Sagittarius A* is the
gravitoncore of the Milky Way blackhole.
The
gravitonosphere of this blackhole extends way beyond its disc of
stars. The gravitonosphere is formed
into gravitonstreams that give the blackhole a
centrifugal structure.
The
realspeed of the gravitonosphere decreases with distance from the
surface of the gravitoncore per the
inverse square law. Consequently,
within (say) half a parsec of the surface of the gravitoncore, the
dynamic mass of the gravitonstreams is extremely high.
Because
the dynamic mass of the gravitonstreams close to the gravitoncore's
surface is so high, any stars here are being constantly engorged
with excess
gravitons. Consequently they are extremely
understable and ejecting commensurate quantities
of gravitons as
they attempt to stabilise. They cannot stabilise, of course, because
the engorgement is continuous and thus they are in a
permanently understable state. They will stabilise eventually,
when the blackhole
itself approaches stability and their engorgement reduces
sufficiently.
Understability
in a star (a blackhole composite) is more complex than is understability in a blackhole (see
Chapter 12 - Star Mechanics). Because the star is engorged with gravitons,
the star's atoms are
also engorged and thus are understable also. It may even be that the
atom's nucleons are also engorged - and perhaps even the
nucleon's quarks. Atoms, nucleons, and quarks each have their own
mechanisms for achieving
stability although the differences are in detail rather than principle.
A notable difference is that understable atoms eject
photons as
part of their stabilisation process.
These stars are tightly
packed around the blackhole's gravitoncore. Some are less than a
lightyear apart and yet they do not collide. This is because these
stars have a "grown up" version of the same
Strong Force that binds
quarks together. The stars are held in place by the
gravitypull of the gravitoncore and by their own mutual gravitypull. They are kept apart by
the
rejectivity
of their gravitonospheres. Because these stars are engorged
with gravitons, they throw out a dense and fast moving
gravitonosphere as
they attempt stabilise. Thus the stars ride on each others
gravitonospheres like pingpong balls riding on a jet of water. For
a smaller scale version of this
mechanism in
action look at the way large numbers of
electrons are able to orbit an atom without collision.
CONJECTURES FOR FURTHER RESEARCHThe
above commentary is less than satisfactory, in part because I lack the
resources to make it otherwise but also because I consider other parts
of the Malta Template to be a greater priority. Nevertheless, research
should continue. Investigating the following conjectures may be worth the spending of someone's
time.