object

cosmic neutrino

Cosmic neutrinos are neutrinos from the early universe, used to probe dark matter and nucleosynthesis.
22 related articles · 1 formulas

Description

Cosmic neutrinos are the relic neutrinos left over from the Big Bang, forming a background radiation similar to the cosmic microwave background but consisting of neutrinos instead of photons. They were created about one second after the Big Bang, when the universe was hot and dense enough to produce them in abundance. Since then, they have been streaming freely through space, cooling as the universe expanded. Today, they have a temperature of about 1.9 Kelvin and are the second most abundant particles in the universe after photons, with about 300 per cubic centimeter. They are extremely difficult to detect because they interact only via the weak nuclear force, but they carry invaluable information about the early universe, dark matter, and nucleosynthesis.

History

The existence of the cosmic neutrino background was predicted in the 1940s by George Gamow and others in the context of Big Bang nucleosynthesis. The first indirect evidence came from measurements of the cosmic microwave background by the Planck satellite in the 2010s, which confirmed the number of neutrino species and their influence.

How it works

Cosmic neutrinos are detected indirectly through their effects on cosmological observables. They influence the cosmic microwave background by leaving a characteristic imprint on its polarization and temperature fluctuations, and they affect the formation of large-scale structure by free-streaming and damping density perturbations. Direct detection is nearly impossible with current technology, but future experiments might catch their interactions with the cosmic neutrino background using extremely sensitive detectors. Their mass also affects how they cluster, which can be probed by mapping the distribution of galaxies.

In practice

Cosmic neutrinos are used as a probe of early-universe physics, helping to constrain models of dark matter and the expansion rate of the universe; they are not used in technology but are a key tool in observational cosmology.

Fun fact

There are about 300 cosmic neutrinos in every cubic centimeter of space, but you would need a light-year of lead to stop just one of them.

Concept graph →

Formulas

$$\Omega_\nu h^2 = \frac{\sum m_\nu}{93.14\,\text{eV}}$$
Relates neutrino mass sum to cosmological density parameter.
What is in the formula
Ω_νvariableNeutrino density parameter — density parameter
hvariableDimensionless Hubble constant — hubble constant dimensionless
Σ m_νvariableSum of neutrino masses — neutrino mass sum electronvolt
93.14constantNumerical factor converting eV to density parameter — neutrino density conversion = 93.14 electronvolt
ω_νh^2=\frac{\summ_ν}{93.12эв} · 2607.01226v1

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