Gravitational scattering of electromagnetic field by Schwarzschild black-hole.

Details Gravitational scattering of electromagnetic field by Schwarzschild black-hole. Gravitational scattering of electromagnetic field by Schwarzschild black-hole.

Jul 1991

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1991anihp..54..261b&link_type=abstract

Ann. Inst. Henri Poincare, Phys. Theor., Vol. 54, No. 3, p. 261 - 320

Physics

10

Black Holes: Scattering

Scientific paper

The author studies the electromagnetic scattering by a spherical black-hole. Maxwell's equations are written in Schwarzschild coordinates: the electromagnetic tensor is replaced with electric and magnetic fields in a three dimensional absolute space. He introduces a set of wave operators, W±0, W±1, yielding an electromagnetic field given an asymptotic behavior far from the black-hole, W±0, and near the Schwarzschild radius, W±1, as universal time t→±∞. He interprets the results on the Kruskal universe: the existence of W-0, W-1 assures the characteristic Cauchy problem with data on the past horizons is well posed in the Schwarzschild submanifold, and the asymptotic completeness of W+0, W+1 allows to define the solution on the future horizons.

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