The cosmic microwave background, discovered by Penzias and Wilson (1965),
provides the strongest evidence for the hot origin of
the Universe - otherwise known as the hot Big Bang. In this grand model, the
radiation and baryonic matter were in thermodynamic equilibrium at
sufficiently
early times, which involved the constituent fundamental particles
interacting with photons via Compton
scattering. As the Universe expanded and photons redshifted so the
temperature of the background radiation cooled. The radiation field
last interacted with matter at a redshift z 1000, or some 106 yrs
after the Big Bang - at which time the temperature of the radiation had
cooled to
3000° K, enabling
electrons to be captured forming neutral atoms.
It is believed that structures such as galaxies started out as small density fluctuations in this primordial soup of matter and radiation, growing by gravitational instability into larger overdensities as gravitationally bound systems were formed. The dense clumps of material in the gravitational potential wells caused collisional heating of the baryonic material, allowing rapid cooling of the gas by line radiation. Subsequently, larger clumps were formed as sub-clumps of material merged and combined - with the final state of the bound material governed by angular momentum conservation. The first stars formed in the dense cores, which enriched the primordial gas with heavy elements as a result of supernovae explosions.
In recent years there has been substantial empirical underpinning of this
general picture of the early growth of structure. For example, the earliest
density perturbations have now been detected as small temperature
fluctuations (T/T
10-6) in the cosmic
microwave background by the
Cosmic Microwave Background Explorer (COBE) satellite (see
Smoot and Keay 1993).
In addition, semi-analytical models of the growth of
structure, which incorporate most of the known physical processes, have had
success
in reproducing many of the optical properties of galaxies in the most distant
surveys (e.g.
Baugh et al.
1998).