On the problem of relativistic particles motion in strong magnetic field and dense matter

Abstract

We consider a problem of electron motion in different media and magnetic field. It is shown that in case of nonmoving medium and constant homogenious magnetic field the electron energies are quantized. We also discuss the general problem of eigenvectors and eigenvalues of a given class of Hamiltonians. We examine obtained exact solutions for the particular case of the electron motion in a rotating neutron star with account for matter and magnetic field effects. We argue that all of these considerations can be usefull for astrophysical applications.

References in corpus (3)

• High-Energy Tests of Lorentz Invariance
• Neutrino quantum states and spin light in matter
• Spin Light of Neutrino in Dense Matter

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• The effect of plasmon mass on spin light of neutrino in dense matter
• Chiral magnetic effect in the presence of an external axial-vector field
• Electric current induced by an external magnetic field in the presence of electroweak matter
• Creation of electron-positron pairs at excited Landau levels by neutrino in a strong magnetic field
• Generalized two-point tree-level amplitude $jf\to j^{\prime }{f}^{\prime }$ in a magnetized medium
• Spin light of relativistic electrons in neutrino fluxes