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The growth of planet-sized bodies in a protoplanetary disk ("proplyd")
is thought to occur essentially through collisions. Earlier models
relied on gravitational instabilities in the dust layer to
rapidly grow objects with sizes of several kilometres. However, it has
been pointed out that the differences between the dust and gas
velocities will stir up the dust sufficiently to make such
instabilities impossible. While the extent of this turbulence in the
dust layer is still a subject of debate, collisional growth
from the smallest sizes and on to larger bodies has now become the
scenario favoured by scientists. At first, dust grains collide at relatively gentle velocities which
are determined by the "gas drag", that is, the friction between
the moving dust grains and the surrounding gas. This force is
dependent on the sizes and shapes of the dust grains. As the small bodies grow larger, the importance of the "gas drag"
diminishes and it disappears completely by the time the objects reach
sizes of the order of several tens of metres. At this stage, we start
to talk about "planetesimals". As the mass of these bodies increases further, their gravitation
begins to play a role and more and more collisions take place. Soon,
the so-called "runaway growth phase" is reached during which
the larger bodies sweep-up all those smaller ones that happen to come
within their gravitational reach. This phase is not without theoretical problems, though. Laboratory
experiments have shown that very small dust grains aggregate
readily. On the very large scales, various impact simulations have
shown that self-gravity will ensure growth. However, the situation is much less clear for objects ranging in
size from a centimetre to some kilometres. In this size range, no
real "sticking" mechanism has yet been found. Indeed, at this size,
the forces operating at the micron size level are no longer effective
and gravity is still much too weak. The escape velocity of a 1 metre-sized rock is of the order of 1
mm/s, while the typical collisional velocities between these objects
are of the order of 100 m/s. Hence, for sticking the involved bodies
together, they must somehow "get rid of" all but 10-10 of
their kinetic (motion) energy. It still remains to be seen whether this can be achieved by purely
mechanical structures or perhaps requires the presence of a kind of
"glue" with special properties.
Life in the Universe |
Last updated September 3, 2001