Maxwell Equations with Accounting of Tensor Properties of Time
R. Vlokh, O. Kvasnyuk
TL;DR
This paper extends Maxwell's equations to include tensor properties of time, revealing novel effects like vacuum polarization, anisotropic wave velocity, and polarization rotation, which could impact electromagnetic theory and applications.
Contribution
It introduces a tensor-based formulation of Maxwell's equations accounting for time's properties, predicting new electromagnetic phenomena.
Findings
Vacuum polarization effects observed
Anisotropic electromagnetic wave velocity in vacuum
Rotation of light polarization plane
Abstract
The Maxwell equations with accounting for tensors properties of time have been considered. The effects that follow from such consideration are described. These are the appearance of vacuum polarization, anisotropy of electromagnetic wave velocity in vacuum, anisotropy of the vacuum dielectric permittivity, rotation of light polarization plane, as well as the existence of longitudinal components of electromagnetic wave and the rotational (non-potential) component of electric field caused by electric charges.
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