Applied Physics and Mathematics Annotation << Back CLASSIC CONVERSION OF ELECTROMAGNETIC FIELDS AND THEIR CONSEQUENCES F.F. MENDE The laws of classical electrodynamics they refl ect experimental facts they are phenomenological. Unfortunately, contemporary classical electrodynamics is not deprived of the contradictions, which did not up to now obtain their explanation. The fundamental equations of contemporary classical electrodynamics are Maksvell’s equations. But not all know that those equations, which it is customary to assume as Maxwell’s equations, not are those equations, which used itself Maxwell. During writing of its equations it used the substantional derivative, that are made themselves they invariant with respect to the conversions of Galileo. Subsequently Hertz and Heaviside excluded from the substantional derivative its convective part, after writing down Maxwell’s equations in the partial derivatives. In this form the equations are invariant to the conversions of Lorenz and this approach laid way to the creation of the special theory of relativity. In the article are examined the conversions of electromagnetic pour on upon transfer of one inertial system to another, obtained on the basis of the equations of electromagnetic and magnetoelectric induction with the use by the substantional derivative and they are examined the consequences, which escape from such conversions. Keywords: Maxwell’s equations, Lorenz’s conversions, substantional derivative, electromagnetic induction, magnetoelectric induction. Contacts: E-mail: mende_fedor@mail.ru Pp. 59-71.