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Problems in star formation
How do stars form out of gas?
Consider a molecular cloud; just out of random flcutuations, there
are regions in the clouds where the density is slightly
higher. The gravitational force of the denser patch pulls other
matter towards it. The clump becomes denser and attracts more
matter in a seemingly runaway process. As this clumping is going on,
the kinetic energy of the atoms/molecules rushing in the denser
parts increases. If higher densitites are to be achieved, this energy
has to be dissipated or otherwise the thermal energy due to the
infalling matter will prevent any further collapse of the cloud. Both
dust and molecules, most notably H2, play a major role in
the collapse of a cloud. As we have seen, dust absorbs UV light and
radiates back infrared light that escapes out of the cloud; molecules
are also good absorbers of UV light and they radiate in the
infrared. Since there is a net outflow of electromagnetic energy out
of the core, the core itself, at least in the initial stages of the
collapse, can be maintained at a relatively low temperature, thus
enabling the infall of more material.
If matter, as it falls into a protostar core, starts to spin around the
core itself, it can form a rotating disk. Our solar nebula, the primordial
cloud of gas and dust from which the Sun and the planets formed, started as
a rotating disk that gradually flattened out due to the centripetal force.

Beta Pictoris
Credits J.L. Beuzit et al. (Grenoble Obs.)
Beta Pictoris, a small young star, is a good example of a Solar - like
system in the making. We mentioned that the disk acquires angular
momentum (as a skater does while spinning on her axis). However, if the
disk is too large or rotates too fast, a lot of energy can be dissipated
in the rotation. If the kinetic energy is greater than the gravitational energy
then material can be ejected out, as a rider on a merry-go-round will be
ejected out if the merry-go-round started to spin fast enough. In reality,
it is believed that frictional and magnetic forces in the rotating disk
dampen out the rotation of the disk.
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