AFIELD IS REAL
SLIDE 6.
A – FIELD CAN INFLUENCE THE
MOTION OF ELECTRONS. 
MAGNETIC FIELD AND 

In classical EM, the vector magnetic
potential (the Afield) had been defined as a mathematical convenience
by the equation
ÑxA = B. [1] But if the potentials are real, then conceivably the A field can be loosed from its enchainment to the Ñx operator. In that case, it becomes a free, new, and independent field of nature with potentially unique characteristics. For example, its defining equation shows that magnetic force field can be made from it, and the rightmost term of the equation E = ÑØ dA/dt [2] shows that its time rate of change makes an electric field. Let us explain this in more simple terms, and somewhat more precisely than conventional theory. We will use the Kaluza unified GEM interpretation and electron flow in our explanation. In the Afield, we have a certain kind of 5dimensional Gpotential which can bleedoff as EM force fields in two ways: (1) in a swirl fashion, where the vortex producing the swirl moves parallel to electron movement, and the swirling is a torque or spin, and (2) in a linear fashion, where the time rate of change of the Apotential produces a linear Efield on the electrons. The first bleedoff as given by equation [1] constitutes the magnetic Bfield, and the second bleedoff as given by the rightmost term of equation [2] creates a component of the overall electrical Efield. (Bleedoff of the electrostatic scalar potential produces the other component of the Efield). Now in general relativity (GR) theory, "the" Gpotential is just a conglomerate of many things, each of which has the characteristic of curving spacetime. "The" gravitational field is not a single thing at all, but is composed of a collection of many things. Thus if we realize that both the electrostatic scalar potential (Øfield) and the magnetic vector potential (Afield) are components of the 5d Gpotential, then we see immediately that bleedoff of these two components of the 5d Gpotential creates all normal EM force fields. It follows that, if we produce a zerovector summation of the two or more EM bleedoffs, we are actually "putting as much back in" to the 5d Gpotential through its A and Ø components as we are taking out electromagnetically. In that case, the 5potential is in a state of equilibrium with respect to EM bleedoff. It is now forced to bleedoff in the only other way it can: as ordinary 4dimensional gravitational field. Thus by vectorzeroing EM force fields, we turn EM field energy into Gfield energy and vice versa, via the intermediary of the 5potential. At any rate, soon after publication of the AharonovBohm paper, experiments showed that, if the magnetic field is trapped inside a long solenoid, a phase shift still is induced in the twoslit electron experiment, even though  classically  no contact of the enclosed magnetic field and the moving electrons occurs. This phase shift is explained by the fact that the freed Afield exists outside the trapping solenoid, even though the Bfield does not. Consequently, interaction of this free Afield with the electrons produces a phase shift of the QM interference detection pattern. This proves that Afield is real and causes physical effects. It also proves that a form of action at a distance is real, just as required by quantum mechanics. Years ago, Frank Golden and this author  together with Dr. William Tiller  experimented with "free Afield" devices. Golden went on to develop prototype transmitters and receivers and a prototype underwater communication system. Since that time, Gelinas has patented several curlfree magnetic vector potential (free Afield) devices: see U.S. patent no. 4,447,779, May 8, 1984; 4,429,288, Jan. 31, 1984; 4,429,280, Jan. 31, 1984; and 4,432,098, Feb. 14, 1984. These patents are assigned to Honeywell. (See also Theodor Kaluza, Sitz. Berlin Preuss, Adad. Wiss. 966, 1921.). 