Bottom Line, Electrons Repel Gravity,

but, the much stronger attractive 1/R^2 Electrostatic Force keeps them close by.

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Frederick Sparber
Sun, 09 Apr 2006 21:57:40 -0700

At the Bohr Radius  (R) = 5.29e-11 meters the Electrostatic Attraction
force (F) between the proton and electron is k*q1*q2/R^2 = 8.23e-8 nt.
Coincidentally, the point  pole magnetic attraction (or repulsion)
force F = uo* M^2/[4(pi)R^2] = 8.23e-8 nt
Where M is the magnetic moment constant, 4.8e-11 ampere-meter
for any particle.
This suggests that the Bohr radius is the balance point between the electrostatic
attraction and magnetic dipole repulsion between the electron and proton, provided
that the magnetic fields of the particles are oscillating at some frequency.
The nature of the Proton-Electron-Proton ---> Deuteron
fusion reaction and also the Proton-Proton ---> D + neutrino+ e+
fusion reaction once the  electrostatic coulomb barrier is surmounted
also lends credence to this aspect.
If this true, an Electrogravity Levitation force is attainable between the predominately
proton mass of the earth (~ 4000 times that of the electron mass) with manipulation
of electrons and/or energy fields resulting from electron manipulation.
----- Original Message -----
From: Frederick Sparber
To: [email protected]
Sent: 4/12/2006 4:19:25 AM
Subject: Re: Electrogravity & Proton Repulsion of Electrons

Hal Puthoff's relevant papers on the subject:
 
Apparently they haven't kept up on Electrogravity Experiments. 
 
 
Polarizable Vacuum:
 
 
Effects:
 
 

" Levi–Civita effect"

" Soon after Einstein published his theory of General Relativity, the Italian mathematical

physicist Tullio Levi–Civita considered the possibility of the creation of an

artificial gravitational field via generation of a static uniform magnetic or electric

1 In [1] it is shown that the modified velocity of light derives from underlying changes

in vacuum permittivity and permeability å0 . å = 0, µ0 . µ = 0, hence

c(= 1/vµ0å0) . c/K(= 1/vµå).

Levi–Civita effect in the polarizable vacuum (PV) representation of general relativity 485

field (see Appendix B for a detailed description) [11, 12]. In the context of the

modern investigation of the theory of traversable wormholes [13] it was originally

thought by one of us (Maccone) that the Levi–Civita spacetime metric would be

considered a magnetic or electric field induced wormhole, and examined its implications

for interstellar travel and communication [14, 15]. However, it was later

proved [16, 17], that the Levi–Civita spacetime metric actually describes a spatial

hypercylinder with a position dependent gravitational potential, and possessing

none of the required characteristics of a traversable wormhole (see Appendix B).

The geometry is nonetheless interesting from the standpoint that it describes a

unique cylindrically shaped "trapped" space."

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