Covariant Maxwell's equations of the general theory of relativity for a system of electromagnetically and gravitationally interacting particles of the form F ik ;k = -4π/c J i, F (ij;k) = 0 are averaged over ensembles of particles with consideration of their electromagnetic and gravitational interactions with a medium. As a result, macroscopic electrodynamic equations are derived for a continuous medium in which the influence of interactions on the macroscopic characteristics of the medium is taken into account. Various manifestations of this influence are completely caused by effects of the general theory of relativity. © 1999 Kluwer Academic/Plenum Publisher
© 2014, Pleiades Publishing, Ltd. Based on the authors’ approach to the macroscopic description of s...
© 2014, Pleiades Publishing, Ltd. Based on the authors’ approach to the macroscopic description of s...
© 2014, Pleiades Publishing, Ltd. Based on the authors’ approach to the macroscopic description of s...
Covariant Maxwell's equations of the general theory of relativity for a system of electromagneticall...
Covariant Maxwell's equations of the general theory of relativity for a system of electromagneticall...
We derive the macroscopic Einstein - Maxwell equations up to the second-order terms in the interacti...
We derive the macroscopic Einstein - Maxwell equations up to the second-order terms in the interacti...
A macroscopic system of Einstein-Maxwell equations for systems of particles with different masses is...
We derive the macroscopic Einstein - Maxwell equations up to the second-order terms in the interacti...
A macroscopic system of Einstein-Maxwell equations for systems of particles with different masses is...
A macroscopic system of Einstein-Maxwell equations for systems of particles with different masses is...
A macroscopic system of Einstein-Maxwell equations for systems of particles with different masses is...
The present paper is a direct continuation of an earlier paper [JETP 83, 1 (1996)] devoted to the de...
The present paper is a direct continuation of an earlier paper [JETP 83, 1 (1996)] devoted to the de...
The present paper is a direct continuation of an earlier paper [JETP 83, 1 (1996)] devoted to the de...
© 2014, Pleiades Publishing, Ltd. Based on the authors’ approach to the macroscopic description of s...
© 2014, Pleiades Publishing, Ltd. Based on the authors’ approach to the macroscopic description of s...
© 2014, Pleiades Publishing, Ltd. Based on the authors’ approach to the macroscopic description of s...
Covariant Maxwell's equations of the general theory of relativity for a system of electromagneticall...
Covariant Maxwell's equations of the general theory of relativity for a system of electromagneticall...
We derive the macroscopic Einstein - Maxwell equations up to the second-order terms in the interacti...
We derive the macroscopic Einstein - Maxwell equations up to the second-order terms in the interacti...
A macroscopic system of Einstein-Maxwell equations for systems of particles with different masses is...
We derive the macroscopic Einstein - Maxwell equations up to the second-order terms in the interacti...
A macroscopic system of Einstein-Maxwell equations for systems of particles with different masses is...
A macroscopic system of Einstein-Maxwell equations for systems of particles with different masses is...
A macroscopic system of Einstein-Maxwell equations for systems of particles with different masses is...
The present paper is a direct continuation of an earlier paper [JETP 83, 1 (1996)] devoted to the de...
The present paper is a direct continuation of an earlier paper [JETP 83, 1 (1996)] devoted to the de...
The present paper is a direct continuation of an earlier paper [JETP 83, 1 (1996)] devoted to the de...
© 2014, Pleiades Publishing, Ltd. Based on the authors’ approach to the macroscopic description of s...
© 2014, Pleiades Publishing, Ltd. Based on the authors’ approach to the macroscopic description of s...
© 2014, Pleiades Publishing, Ltd. Based on the authors’ approach to the macroscopic description of s...