Journal of Modern Classical Physics & Quantum Neuroscience
Open Access • Peer Reviewed • Bi-Monthly Publication
Super Conductor by Internal Vortex Tunnel
Abstract
It is known that the motion of an Ideal fluid is described by Bernoulli's Law. Unlike an Ideal fluid, the motion of an Electric field along a Classical Conductor is described as the motion of a Real fluid with friction, cohesion and adhesion. Moving the Electric field along Classical Conductor it is stratified in lamellas with different speeds. The speed of lamellas decreases from the center to the periphery. In first moment of time appears lamella in center of Conductor with maximal speed, after time appears lamellas in both side with less speed and so on and in last moment of time appears lamellas with minimal speed in both peripheries. Thus, a Reverse wave is formed from the center to the periphery of the Classical Conductor.
The author applies her the Open Vortex Theory. It contains 2 new Axioms and 8 Laws. This report uses 1 Axiom and 3 Laws only. According Axiom1, Open vortex is obtained whenever there is uneven motion (decelerating or accelerating) along a curve. According Law5, because the Reverse wave performs a decelerating motion it emits decelerating open vortices outward from the Classical Conductor. This is a reason the described external Electric Current emits decelerating open vortices outwards and to lose Energy warming environment. The structure of Classical Conductor contains an internal Electric field that is in opposite direction an external Electric current accompanied by the external Magnetic field.
The author proposes a Super Conductor that has an exactly orthogonal structure to the Classical Conductor. In the periphery, the material there muster minimal Resistance and, in the center, the material must have a maximal Resistance. So, in the periphery, the Electric field will have a maximum speed and in central Tunnel it has minimal speed. Therefore, the Electric current will be interna land moves together with its internal Magnetic fielding direction from periphery to central Tunnel. Thus, the losses tend to zero.
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