The structure of spectral distribution of the radiation power of the synchrotron-Cherenkov radiation of one, two, three, and four electrons moving in a spiral in a transparent medium with relativistic longitudinal velocity component (the component parallel to the magnetic induction vector) is researched. The influence of the coherence factor on the spectrum of synchrotron-Cherenkov radiation for two, three, and four electrons is analyzed.
Using the improved Lorentz self-interaction method completed by Dirac hypothesis, the spectral distribution of the radiation power for the sequence of electrons moving along a spiral in transparent isotropic medium is investigated. The oscillations in the spectral distribution of radiation power of one, two, three, and four electrons are studied for the case when the transversal component of electron velocity is bigger than the light phase velocity in medium but is still less than the light velocity in vacuum. The effect of coherence in the spectrum of synchrotron-Cherenkov radiation for the sequence of electrons is analyzed.
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