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Stars as Laboratories for Fundamental Physics - MPP Theory Group

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392 Chapter 10<br />

to be attributed to a small <strong>as</strong>trophysical S 17 factor. In this c<strong>as</strong>e, the explanation<br />

<strong>for</strong> the deficiency of beryllium neutrinos could not be resolved<br />

by this detector.<br />

10.9.2 Sudbury Neutrino Observatory (SNO)<br />

The Sudbury Neutrino Observatory (SNO), also scheduled to take up<br />

operation in 1996, is a heavy-water Cherenkov detector which is expected<br />

to be able to me<strong>as</strong>ure the appearance of “wrong-flavored” neutrinos<br />

if the MSW effect solves the solar neutrino problems (Sudbury<br />

Neutrino Observatory Collaboration 1987; Lesko et al. 1993). The SNO<br />

detector consists of 1000 tons of heavy water (D 2 O) in a spherical acrylic<br />

vessel of 12 m diameter, immersed in an outer vessel of ultrapure light<br />

water (H 2 O), surrounded by about 9600 photomultiplier tubes of 20 cm<br />

diameter each. The detector is located 2000 m underground in the<br />

Creighton mine, an operating Nickel mine, near Sudbury in Ontario<br />

(Canada). Neutrinos can be detected by three different reactions in<br />

this detector: by electron el<strong>as</strong>tic scattering ν + e → e + ν and by the<br />

deuterium dissociation reactions ν e +d → p+p+e and ν+d → p+n+ν.<br />

The electron el<strong>as</strong>tic scattering reaction is analogous to the Kamiokande<br />

and Superkamiokande detectors: the recoiling electron is me<strong>as</strong>ured<br />

by the detection of its Cherenkov light. The effective detection<br />

threshold is expected to be at 5 MeV <strong>as</strong> in Superkamiokande. This<br />

reaction is sensitive to both ν e and ν µ,τ , albeit with a reduced cross<br />

section <strong>for</strong> the latter (Eq. 10.17).<br />

The charged-current deuterium dissociation ν e d → ppe h<strong>as</strong> a threshold<br />

of 1.44 MeV, i.e. the final-state electron kinetic energy is essentially<br />

T e = E ν − 1.44 MeV. The electron is detected by its Cherenkov light;<br />

the effective energy resolution is about 20%. The angular distribution<br />

relative to the incident neutrino is given by 1 − 1 cos Θ. The cross<br />

3<br />

section <strong>for</strong> this reaction is large. For an incident spectrum of boron<br />

neutrinos one expects 9 times more electron counts above 5 MeV than<br />

from electron el<strong>as</strong>tic scattering; above 9 MeV even 13 times <strong>as</strong> many.<br />

One can search <strong>for</strong> neutrino oscillations by a spectral distortion of<br />

the electron spectrum, similar to Fig. 10.21 <strong>for</strong> Superkamiokande. In<br />

fact, the spectral distortion is more pronounced <strong>as</strong> it is not w<strong>as</strong>hed out<br />

by a broad final-state distribution of electron energies. Also, one can<br />

search <strong>for</strong> a day/night effect.<br />

The most important detection reaction, however, is the neutralcurrent<br />

deuteron disintegration νd → pnν which h<strong>as</strong> the same cross<br />

section <strong>for</strong> all flavors and so it me<strong>as</strong>ures the total (left-handed) neutrino

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