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26 2. Neutrino physics<br />

tel-00821629, version 1 - 11 May 2013<br />

The so called so<strong>la</strong>r neutrino anomaly was finally solved by the SNO experiment<br />

[30] using an heavy water (D 2 O) Cherenkov d<strong>et</strong>ector, sensible to<br />

neutrino interactions through three di↵erent processes.<br />

E<strong>la</strong>stic scattering, ⌫ x + e ! ⌫ x + e with x = e, µ, ⌧, involve all types of<br />

neutrinos but with a di↵erent cross-section for ⌫ µ and ⌫ ⌧ . Naming x the<br />

neutrino flux for the f<strong>la</strong>vour x, e<strong>la</strong>stic scattering allow to d<strong>et</strong>ermine the flux<br />

e +0.155( µ + ⌧ ). The charged current interaction, D + ⌫ e ! 2p + e,<br />

only involve electron neutrino and therefore d<strong>et</strong>ermines e. Finally the neutral<br />

current interaction, D + ⌫ e ! p + n + ⌫ e , involves all neutrino f<strong>la</strong>vour<br />

with the same cross-section and allow to d<strong>et</strong>ermine the total neutrino flux,<br />

tot = e +( µ + ⌧ ).<br />

The three di↵erent reactions measured three in<strong>de</strong>pen<strong>de</strong>nt linear combination<br />

of electron, muon and tau neutrino fluxes, as shown in Fig. 2.4. Such<br />

measurement allowed to obtain clear evi<strong>de</strong>nce of so<strong>la</strong>r neutrino oscil<strong>la</strong>tion<br />

in term of ⌫ e ! ⌫ e,µ,⌧ , of which ⌫ e is only one third of the total. Moreover,<br />

the total initial ⌫ e flux has been d<strong>et</strong>ermined in<strong>de</strong>pen<strong>de</strong>ntly from theor<strong>et</strong>ical<br />

DETERMINATION OF THE ν<br />

mo<strong>de</strong>l.<br />

e AND . . . . I DATA SET<br />

8<br />

SNO<br />

SNO<br />

φ<br />

7 ES<br />

φ CC<br />

160<br />

Data -(a)<br />

BG - Geo ! e<br />

Expectation based on<br />

1<br />

140 d<strong>et</strong>ermined by<br />

6<br />

5<br />

0.8<br />

120<br />

SNO<br />

4<br />

φ 100<br />

NC<br />

0.6<br />

3<br />

φ SSM<br />

80<br />

2<br />

0.4 60<br />

CC<br />

1<br />

40<br />

0.2<br />

0<br />

20 NC + bkgd<br />

0 1 2 3 4 5 6<br />

6 -2 -1<br />

φ e (10 cm s )<br />

0 0<br />

20 30 -1.0 40 50 -0.5 6<br />

L<br />

FIG. 41. (Color) Flux of 8 0<br />

/E<br />

!e<br />

(<br />

Figure 2.4: So<strong>la</strong>r neutrino fluxes d<strong>et</strong>ermined<br />

Bso<strong>la</strong>rneutrinosthatareµ<br />

by SNO through<br />

or τ f<strong>la</strong>vor<br />

e<strong>la</strong>stic scattering<br />

(ES) neutral current (NC) and(a)<br />

charged current (CC) interactions.<br />

(b)<br />

500<br />

vs flux of electron neutrinos <strong>de</strong><strong>du</strong>ced from the three neutrino reactions<br />

(b)<br />

in SNO. The diagonal bands show the total 8 Bfluxaspredictedby<br />

The expected flux from the SSM is also shown and it is in agreement with<br />

the BP2000 SSM [78](dashedlines)andthatmeasuredwiththeNC<br />

400<br />

the measured Fig.<br />

reaction<br />

total 7: D<strong>et</strong>ermination<br />

in SNO<br />

flux<br />

(solid<br />

[30]. of the electron and muon/tau neutrino fluxes by SNO (a). Elec<br />

band). The intercepts of these bands with<br />

the probability axes represent at KamLAND the ±1σ errors. (b). The bands intersect at the fit<br />

300<br />

values for φ e and φ µτ , indicating that the combined flux results are<br />

consistent with neutrino f<strong>la</strong>vor transformation with no distortion in<br />

the 8 Bneutrinoenergyspectrum.<br />

200<br />

Long baseline the electron reactor andneutrinos<br />

the <strong>de</strong><strong>la</strong>yed coinci<strong>de</strong>nce with the signal from the neutron ca<br />

The neutrino energy is directly re<strong>la</strong>ted to the positron energy, E<br />

100 ⌫e = E<br />

CC e +<br />

The Kamioka Liquid-scintil<strong>la</strong>tor Anti-Neutrino D<strong>et</strong>ector (KamLAND) experimentinmeasure<br />

also interpr<strong>et</strong>ing p<strong>la</strong>yed thean neutrino these important results. oscil<strong>la</strong>tion role Although in the probability the d<strong>et</strong>ermination signal-extraction as a function of the so<strong>la</strong>r of the energy and as a<br />

+ m n<br />

NC + bk<br />

oscil<strong>la</strong>tion fit aparam<strong>et</strong>ers has goodthreem free 2 param<strong>et</strong>ers, one should not subtract three<br />

ES<br />

12<br />

[16]. d<strong>et</strong>ermination [40] and ii) to observe the oscil<strong>la</strong>tion<br />

<strong>de</strong>grees of freedom for each χ 2 0 pattern, inclu<br />

KamLAND in the d<strong>et</strong>ected survival ¯⌫ e emitted probability, by several as ,sinc<strong>et</strong>hefitisaglobalfitto<br />

shown nuclear Fig. power 7b[40]. p<strong>la</strong>nt Japan. 0.0 0.2 0<br />

all three distributions. Furthermore, the actual signal extraction<br />

is a fit to the three-dimensional data distribution, whereas the<br />

χ 2 sarecalcu<strong>la</strong>tedwiththemarginaldistributions.These“χ 2 600<br />

4.4 unknown oscil<strong>la</strong>tion param<strong>et</strong>ers ”<br />

(c)<br />

values <strong>de</strong>monstrate that the weighted sum of the signal pdfs<br />

The mixing angle ✓<br />

500<br />

provi<strong>de</strong>s a good match 13 has not been measured y<strong>et</strong>, but both direct and indirect bou<br />

to the marginal energy, radial, and<br />

angu<strong>la</strong>r from the distributions. CHOOZ and Minos experiments, mentioned above, and from the an<br />

400<br />

fects Figure in the 42 shows atmospheric the marginal and radial, so<strong>la</strong>r neutrino angu<strong>la</strong>r, and experiments. energy The result of a global<br />

distributions Fig. 8a [23]. of the data along with Monte Carlo predictions<br />

300<br />

for CC, ES and NC + background neutron events, scaled by<br />

CC<br />

s -1 )<br />

cm -2<br />

6<br />

(10<br />

φ µτ<br />

Survival Probability<br />

Events per 0.05 wi<strong>de</strong> bin<br />

Events per 0.1 wi<strong>de</strong> bin<br />

ts per 500 keV<br />

PHY

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