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Einstein's equation E = m*c^2 explained by the kinetic energies of
Unitons.

By Louis Nielsen,   http://www.rostra.dk/louis

What is the physical interpretation of Einstein's equation E = m*c^2
where E is the latent energy inside a portion of matter with mass m
and c is the velocity of light?

In my treatise I show that m*c^2 is equal to the total kinetic
energies of the sub-particles I call Unitons and of which a portion of
matter with the mass m consists.

My postulate:
The unitons are the smallest and most fundamental energy-/matter
quanta in the Universe.
All matter consists of unitons and all interactions in the Universe
are consequences of
interacting unitons.

In my treatise I derive that the total latent energy E inside a given
amount of matter with mass m is given by E = m*c^2 where c is the
velocity of light.

The expression m*c^2 is a measure of the TOTAL KINETIC ENERGY OF THE
UNITONS of which the matter consists.
The mass of a body is proportional to the total number of the unitons
of which the body consists and also proportional to the total kinetic
energies of the unitons.

By the above recognition of our physical world it is not difficult to
understand that all matter,
regardless of its chemical appearance contains energy as given by
Einstein's equation.


Read more in section 13 and section 14 in my treatise:
http://www.rostra.dk/louis

Best regards
Louis Nielsen
Denmark