Stationary Axially Symmetric Fields and the Kerr Metric
Rampada Misra, Deo Bhushan Pandey
Abstract
Rampada Misra, Deo Bhushan Pandey
Abstract
In this note the axially symmetric metric for stationary gravitational field, in a slightly general form, is discussed. The vacuum field equations for this metric are given. Specialization of this metric leads to a different form of field equations previously discussed in literature. In particular, the Kerr metric is given in a new form. A justification for interpreting the Kerr metric as an exterior solution corresponding to a spinning rod or a rotating spherical body is given.
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In this note the axially symmetric metric for stationary gravitational field, in a slightly general form, is discussed. The vacuum field equations for this metric are given. Specialization of this metric leads to a different form of field equations previously discussed in literature. In particular, the Kerr metric is given in a new form. A justification for interpreting the Kerr metric as an exterior solution corresponding to a spinning rod or a rotating spherical body is given.
Key concepts: Kerr metric, Axial symmetry, Metric (unit), Gravitational field, Einstein field equations, Field (mathematics), Classical mechanics, Physics