2015
DOI: 10.1002/asna.201512245
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On propagation of photons in a magnetized medium

Abstract: The aim of this work is to solve the dispersion relations near the first excitation threshold of a photon propagating along a magnetic field in the strong field limit. We have calculated the time damping of the photon in two particular cases: the degenerate gas as well as the diluted gas limit, both being important from the astrophysical point of view. In particular, the diluted gas limit could describe the magnetosphere of neutron stars. The solutions have been used to obtain a finite quantum Faraday angle in… Show more

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Cited by 3 publications
(5 citation statements)
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“…Π S ij , Π A ij are the symmetric and antisymmetric parts of the photon selfenergy tensor. The first term corresponds to the Ohm current and the second is the Hall current [23]. The Hall and Faraday effects occur for the C-non-symmetric case; as different from the chiral magnetic effect, which occurs in both the C-symmetric and non-symmetric cases.…”
Section: A Chiral Conductivity In a Charged Magnetized Mediummentioning
confidence: 98%
See 1 more Smart Citation
“…Π S ij , Π A ij are the symmetric and antisymmetric parts of the photon selfenergy tensor. The first term corresponds to the Ohm current and the second is the Hall current [23]. The Hall and Faraday effects occur for the C-non-symmetric case; as different from the chiral magnetic effect, which occurs in both the C-symmetric and non-symmetric cases.…”
Section: A Chiral Conductivity In a Charged Magnetized Mediummentioning
confidence: 98%
“…The dispersion equations for photons propagating in the medium can be solved in any direction. For instance, the case of propagation parallel to B, in which we are interested [20], for transverse modes it was found the relativistic Hall conductivity as well as the Faraday Effect [23,24]. The last arise due to the breaking of the electromagnetic wave chiral symmetry induced by the Cnon-invariance of the transverse modes.…”
Section: Introductionmentioning
confidence: 99%
“…However, as was pointed out in Refs. 3,4 , FR effects can be derived from a quantum-relativistic approach which is more appropriate to describe electromagnetic waves under certain extreme conditions that can be present in the Universe.…”
Section: Faraday Effectmentioning
confidence: 99%
“…3,4 we studied the relation between Faraday angle and Hall conductivity, showing their quantized feature. It was done on the basis of the detailed study of general properties of the photon self-energy and the dispersion equations for photons propagating in the medium, parallel and perpendicular to the magnetic field, considering that the photon self-energy satisfies properties of gauge, Lorentz and CPT invariance 2 .…”
Section: Faraday Effectmentioning
confidence: 99%
“…Notice that for the case of propagation along B , the pseudo‐scalar frakturG0 only for the longitudinal mode bμ2, independently of the C ‐symmetry of the system. An expansion of the electromagnetic current density in functional series of a ν gives jμ()Aμext+aμ=jμ()Aμitalicext+δjμδAνextaν+, whose linear term in a ν is (Cruz Rodriguez et al ; Felipe et al ) j i = Π iν a ν = Y ij E j (the third term comes from the second one by using the four‐dimensional transversality of Π μν due to gauge invariance Π μν k ν = 0), where E j = i ( ωa j − k j a 0 ) is the electric field, with a 4 = ia 0 and k 4 = iω , also jμ()Aμitalicext=N0δμ4, where N 0 is the net density of charged particles. The term Y ij = Π ij / iω is the complex conductivity tensor.…”
Section: Chiral Effect Induced By Longitudinal Photons In Qedmentioning
confidence: 99%