Re: The electron and the photon.
- From: socratus <israelsad@xxxxxxxxxxxx>
- Date: Mon, 11 Jun 2007 09:25:50 -0700
Andre Michaud wrote:
1.
In other words, I ended up with an exponential equation that
resolves into 3 forms which cover the whole spectrum of
electromagnetic particles velocities, 1) electron at rest,
2) electron (with relativistic mass) at any velocity up to
asymptotic c and 3) photons energy always moving at c.
Also fully derived and explained in the book.
2.
Actually, the model is complete and self consistent,
providing answers to all these questions within the
model.
=========..
My questions are:
1.
The constant a ( fine structure constant )
has strong influence on electron's behavior.
By Feynman's expression , which he said with humour,
this quantity is
" by the god given damnation to all physicists ".
Which part does a (fine structure constant )
take in your electron's theory ?
2.
There are many different D spaces in the math/physicists, works
Are there limit of these D spaces?
Maybe 123D space is the last and final space ?
==========.
The same question is to Richard Gauthier.
================..
On Jun 11, 7:38 am, s...@xxxxxxxxxxxx wrote:
On 11 juin, 01:02, socratus <israel...@xxxxxxxxxxxx> wrote:====================================
Andre Michaud wrote:
I found that I could not explain with hyperbolic geometry
how the energy in excess of rest mass energy
associates to that rest mass
while preserving it separately,
S.
In other words, you want to know how the
rest mass energy ( M=Ec^2) can have excess energy (!!!)
to that rest mass (quantum of particle)
while preserving it ( quantum of particle) separately,
A.M.
nor why half of that excess energy
behaves as added relativistic mass
with all the properties of real mass
S.
You want to know, why half of that excess energy ( !)
( rest energy of quantum of particle : E=Mc^2)
behaves as added relativistic mass
with all the properties of real mass .
Maybe, because it must spend part of its energy
to be real particle.
A.M.
over the complete range of velocities.
S.
!!?????
A.M.
I found that only an expanded space geometry
involving 9 spatial dimensions allows
completely explaining and describing the relation.
S.
You want to understand, how quantum of particle
behaves in rest and move, from outside.
Therefore you need " an expanded space geometry
involving 9 spatial dimensions ".
Success to you.
Thank you.
Actually, the model is complete and self consistent,
providing answers to all these questions within the
model.
André Michaud- Hide quoted text -
- Show quoted text -
.
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