The equations of electrodynamics of oriented point are formulated based on the principle of real relativity. It is shown that the obtained equations reduce to the equations of classical electrodynamics in the limiting case, in which the real reference frame associated with the charge becomes quasi-inertial. The resulted equations are analyzed in particular cases. The most important is the case of generating the electromagnetic field by the charge in a circular nonrelativistic motion.
The equations of electrodynamics of oriented point are formulated based on the principle of real relativity. It is shown that the obtained equations reduce to the equations of classical electrodynamics in the limiting case, in which the real reference frame associated with the charge becomes quasi-inertial. The resulted equations are analyzed in particular cases. The most important is the case of generating the electromagnetic field by the charge in a circular nonrelativistic motion.
