Uniqueness of the external axial-symmetrical solution for a rotating charged body in the relativistic theory of gravity.

Details Uniqueness of the external axial-symmetrical solution for a rotating charged body in the relativistic theory of gravity. Uniqueness of the external axial-symmetrical solution for a rotating charged body in the relativistic theory of gravity.

Jun 1989

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1989temf...79..394k&link_type=abstract

Teor. Mat. Fiz., Vol. 79, No. 3, p. 394 - 403

Computer Science

Rotating Bodies: Relativity Theory, Rotating Bodies: Gravitation Theory

Scientific paper

The exact solution of the complete united system of equations of the
relativistic theory of gravity and the Maxwell equations is obtained in
the axial-symmetrical case for a rotating body with electrical charge.
It is proved that the solution is unique in the case of the separation
of variables scheme for the Kerr-Newman metrics.

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