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Volume 6

Research & Reviews: Journal of Material Sciences

ISSN: 2321-6212

Magnetic Materials 2018

October 22-23, 2018

October 22-23, 2018 | Rome, Italy

3

rd

International Conference on

Magnetism and Magnetic Materials

Res. Rev. J Mat. Sci. 2018, Volume 6

DOI: 10.4172/2321-6212-C6-030

Modeling of the superconductivity by using accelerating longitudinal vortices

Valentina Markova

Institute of Mathematics and Informatics, Bulgarian Academy of Sciences, Bulgaria

T

he report describes special kind of electromagnetic waves as accelerating longitudinal vortices. They pass through the

dielectric by polarizing it and forming dipoles. But they have an extra quality that they can insert each into other. They

can be nested one in the other and can form a tube. Each of them sucks in transverse direction free cross vortices as the form

of dipoles too. Because the accelerating longitudinal vortices suck in from the environment free cross vortices they add some

mass and energy to the tube. They also suck in the additional cross vortices from the nearest outside adjacent cylinders to

the inner cylinders of the tube and accelerate themselves further in time. In this way, longitudinal vortices forming the tube

are accelerating not only at a time and in a direction (from the periphery to the center). So the tube turns to a funnel. Due

to the fact that accelerating longitudinal vortices suck in free cross vortices from outside to the center, the magnetic field is

inserted into the electric field and the energy losses are minimal at normal room temperature. In this way, an object with

superconductivity at room temperature is modeled by an electromagnetic field. The theoretical basis of the proposed tube of

accelerating longitudinal vortices is described in previous articles. It consists of extending to Maxwell's main axiom (div rot

E=0) to a more universal axiom (div rot E≠0). This means that it replaces even motion (constant velocity) of vector E in a closed

loop with uneven motion (variable velocity) of vector E in open loop or in open vortex.

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