Re: Download a new book on quantum mechanics and relativity.
From: FrediFizzx (fredifizzx_at_hotmail.com)
Date: 09/20/04
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Date: Sun, 19 Sep 2004 23:32:57 -0700
"Eugene Stefanovich" <eugenev@synopsys.com> wrote in message
news:414E535F.2040301@synopsys.com...
|
| FrediFizzx wrote:
[snip]
| >
| > "Eugene Stefanovich" <eugenev@synopsys.com> wrote in message
| > news:414E4383.6080009@synopsys.com...
| >
| > [snip]
| > | Most of these experiments involve gravitational effects. Nowhere in
| > | my book I speak about gravity. Moreover, all special relativistic
effect
| > | related to light and non-interacting particles (Michelson-Morley
| > | experiment, transverse Doppler effect, etc.) are EXACTLY valid in
| > | my approach. The only disagreement is about relativistic effects with
| > | interacting particles. But even here the differences between RQD
| > | approach and special relativity is ridiculously small.
| > | I think that the highest chance to be vindicated by experiment is
| > | for the prediction of instantaneous propagation of interaction
| > | (Coulomb and magnetic) between charged particles (see section 12.3
| > | of the book).
| >
| > Since I think the quantum vacuum is a relativistic medium,
|
| What you mean by "quantum vacuum is relativistic medium"?
| In my approach, vacuum is just an empty space, e.g., a "system"
| without particles.
http://vacuum-physics.com/QVC/quantum_vacuum_charge.pdf
The above is an article I co-wrote with the concept of the quantum vacuum
*as* as system of quantum objects. I just don't see how empty space could
have any concept of "system" or any particular geometry without quantum
objects defining spacetime.
| > I just can't buy
| > that the electrostatic and magnetostatic fields can propagate
| > instantaneously at a distance. This is also contrary to the concept of
| > charge being purely mechanical.
|
| I also do not understand the meaning of "charge being purely
| mechanical"?
Charge has to be purely mechanical even if it is quantum *mechanical*. This
is only possible if the quantum vacuum is a relativistic medium of coupled
oscillators. IOW, all there really is is fermions - real, virtual, and
"less than virtual". Gauge bosons are always composites of these virtual
and "less than virtual" fermions. The coupling is via magnetic-like links.
| > If I shake an electron at A, it is not
| > going to instantaneously shake an electron at B that is a centimeter
away.
|
| As far as I know, there is no relativistic quantum dynamical (i.e.,
| capable of predicting time evolution) theory of interacting particles
| with retarded interactions. Also, there is no satisfactory theory in
| which
| trajectories of interacting particles transform by Lorentz formulas.
| You can find references to such attempts on page 27 in chapter 12
| of my book. But these attempts, like "constraint dynamics" or
| van Dam-Wigner approach, did not achieve much. In my approach, I
| reproduce all famous predictions of quantum electrodynamics
| concerning the S-matrix. In addition, I can describe the time
| evolution, including
| the speed of propagation of interactions. This speed comes out infinite.
|
| You may believe in retarded interactions, but so far there was no clear
| experiment confirming that.
I will take a look at your book and study this, but I think also a medium
theory can handle this.
| > However, whatever I am using to shake the electron at A might
simultaneously
| > shake the electron at B.
|
| You can shoot at electron A with a high-energy photon, so the electron B
| will not be affected directly. Though, this does not look like a viable
| experimental setup. The main question is how to design an experiment
| to measure the speed of propagation of interaction directly?
Well, electron A has a "static" couloumb field associated with it, so if hit
by a high energy photon, it ought to do something to B also. You claim that
the electron at B would instantaneously "know" that electron A got hit. I
say that it wouldn't know until the time it took for light to travel one
centimeter.
FrediFizzx
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