Re: Latter Day MMX - discussion of LIGO
- From: "Sue..." <suzysewnshow@xxxxxxxxxxxx>
- Date: 30 Dec 2005 08:20:46 -0800
Ken S. Tucker wrote:
> Sue... wrote:
> > Ken S. Tucker wrote:
>
> http://www.vacuum-physics.com/KST/GR_Charge_Couple3.pdf
>
> > This is still troubling to me:
> > S^2 = X^2 + q (repelling charges, a = b),
> > S^2 = X^2 - q (attracting charges, a = -b).
>
> Ahem :-) minor correction,
>
> S^2 = X^2 + q^2 (repelling charges, a = b),
> S^2 = X^2 - q^2 (attracting charges, a = -b).
Ah! I think I recognise that:
<< This situation must therefore be analysed by random
walk statistics, which for N particles contributing equally
and distributed in space in perpendicular directions x, y,
and z, predicts a vector sum by Pythagoras' theorem
(assigning the 50% of energy contributions towards
us a positive sign in the expansions of the brackets,
and the 50% which are away from us are assigned a
negative sign, which means that the 3 given by the
expansion for each original term in brackets cancels
down to just 1 term per particle):
[X/(gravitational acceleration)]2 = (1x1 + 1x2 + ...)2 +
(1y1 + 1y2 + ...)2 + (1z1 + 1z2 + ...)2 = N.
Hence, X = (gravitational acceleration).N1/2. N can be
calculated from the know density of matter (average
mass of a star, multiplied by the number in a galaxy,
divided by the average volume of space which each galaxy
has to itself; which gives density, and this is multiplied by
the volume of a sphere with a radius equal to the distance
travelled by light during the age of the universe; which roughly
gives the entire mass of the universe, and this in turn is
divided by the mass of a hydrogen atom to give the number
of particles of either charge because about 90% of the mass
of the universe is hydrogen; the final result is 1080 particles,
so N1/2 is about 1040, which is indeed the factor we need). T
he ratio of electromagnetic to gravitational force is thereby
proven to be N1/2, where N is the number of like charges in
the universe. Calculation proves that this rigorous theory is
correct, giving us unified electromagnetism and gravity. >>
http://www.wbabin.net/physics/cook3.htm
Sue...
>
> > It is *close* but not right for induced dipoles.
>
> That's right, that brief essay was limited to showing
> the residual attractive Coulomb force has a slightly
> greater magnitude than the repulsive by a GR effect.
>
> Just as changes in relative charge currents by SR
> show "magnetic effects" when applied to Coulombs
> basic law, the essay shows how changes in
> "polarity" effect the symmetry of Coulomb's law,
> that Fredifizzx converted from my ascii scawl to
> a professional form the essay has.
>
> > IOW, when you try to build a bar magnet with it
> > I don't think it will work. It might be close.
>
> Of course it will work. The essay is obedient to EM
> until a scale of 10^33 *Force Coulomb or so is reached,
> as gravitation is quite feeble.
>
> > Here it is described as a function of time:
> >
> > << 4. INDUCED DIPOLE FORCES:
> >
> > Forces between essentially non-polar molecules are
> > the weakest of all intermolecular forces. "Temporary
> > dipoles" are formed by the shifting of electron clouds
> > within molecules. These temporary dipoles attract or
> > repel the electron clouds of nearby non-polar molecules.
> >
> > The temporary dipoles may exist for only a fraction of a
> > second but a force of attraction also exist for that fraction
> > of time. The strength of induced dipole forces depends on
> > how easily electron clouds can be distorted. Large atoms
> > or molecules with many electrons far removed from the
> > nucleus are more easily distorted.>>
> > http://www.elmhurst.edu/~chm/vchembook/160Aintermolec.html
> >
> > ...but we know from QM and magnetism that it is really
> > a spatial more than a temporal modulation.
> > http://en.wikipedia.org/wiki/Multiple_integral
> >
> > Now *that* you can build a magnet with.
> > ...and probably more complex things too
> > if you can only describe the complex motions.
> > Sue...
>
> Agreed: With the conceptual and phenomenalogical
> GR solution of the Coulomb force providing our gravitation
> we next should include spin and thus Planck's "h".
> And we need that to comply with GR.
>
> I'm studying a 3 charge system, ((what is that called,
> a threesome?)) where "intrinsic spin" becomes invariant.
>
> > > that gravitation has an electromagnetic basis, hence the feeble
> > > radiation currently attributed to g-waves will appear as EMR.
> Regards
> Ken S. Tucker
.
- Follow-Ups:
- Re: Latter Day MMX - discussion of LIGO
- From: Ken S. Tucker
- Re: Latter Day MMX - discussion of LIGO
- References:
- Latter Day MMX
- From: Martin Hogbin
- Re: Latter Day MMX
- From: Joe Fischer
- Re: Latter Day MMX
- From: Tom Roberts
- Re: Latter Day MMX - discussion of LIGO
- From: Joe Fischer
- Re: Latter Day MMX - discussion of LIGO
- From: Ken S. Tucker
- Re: Latter Day MMX - discussion of LIGO
- From: Sue...
- Re: Latter Day MMX - discussion of LIGO
- From: Ken S. Tucker
- Latter Day MMX
- Prev by Date: Re: "Will the LIGO Experiment Work?"
- Next by Date: Re: Understanding the Lorentz transformations
- Previous by thread: Re: Latter Day MMX - discussion of LIGO
- Next by thread: Re: Latter Day MMX - discussion of LIGO
- Index(es):
Relevant Pages
|