Electromagnetic field in causal and acausal Gödel-type space-times

Physics

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Scientific paper

The exact solution of the Maxwell equations in the most common nonstationary homogeneous Gödel-type metric is given. The frequency spectrum of the electromagnetic field and its connetion with polarization are considered. The principal difference of that spectrum in causal and acausal metrics is outlines. The spectrum is divided into three regions: one discrete and two different continuous ones. The discrete part and one of the continuous parts differ from the third one: in that case the dispersion relation is notω → -ω symmetric (due to the rotation of the universe). The helicity-angular-velocity-coupling in a rotating universe makes in some cases the positive and negative continua intersect.

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