|
Part 1 - Teelpairs (cont) |
ARGUMENT
0308
BROUGHT
FORWARD:
-
ARGUMENT 0102: The
principal properties of the teel are mass, spin, and rejectivity.
-
ARGUMENT 0109: Every
teel is gravitationally attracted toward every other teel in the
Universe at a rate proportional to the product of their masses and
inversely proportional to the square of the distance between them.
REASONING:
- The
teels in a teelpair repeatedly converge and diverge.
- At
one extreme, the teels repeatedly bounce off each other.
- At
the other extreme, the teels are in a perfect mutual orbit around
each other.
- The
speed at which the teels converge/diverge is their vergence
velocity.
CONCLUSION:
- Every
adjacent teelpair has a vergence velocity.
|
GLOSSARY:
- vergence velocity: The speed at which gravitationally bound pairs of
objects diverge and converge. For consistency vergence velocity is
measured as the minimum realspeed achieved in a convergence/divergence
cycle, extrapolated to be as at the gravitysheath interface on a
straight line between the centre of gravity of each of the objects.
Thus vergence velocity may have a plus or minus value, allowing for
direct comparison with escape velocity (qv). In that both objects are
moving, vergence velocity is always a joint measure.
|
|
|