-phase
P(νe → νe) = 1 − 4(1 − |Ue4|2 − |Ue5|2)(|Ue4|2 sin2 x41 + |Ue5|2 sin2 x51) − 4|Ue4|2|Ue5|2 sin2 x54
∆m2
41
|Ue4| |Uµ4| ∆m2
51
|Ue5| |Uµ5| δ/π A : arXiv:1103.4570 0.47 0.128 0.165 0.87 0.138 0.148 1.64 B : arXiv:0906.1997 0.39 0.40 0.20 1.10 0.21 0.14 1.1
Global best-fit points for (3+2) model. Mass splittings are shown in eV2
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Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 – p.11/32
Φ (MeV
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Mike Shaevitz, SBNW11, Fermilab
Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 – p.13/32
4 × 1021 per year, per flavor (νµ, ¯ νµ and νe), 1.6 × 1018 per year of ¯ νe (4 × 10−4 compared to other flavors); Delivered as 100 kW average power, with 200 kW instantaneous power, (50% duty factor allowing equal beam-on and beam-off data sets); 800 MeV protons on target; ±25 cm smearing (assumed flat) on neutrino production point; 20 m distance from average production point to face of detector fiducial region.
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g.s.
Ar K C N p n [IBD]
* −
40 40
( ) e
e ,
ν ( )
+
e
e ,
[MeV]
ν
[ cm ]
2 νe , e ( )
12 12
−
1e−43
Neutrino energy
50 45 40 35 30 25 20 15 10 1e−39 1e−40 1e−41 1e−42
Cross−section
Free protons : Liquid scintillator oil, H2O Low kinematic threshold : 1.81 MeV Coincidence tag between prompt positron and the delayed neutron capture by a proton n + p → d + γ (2.2 MeV) after ∼ 250 µs
prompt e−, followed within a 60 ms window by e+ from β-decay of the 12Ng.s., mean τ 15.9 ms
It has the highest cross-section in the energy range of interest, excellent for Disappearance studies
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50 kt Fiducial (Unsegmented) 100 m tall by 30 m diameter Source-to-detector-face = 20 m Low detection threshold
Excellent Vertex and Energy Resolution Clear coincidence signal for ¯ νe IBD events Deep underground location (4000 mwe) Negligible cosmic muon backgrounds
Neutrino Energy threshold
For appearance : Eν > 20 MeV For disappearance : Eν > 33 MeV
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[ With Osc/Full Transmutation ]
(3+1) (3+2) 50 kt LENA (Appearance mode)
L/E Event ratio
0.007 0.008 0.009 0.01 0.5 1 1.5 2 2.5 3 3.5 4 4.5 5 0.005 [m/MeV] 0.004 0.003 0.002 0.001 0.006
Bin and fit IBD data with reconstructed L/E (3+1) fit : Karagiorgi et al., arXiv:0906.1997 ∆m2
41 = 0.57 eV2 & sin2 2θµe = 0.0097
(3+2) fit : J. Kopp et al., arXiv:1103.4570 Accessible L range : 20–120 m DAR energy range : 20–52.8 MeV SKA, J.M. Conrad, M.H. Shaevitz, arXiv:1105.4984
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∆m2
41
|Ue4| |Uµ4| ∆m2
51
|Ue5| |Uµ5| δ/π A : arXiv:1103.4570 0.47 0.128 0.165 0.87 0.138 0.148 1.64 B : arXiv:0906.1997 0.39 0.40 0.20 1.10 0.21 0.14 1.1 Fiducial Mass Radius Length Signal Signal Intrinsic ¯ νe (A : 1103.4570) (B : 0906.1997) Background 50 kt 13.58 m 100 m 12985 32646 1450 25 kt 10.78 m 79.37 m 7787 18356 875 10 kt 7.94 m 58.48 m 3753 7964 443 5 kt 6.3 m 46.42 m 2080 4044 261
Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 – p.18/32
22θ
sin ∆m
2
2
[eV ] −1 −4
Appearance mode
−3
10 kW (1 year)
−2
µe
1
MiniBooNE 99% CL (2 dof)
−1
+ LSND
ν
(2 dof)
σ 5
( )
10
10 kt 5 kt 50 kt DAR−LENA
10 10 10 10 10 10
25 kt
22θ
sin ∆m
2
2
[eV ] −1 −4
Appearance mode 100 kW (1 year)
−2
e µ
1 −3
MiniBooNE
−1
99% CL (2 dof) + LSND
(2 dof)
σ 5
ν
( )
10
5 kt 25 kt 50 kt DAR−LENA
10 10 10 10 10 10
10 kt
SKA, J.M. Conrad, M.H. Shaevitz, arXiv:1105.4984
Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 – p.19/32
50 kt LENA (Disappearance mode) (3+1) (3+2)
Event ratio [ With Osc/No Osc ] L/E
0.88 0.5 1 1.5 2 2.5 3 3.5 [m/MeV] 0.98 0.96 0.94 0.92 0.9 1
Bin and fit νe scattering data with L/E (3+1) fit : J. Kopp et al., arXiv:1103.4570 ∆m2
41 = 1.78 eV2 and sin2 2θee = 0.089
(3+2) fit : J. Kopp et al., arXiv:1103.4570 Accessible L range : 20–120 m DAR energy range : 33–52.8 MeV SKA, J.M. Conrad, M.H. Shaevitz, arXiv:1105.4984
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∆m2
41
|Ue4| |Uµ4| ∆m2
51
|Ue5| |Uµ5| δ/π A : arXiv:1103.4570 0.47 0.128 0.165 0.87 0.138 0.148 1.64 B : arXiv:0906.1997 0.39 0.40 0.20 1.10 0.21 0.14 1.1 Fiducial Mass Radius Length Evts w/ Osc Evts w/ Osc Evts, No Osc (A : 1103.4570) (B : 0906.1997) 50 kt 13.58 m 100 m 170191 139119 181672 25 kt 10.78 m 79.37 m 102726 85271 109590 10 kt 7.94 m 58.48 m 52105 43940 55439 5 kt 6.3 m 46.42 m 30874 26321 32735
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2
∆m
2
2
[eV ] 1 −1 −2
e
(2 dof)
e
sin θ 2
Disappearance mode 100 kW (1 year) σ 3 All reactor data (new flux)
−1
99% CL (2 dof) 10 kt 25 kt 50 kt
10 10 10 10
DAR−LENA
10
5 kt
100 kW source (4 × 1021 νe), 5 - 50 kt fiducial (3+1) model with simple 2-ν approximation Triangle & Bullet : (3+1) best-fit values for all reactor data with old & new fluxes Dashed green curve : 99% CL (2 dof) limit from reactor data with new reactor fluxes SKA, J.M. Conrad, M.H. Shaevitz, arXiv:1105.4984
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Detector mass 14 kt CH2 Scintillator Target, 30% PVC Dimensions : 15.7 m × 15.7 m × 67 m NOνA not made for low energy signal It can only perform νe disappearance Cannot see the 2.2 MeV γ from n capture Very little shielding – 3 m of Earth Largest background : 1010 Michel electrons/year produced by stopped cosmic muon decay Michel electron events identified and vetoed by tracking the parent muon For this study, we consider 10,000 to 50,000 un-vetoed Michel background events
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∆m2
41
|Ue4| |Uµ4| ∆m2
51
|Ue5| |Uµ5| δ/π A : arXiv:1103.4570 0.47 0.128 0.165 0.87 0.138 0.148 1.64 B : arXiv:0906.1997 0.39 0.40 0.20 1.10 0.21 0.14 1.1 Fiducial Length Breadth Height Evts w/ Osc Evts w/ Osc Evts, No Osc Mass 1103.4570 0906.1997 14 kt 67 m 15.7 m 15.7 m 32388 27407 34415
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2
99% CL (2 dof)
∆m
2
2
[eV ] 1
(new flux)
−2
All reactor data
2θ sin
e e
1 MW
−1
1 year run ν 3 σ
−1
Disappearance mode
100 kW
(2 dof) 25k Bkg/100 kW 25k Bkg/1 MW 50k Bkg/100 kW DAR−NO A
10 10 10 10
50k Bkg/1 MW
10 100 kW & 1 MW average source power 25k & 50k effective Michel e− Backgrounds (3+1) model with simple 2-ν approximation Triangle & Bullet : (3+1) best-fit values for all reactor data with old & new fluxes Dashed green curve : 99% CL (2 dof) limit from reactor data with new reactor fluxes SKA, J.M. Conrad, M.H. Shaevitz, arXiv:1105.4984
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∆m2
41
|Ue4| |Uµ4| ∆m2
51
|Ue5| |Uµ5| δ/π A : arXiv:1103.4570 0.47 0.128 0.165 0.87 0.138 0.148 1.64 B : arXiv:0906.1997 0.39 0.40 0.20 1.10 0.21 0.14 1.1 Fiducial Length Breadth Height Evts w/ Osc Evts w/ Osc Evts, No Osc Mass 1103.4570 0906.1997 5 kt 50 m 10 m 7 m 345664 288107 368880 3 kt 30 m 10 m 7 m 292723 250432 309856 1.5 kt 15 m 10 m 7 m 211483 186615 221322
Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 – p.26/32
2
3
∆m
2
2
[eV ] 1
(2 dof)
−1
σ
e
−2
e
sin θ 2
Disappearance mode 100 kW (1 year) All reactor data (new flux) 99% CL (2 dof)
−1
1.5 kt
10 10
5 kt
10 10
DAR−LAr
10
3 kt
100 kW average source power Negligible background from cosmic muons (under 4000 mwe of shielding) (3+1) model with simple 2-ν approximation Triangle & Bullet : (3+1) best-fit values for all reactor data with old & new fluxes Dashed green curve : 99% CL (2 dof) limit from reactor data with new reactor fluxes SKA, J.M. Conrad, M.H. Shaevitz, work in progress
Sanjib K. Agarwalla, FLASY2011, Valencia, Spain, 13/07/11 – p.27/32
5 sigma (2 dof)
99%CL (2 dof) MiniBooNE+LSND
0.1 0.001 0.01 0.1 Delta_m_sq (eV^2) sin^2(2*theta_emu) SK+100 kW SK+10 kW SK+5 kW 10kt+100 kW 5kt+100 kW 10 1 0.0001
EGADS + 1 MW
100 kW 10 kt 5 kt SK
Delta_m_sq (eV^2) sin^2(2*theta_ee) 0.01 1 0.1 10 0.1
SKA, J.M. Conrad, M.H. Shaevitz, work in progress 5 kW machine combined with Super-K can test the LSND/MiniBooNE anti-neutrino signal at 5 σ CL in 3+1 model in 1 yr. Super-K and 100 kW machine is more than enough to test the reactor anomaly at 3 σ
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C Giunti, BEYOND3NU, LNGS
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C Giunti, BEYOND3NU, LNGS
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C Giunti, BEYOND3NU, LNGS
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