this may be what Frank Z meant. Philips describes the fields as mostly negating 
each other – in effect overlapping and cancelling out as they extend beyond the 
atomic scale such that we can only measure the dynamic difference as the 
electron and it’s infinite field orbits around the nucleus which has an 
infinite field that remains motionless relative to it. I guess this would be 
another way to create the Dirac sea with all these infinite fields in motion 
relative to each other :_). I haven’t read the paper yet – only watched the 
video so far
Regards,
Fran
 

Thanks Fran.  To be sure I don't know all of the answers, I am just looking for 
ways to produce new energy and propel to the stars.  My model is quite 
classical.  I start by asking, if the magnetic field is attached to a magnet, 
and the the magnetic field of the photon propagates at light speed.  Why the 
difference?  What attaches the field in one but not the other.   I conclude 
that the magnetic field of the magnet is attached at elastic discontinuity.  It 
the same thing (defects) the attaches the magnetic field in a superconductor.  
Then I ask what releases the fields?  II concluded that it it takes place at 
fixed velocity (not frequency).

Then I go on to say  that magnetism (the dynamic component of a field) is not 
conserved.  It comes from nothing and can increase or decrease without bound.  
I make the assumption that the property applies to all of the magnetic fields,  
the electromagnetic, gravitomagnetic, and the nuclear spin orbit forces.  then 
I state and try to prove that the magnetic component of all of the force 
equalizes during the quantum transition.  It a point of continuity.  I describe 
this condition and apply it to cold fusion and gravity modification.

I hit head long in to the problem of wave function collapse.  How can this 
happen at superluminal velocities.  Energy cannot flow faster that light speed. 
 I also conclude its a cancellation were the negative energy of the 
gravitomagnetic field equals the positive energy of the electromagnetic field.  
  The zero energy field can then collapse without restriction.  I use this as 
addition evidence that the strength of the gravitomagnetic component increase 
during transition.

Finally, how do we get over that  pesky coulombic barrier at low energy.  My 
answer is that we don't work with the original static electric field.   What we 
do is dramatically increase the range and strength of the nuclear magnetic 
field ( the spin orbit force).  I reaches through the coulombic and flips 
nucleons.

I need not extra dimensions ( even when I provide a unification of sp 
relativity and quantum physics)  I need no sea of zero point energy,  I need 
not either.  I need no shrunken atoms.













-----Original Message-----
From: francis <[email protected]>
To: [email protected]
Cc: [email protected]
Sent: Sat, Nov 20, 2010 4:51 pm
Subject: [Vo]:changed to Infinite Fields



Hi Robin, Yes – more so than I and he picked up on something Frank Z might 
appreciate – where Frank Z says the energy is all ready in the MATTER and 
doesn’t need any ether or outside source of energy, j Philips seems to say the 
mass-energy conservation between the mass and it’s infinite field also has the 
energy already in there just changing forms – this may be what Frank Z meant. 
Philips describes the fields as mostly negating each other – in effect 
overlapping and cancelling out as they extend beyond the atomic scale such that 
we can only measure the dynamic difference as the electron and it’s infinite 
field orbits around the nucleus which has an infinite field that remains 
motionless relative to it. I guess this would be another way to create the 
Dirac sea with all these infinite fields in motion relative to each other :_). 
I haven’t read the paper yet – only watched the video so far
Regards,
Fran
 
Mixent said on  Sat, 20 Nov 2010 14:16:49 -0800
In reply to  francis 's message of Sat, 20 Nov 2010 11:14:23 -0500:
Hi,
[snip]
>Or this: http://www.youtube.com/user/audrip
[snip]
 
..so this guy has proven that he can read and understand Mills. ;) The bit about
infinite electric fields is straight out of Mills.
Regards,
 
Robin van Spaandonk
 
http://rvanspaa.freehostia.com/Project.html
 
 

Reply via email to