| Topic: |
Science > Physics |
| User: |
"Jack Sarfatti" |
| Date: |
24 Jul 2005 01:10:45 PM |
| Object: |
Gennady Shipov replies to Alexander Konkretny |
My comments in square brackets [ ]
See http://stardrive.org
On Jul 24, 2005, at 6:10 AM, Gennady Shipov wrote:
Dear Jack!
I see a connection between quantum nonlocality and GR locality in
Descartes's mechanics - the fourth generalization of mechanics of
Newton. Descartes mechanics that has been based upon the following:
1) Clifford-Einstein proposal for geometrization of physics (Unified
Field Theory).
2) Klein's "Erlangen Program".
3) Cartan's idea about the connection of the torsion of space with
physical rotation.
[I need to see detailed quotes on that. :-)
Since the Poisson bracket { } between linear momentum P and angular
momentum J does not vanish and is indeed proportional to linear momentum
itself
i.e. J ~ Pxr
{P,r} ~ 1
{J,P} ~ {Pxr,P} ~ P
since {P,P} = 0
Therefore if
H ~ P^2/2M + J^2/2I
dP/dt ~ {J^2/2I,P} =/= 0
P = MVcm
But, the issue is, will this simply produce an oscillation in the motion
of the object that averages to zero?]
4) Einstein's idea about geometric nature of material fields.
5) Carmeli's idea about unification of the translational and rotational
relativity.
I have not read that.
6) Penrose's idea about similar transformational law for translations
and rotations.
[Reference, quotes?]
7) G.Whiller's idea about geometric nature of spinor fields.
[I never heard of that. References?]
8) Descartes idea about rotational nature of any motion.
The first time in physics the equations of Descartes mechanics was
applied by Newman and Penrose only as a method for finding the new
solutions of Einstein's vacuum equations and not as independent physical
equations. In 1988 I proposed the equations of N-P formalism as
equations of Physical Vacuum (see my book). (They are the equations of
Descartes mechanics as well. The principle of Universal Relativity laid
the foundation for the equations of Physical Vacuum. This principle
states that all physical fields and interactions have the relative
nature. At the present stage of modern development in physics Einstein's
program for creating the Universal Field Theory grew into the Theory of
Physical Vacuum. The idea is very simple - if we know how Physical
Vacuum (where the elementary particles are born) is arranged; we will
know how these elementary particles are constructed, because we need the
equations of the Unified Field Theory to describe their interactions. In
Thailand we have adhered to the experimental verifications for some of
the conclusions of new mechanics, using the known phenomenon , where the
main role belongs to fields and forces of inertia - one of the great
physical enigma from Newton's times. This is the Descartes mechanics,
which allows us to create the theoretical foundation for the
experiments, that Newton's mechanics could not explain, which
demonstrate "jet-like motion without rejection of mass" . The simplest
model of the mechanical Propulsion System, which propels in space in
jet-like motion, although without rejection of mass, had been created by
a talented Russian engineer Vladimir Tolchin . We have continued the
experiments with Tolchin mechanical devices and discovered that they
deviated from Newton mechanics, when the center of mass had been
affected by uncompensated forces of inertia, causing the phenomenon of
space-time precession. We have observed, that the phenomenon of
space-time precession of four-dimensional gyroscope allows us to control
its inertial mass. In the near future it will allow the creation of
the Universal Propulsion System, which will be able to move in all the
media: on earth, on water, under water, in air and in space. The 4-D
Engine with a hermetically sealed body, using space-time precession,
will have quite a number of advantages and benefits, compared to any
other engine: it will be ecologically clean, economic and universal. It
should gradually replace the existing engines in many branches of
contemporary technologies.
As concerns the anonymous "Alexander Konkretny", I suggest you ask him
to comment on a problem which you discuss with Paul Zielinski. And at
once all becomes clear - who
is who.
Shipov Gennady
.
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