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Stars as Laboratories for Fundamental Physics - MPP Theory Group

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Nonstandard Neutrinos 259<br />

Fig. 7.2. Cosmological bounds on neutrino m<strong>as</strong>ses and lifetimes <strong>as</strong> described<br />

in the text. The experimental limits are shown above the main panel. If the<br />

dominant decay channel is the majoron mode ν → ν ′ χ the BBN-excluded<br />

range extends between the d<strong>as</strong>hed lines. The dotted line is τ ν |U e3 | 2 <strong>for</strong><br />

standard-model decays ν 3 → ν 1 according to Eq. (7.17).<br />

and lifetimes according to Dicus, Kolb, and Teplitz (1977) 42 is shown<br />

in Fig. 7.2 <strong>as</strong> a shaded area marked “M<strong>as</strong>s Density.”<br />

Decaying neutrinos would cause a second cosmic epoch of radiation<br />

domination, suppressing the growth of density fluctuations and thus<br />

the <strong>for</strong>mation of structure (Steigman and Turner 1985; Krauss 1991;<br />

Bond and Efstathiou 1991). Somewhat schematically, the area above<br />

the shaded band in Fig. 7.2 marked “Structure Formation” is excluded<br />

by this more model-dependent argument. For m<strong>as</strong>ses and lifetimes on<br />

this band, neutrinos would actually have the beneficial effect of modifying<br />

the primordial spectrum of density fluctuations such <strong>as</strong> to avoid the<br />

problem of too much small-scale power in cold dark matter universes<br />

(Bardeen, Bond, and Efstathiou 1987; Bond and Efstathiou 1991; Dodelson,<br />

Gyuk, and Turner 1994; White, Gelmini, and Silk 1995).<br />

42 Note that the corresponding limits discussed in the book by Kolb and Turner<br />

(1990) are somewhat less restrictive because their treatment does not seem to be<br />

entirely self-consistent (G. Gelmini, private communication).

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