Vacuum effects in an asymptotically uniformly accelerated frame with a
  constant magnetic field

A. A. Grib; D. Brill; E. Bautista; E.G. Kalnins; G.V. Shishkin; G.V. Shishkin; G.V. Shishkin; I. Costa; I. Costa; I. S. Gradshteyn; J.M. Jauch; Juan Mateu; L. D. Landau; M. Abramowitz; N. N. Lebedev; N.D. Birrell; P.C.W. Davies; R. C. Tolman; R.C. Arcuri; S.A. Fulling; T. Mishima; U. Percoco; V. G. Bagrov; V.M. Villalba; Victor M. Villalba; W.G. Unruh

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Vacuum effects in an asymptotically uniformly accelerated frame with a constant magnetic field

Authors: A. A. Grib
D. Brill
E. Bautista
E.G. Kalnins
G.V. Shishkin
G.V. Shishkin
G.V. Shishkin
I. Costa
I. Costa
I. S. Gradshteyn
J.M. Jauch
Juan Mateu
L. D. Landau
M. Abramowitz
N. N. Lebedev
N.D. Birrell
P.C.W. Davies
R. C. Tolman
R.C. Arcuri
S.A. Fulling
T. Mishima
U. Percoco
V. G. Bagrov
V.M. Villalba
Victor M. Villalba
W.G. Unruh
Publication date: 7 October 1999
Publisher: 'American Physical Society (APS)'
Doi

Abstract

In the present article we solve the Dirac-Pauli and Klein Gordon equations in an asymptotically uniformly accelerated frame when a constant magnetic field is present. We compute, via the Bogoliubov coefficients, the density of scalar and spin 1/2 particles created. We discuss the role played by the magnetic field and the thermal character of the spectrum.Comment: 17 pages. RevTe

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