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Part 0302 - Blackhole Physics |
ARGUMENT
0302-02
PRECEDENTS
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0102-02: That every teel has the same measure of mass.
- 0302-01: That every blackhole is a minimum of three teels matrixed to each other as three adjacent teelpairs.
REASONING
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Since every teel has the same mass, the mass of every blackhole is the sum of the masses of the teels it contains.
CONCLUSION
- That every blackhole's mass is the sum of the masses of the teels it contains.
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COMMENTARY
As
described here, the mass of a blackhole is the
mass of a single teel, multiplied by the number of teels the blackhole
contains. This concept of mass arises naturally in the Malta
Template but it doesn't correspond to that found in the Current Model
because the calculations are being made from different
directions.
There
are a number of methods currently in use to calculate the mass of an
object. A common one is to observe the effects
of its gravitypull - or to observe the effect on it of another object
with an already established mass. However, the result of this
calculation is affected
by the density of the object(s). Consequently, the
resulting measure will not be the same as the object's absolute
mass.
Actually,
even for a blackhole in which every teel is drawn
together
to
the limits of their rejectivity, the absolute mass and the
"gravitypull" mass will not be the same. Simply extrapolating the
volume of a teel up to the volume of a blackhole will not take account
of each teel being a sphere and thus there being regions of empty space
within the blackhole.
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