XLIV Rencontres de Moriond EW
Neutrino data and implications for θ13 Antonio Palazzo
CSIC/IFIC, AHEP group, Valencia
March 13, 2009 Based on work done in collaboration with: G.L. Fogli, E. Lisi, A. Marrone, A.M. Rotunno
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Ou Outl tlin ine Introduction The standard 3 framework - - PowerPoint PPT Presentation
XLIV Rencontres de Moriond EW March 13, 2009 Neutrino data and implications for 1 3 Antonio Palazzo CSIC/IFIC, AHEP group, Valencia Based on work done in collaboration with : G.L. Fogli, E. Lisi, A. Marrone, A.M. Rotunno 1 Ou Outl
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Explicit form:
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“fixed” by Atm + LBL
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Precision quickly increasing after each new MINOS data release Still dominated by Atm. data Improvement expected from MINOS
Fogli et al., Phys. ReV. D 78, 033010 (2008) [arXiv:0805.2517v3]
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2008 Results
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Fogli et al., Phys. ReV. D 78, 033010 (2008) [arXiv:0805.2517v3]
Er Errors a s are l e lin inea ear, p , precisio cision e n era n a now en w entered
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G.L Fogli, E. Lisi, A. Marrone, A.P., A.M. Rotunno arXiv:0806.2649 [hep-ph] PRL 101, 141801 (2008)
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SK + LBL
CHOOZ Excluded
They seem capable to go beyond
the CHOOZ sensitivity
first corroborated & then strengthened
the CHOOZ upper bound
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13>0
A possible source:
excess of sub-GeV electron-like events partially explained by 3ν subleading effects driven by the “solar” splitting δm2
G.L. Fogli, E. Lisi, A. Marrone, A.P., Prog. Part. Nucl. Phys. 57, 742 (2006)
In the past this “hint” was not corroborated by solar & KamLAND, which systematically preferred θ13 = 0
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tral v l value l ue lowe wer than be r than before
r reduc duced w d when c hen combin mbined d be best fit of t fit of θ12 at a sl t a slig ightl tly l y lowe wer v r value ue ran ange a e allowe wed f d for r θ12 app ppreci ciabl bly na y narrowe wed (now w ~ sym symmetr tric) )
20 2008 08
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Solar and KamLAND
prefer different values of θ12
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No overlap at 1σ level Solar prefer higher θ12
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KamLAND prefers lower θ12
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Disagreement reduced*
*See also Balantekin and Yilmaz, J. Phys. G. 35, 075007 (2008)
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13 >
13 =
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Sc Schwe hwetz tz, , Tortol
a, Valle, a , arXi rXiv:0808. v:0808.201 2016 6
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13>0 a
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~ 0.307 ~ 0.667 ~ 0.016 22
th F
By courtesy of M. Sanchez
13 = 0
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The Col he Collabo boratio ion, , conse nservativel ely, , do does n s not a t attach an h any pa y particu cular r rel elevanc ance t e to th
is fact
0.9 σ
1.2 σ
1.6 σ
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MINOS SNO Atm.
Re Resu sults w ts with do th doubl uble s e statis istics e cs expected so d soon.
See talk b lk by M. y M. Sanche Sanchez. z.
Low en w energy thr y threshold ana shold analysis (LET ysis (LETA) u ) unde derwa
Increa ease sed NC s d NC statis istics cs. See t See talk b lk by y A. McDo McDona nald, a ld, at N t Neu eutr trin ino
elescopes 20 s 2009 09.
A compl mplete 3 e 3ν ana analysis inc ysis includin ding g subl sublea eadin ding e effects in ts induc duced b d by y “sol solar r pa param ameters” is e is expected fr d from the SK c m the SK col
boratio ion.
See talk b lk by M. y M. Nakaha ahata a at N t Neu eutr trin ino
elescopes 20 s 2009 09.
First da t data, u a, usin sing a sin g a singl gle de e detector, t , to be c
d before the en e the end of d of th this y is yea
First r t resu sults c ts could be e ld be expected b d by the su y the summer of 2010 r of 2010.
Fir First r t resu sults e ts expected in 2011 d in 2011
Daya-Bay
New da ew data e a expected.
Furthe thermo more, i , it ha t has been n s been noted tha d that in a m t in a multi-r i-rea eactor se setu tup o p one e e expects pa ts partial c l canc ancel ellatio ions of r ns of ran ando dom dis m distr trib ibuted e d errors s (Dju (Djurci cic e c et a t al., 0808.07 ., 0808.0747 [ 7 [he hep-e p-exp]). ]). P Possibl ssible impa e impact o t on the of n the of “S+K h S+K hin int”. t”.
KamLAND
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θ13>0
confirmed
upper bound
S S K K K
S
Hint of new physics?
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Adapted from Huber et. al JHEP 0605, 072 (2006) * Global analysis 2009 Global analysis 2009 28
1σ 1σ
13>0
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G.L. Fogli, E. Lisi, A. Marrone, A.P., Prog. Part. Nucl. Phys. 57, 742 (2006) 31
“θ13 term” “δm2 term”
Constant density approximation
zero when both θ13=0 & δm2 = 0 “Interference term” *
multi-GeV sub-GeV
*O.L.G Peres and A.Yu. Smirnov , Nucl. Phys. B 456, 204 (1999); ibidem 680, 479 (2004)
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Mixing angles in matter Order of magnitude
Expressions valid for
“Swapping” relations
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“θ13 term” dominant “δm2 term” dominant “Interference term” dominant (only in sub-GeV)
Fogli et al., Prog. Part. Nucl. Phys. 57, 742 (2006)
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SNO-II (2005) SNO-III (2008)
bo both a th alr lrea eady g y good …an d …and… n d… now e w even be en better r 1) “internal” consistency among SNO (CC,NC) and SK (ES) 2) consistency among NC measurement and Solar Model
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12,
13) in P
ee
cillatio ion pha n phase se
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Low-E beha behavio vior is sim r is simil ilar t r to tha
t probe
d in KamLAND, so , so we e we expect an ana t an analogous c s compl mplem emen entarity of h ty of hig igh-E an h-E and ( d (fu futu ture) l ) low-E
Goswami and Smirnov, PRD 72, 053011 (2005)
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