Super Conductivity according to New Field Theory:
By
Dilip D James
Perhaps no greater proof of the New Field Theory exists than in the phenomenon of super conductivity. The present theory of Cooper pairing , where electrons actually join together in pairs is a highly suspect conclusion. To illustrate this take the following example:
What would be the force of interaction between two spheres each having a volume of 1 cm3
if the discrepancy between the charges would be one part in 10 9 ? In other words let each sphere contain 10 –9 x 10 23 non-compensated electrons or protons. The resulting force of interaction between such spheres placed at a distance of 1 cm would be 10 tons ! This is a huge amount of force. To state that two electrons can join together is the same as saying that an electron can exist in the nucleus , it is an impossibility. Further the Pauli Exclusion Principle which governs the behaviour of fermions (i.e electrons ) forbids two electrons to be in identical states. To put it simply , one electron can occupy only one state.
The
currently reigning theory with respect to superconductivity is known as the BCS
theory (named after John Bardeen, Leon N. Cooper, and J. Robert
Schrieffer). The BCS theory describes a
pairing of conduction electrons by some interelectron
attraction and a condensation of these pairs, “Cooper pairs”, to form a macroscopic quantum state. The superconductor’s electrical resistance
is zero because the Cooper pair condensate moves as a coherent quantum mechanical entity, which atomic lattice vibrations
and impurities cannot disrupt by scattering individual Cooper pairs in the same
manner they scatter single conduction electrons -- the latter being the reason
electrical circuits have resistance.
The critical elements in reaching the superconducting state are for
conduction electrons to somehow form Cooper pairs, which then in turn
automatically condense into a coherent flow, the “coherent” aspect being
similar to that of a laser, i.e. everybody in step!
How the Cooper
pairs are formed ( according to the present theory ) is obviously a critical
factor in superconductivity. One theory
is an electron passing by the crystal lattice of atoms in the conductor
distorts the lattice in such a way the next electron is attracted to the
lattice distortion. Or instead of the
electron-pairing being mediated by lattice vibrations, the interaction of the
conduction electrons may be due to charge or electron spin fluctuations in some electronic subsystem.
In any case the above statement that electrons can bond together to form “Cooper pairs “ is highly controversial when looked at both from the quantum and the classical viewpoint.
The process of the flow of electrical energy in an electrical conductor as described here in the New Field Theory , illustrates without any anomalies every phenomenon associated with super conductivity. It has been stated , hitherto in this paper , that electrical energy in a circuit carrying a current , is carried by “conduction photons “ and not by electrons as has hitherto been the convention. This means that the electrical conduction process is started of by the excitation of electrons and the emission of “conduction photons “ these photons are in turn absorbed and emitted by peripheral and free electrons present in the conductor and electrical energy is established within the conductor at or near the speed of light. Since the free electrons are bound by the Pauli Exclusion Principle which states that a free electron “cannot” emit or absorb photons it follows that the electron needs to immediately absorb a photon of the same energy that it has emitted , this causes the “conduction photons “ to re-enter the conductor at the nearest point of entry , resulting in the lines of electromagnetic force seen around and electrical conductor. Now consider the case in a super cooled electrical conductor in which there is no resistance , once the current is established in the conductor it would flow almost indefinitely , no lines of force would be seen around the conductor since the “conduction photons” within the conductor already have a circular path enabling their emission and absorption by electrons within the conductor , without leaving the conductor. Yet because of the fact that the photons near the conductors surface can link up laterally with “virtual photons “ in the air near the conductors surface , magnetic effects would still be seen. At the same time external electromagnetic waves would not be able to penetrate into the conductor since there is no electromagnetic field present with which to interact.
In effect the theory of electrical conduction as stated in this paper accounts exactly for all the phenomenon displayed by a superconductor.
To bear out this view here
are some observations made on superconductivity by David Radius Hudson in one
his lectures given in 1995 in Dallas , Texas:
“Superconductivity is not electricity. Superconductivity is like a world of it's
own. A material that is a superconductor contains one vibrational frequency
within it, a lot like a laser. The
light flows perpetually within the system.
No where in the system is there any voltage. You can't hook up a wire here and a wire there to the
superconductor and get current to flow in and out of it, because to get current
off of the wire, you've got to have a voltage, and yet by definition a
superconductor won't allow any voltage.
So the material's a perfect insulator, not just a superconductor. But if you resonant frequency tune the wire
so that the electrons vibrate at the same frequency as the superconductor, then
the electrons will flow on as light, as electron pairs. They will pair up and flow on, because
they're seeking the path of least resistance which is the superconductor.”
“It’s different than an ordinary conductor and
shouldn't be thought of as electricity, because it's light. An amazing thing
is, if you resonant frequency tune a conductor to the frequency of the
superconductor, the energy starts flowing, but it's flowing as light. Any amount of light can exist in the same
space-time. There's only so much
electricity can flow on the conductor, but light can flow on forever.”
“Around the superconductor a Meisner field is formed. The Meisner field has no north or south pole; it's just a field, but it's unique in magnetism in that it has no north or south pole. The size of the magnetic field is proportional to the amount of light that is flowing within the superconductor.”
The above description
of superconductivity gives an almost word for word description of the effects
that would be present if the flow of current was in accordance with the
Principles laid down by New Field Theory and can therefore serve as one of the
proofs of the New Theory.
Similar agreement is
also forthcoming for other related phenomenon
of superconductivity such as the Josephson Junction.