| Our observations relating to the
expansion of the universe demonstrate that we can assume that each point in the
universe is at the center of the universe and that everything is expanding away
from that point. This can be illustrated by a model of the universe that
is like a gigantic star made of space-time liquid.
For comparison, let's take two suction cups and
push them together. The cups attract each other due to external air
pressure, since there is no air inbetween them. Now, let's take two
protons (or neutrons) which attract each other with a nuclear force Pn.
According to the space-time-mass unified theory, this force Pn is really the
resulting external pressure of the universal space-time on these
particles. The pressure exists because the space between the protons has
vanished.
If the universe is a gigantic sun-like star, the
pressure at the center of the universe Pu is given by
Where:
Rsun and Msun are radius and mass of the sun respectively
Ru and Mu are radius and mass of the universe
respectively
This pressure Pu is equal to the Pn of the
nuclear force.
Pn=Pu
By putting the values of Rsun and Msun we
get:
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 |
| Hence: |
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The above formula is a first-order classic
relationship between the nuclear force, mass, and size of the universe.
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