Going back to the Einstein’s question.

Going back to the Einstein’s question.

In his Miracle 1905 Einstein wrote the Fourth paper:
“ On the Electrodynamics of moving Bodies.” ( SRT).
And as a postscript to his forth, the Fifth paper:
“ Does the inertia of a body depend upon its energy content?”

As he realized the answer was:
“ Yes, it depends on its energy E= Mc^2.”

It means what SRT must be connected with E= Mc^2 .
It means what must be connection between Lorentz’s
transformation and E= Mc^2.

April 2009.

The same Einstein’s question in a little detail interpretation:
“Does the inertia of a body ( for example: of a light quanta
or of an electron) depend upon its energy content E=Mc^2 ?”

Thinking logically, the answer must be : Yes, it depends.”
When new question arise: ” How is possible to understand the
connection between E=Mc^2 and (for example ) with E= hf. ?”

On my opinion " The Law of Conservation and Transformation
of Energy/ Mass" (according to one single light quanta /electron )
gives answer to this question..

The problem is that now nobody wants to ask yourself that
„The Law of Conservation and Transformation of Energy/ Mass"
means according to one single light quanta / photon /electron.
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P.S.
Many years M. Planck was attracted with the
absolutely black body problem.
If quantum of light moving with speed c=1 falls
in area of absolutely black body ( Kirchhoff’s Vacuum
radiation /Max Laue / ) and does not radiate back,
then “ terminal dead “ comes. In order to save the
quantum of light from death Planck decided that
it is possible that quantum of light will radiate this
quantum of light back with quantum unit h=Et.
Physicists say, that Planck’s unit is one: h=1.
Having this unit h=1 photon flies with speed c=1.
This unit doesn’t come from formulas or equations.
Planck introduced this unit from heaven, from ceiling.
Sorry. Sorry.
I must write: Planck introduced this unit intuitively.
I must write: Planck introduced unit h phenomenologically
So, where does the Planck’s constant ( h) come from?
#
It is important to realize that in physics today, we have
no knowledge of what energy is. We do not have a picture
that energy comes in little blobs of a definite amount. ”
(Feynman. 1987)
============ . .
Best wishes.
Israel Sadovnik. / Socratus.
http://www.socratus.com
http://www.wbabin.net
http://www.physforum.com/index.php?showtopic=2548
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