Pregled bibliografske jedinice broj: 16803
Nonequivalence of the Maxwell equations in the three-vector form and in the covariant form
Nonequivalence of the Maxwell equations in the three-vector form and in the covariant form, 1998. (ostalo).
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Naslov
Nonequivalence of the Maxwell equations in the three-vector form and in the covariant form
Autori
Ivezić, Tomislav
Izvornik
SCAN-9802018
Vrsta, podvrsta
Ostale vrste radova, ostalo
Godina
1998
Ključne riječi
Maxwell equations
Sažetak
It is shown in this paper that Maxwell's equations in the three-vector form do not have the same form in different inertial frames of reference and thus that they are not in agreement with the special relativity. The covariant formulation of all quantities, including the electric and magnetic fields defined as the four-vectors, is used to show that the usual electric and magnetic field in the three-vector form are not well defined quantities from the relativity viewpoint, and the same holds for their transformation properties. Some simple examples are considered in which the four-vectors E and B are used instead of the usual three-vectors E and B.
Izvorni jezik
Engleski
Znanstvena područja
Fizika
POVEZANOST RADA