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Engineering Physics

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PHYSICAL MEANING OF THE ELECTRIC DISPLACEMENT AND MAGNETIC FIELD. ELEMENTARY DISC LOCAL POLARIZATION. ELEMENTARY TUBE LOCAL MAGNETIZATION
V.K. SKVORTSOV

This paper investigates the structure of the fi elds in the dielectric and magnetic materials.
It shows that about anywhere there is a special dielectric neighborhood (elementary disc local polarization) which is perpendicular to the polarization vector, thickness equal to the length axis of the electric dipole. Polarization charges disk created inside its own fi eld, the magnitude of the polarization vector of the equal and opposite him directions. This, in essence, is the fi eld, which weakens the fi eld of free charges. A fi eld strength imposed on the external disc, just be the vector of the electric displacement. It is external to the drive fi eld produces free charges, electromagnetic fi eld, and not part of the disk electric dipoles. Identifi ed as those for any region of the dielectric, which increase the fi eld of free charges and those that weaken it. It is shown that the description of the fi elds in the dielectric and magnetic material is structurally similar. The role played by the disc local elementary tube magnetization. This is a very long cylinder whose axis is parallel to the magnetization vector consisting of the magnetic dipoles, which intersect the axis of the cylinder. Magnetic induction fi eld cylinder divided by μ0 is the magnetization vector. Golf tube is, in essence, a fi eld that enhances the fi eld of free currents. A magnetic fi eld intensity (multiplied by μ0) is nothing more than the magnetic fi eld superimposed on the tube from the outside. His polarization create free currents, electromagnetic fi eld and those magnetic dipoles, which are not part of the tube.
Key words: induction, electric dipole, disc of polarization, the polarization vector, electric fi eld of dipole. Field of free charge, dielectric permittivity, the magnetic, magnetic fi eld and magnetic induction, the magnetization tube, the magnetic permeability.

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Pp. 07-15.

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