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- W2027187986 abstract "In this paper solutions to the source-free generalized Einstein–Maxwell field equations with a null electromagnetic field are investigated. It is argued that the principal null congruence of the null electromagnetic field need not be geodesic, shear-free or a repeated principal null congruence of the gravitational field. However, if the principal null congruence of the null electromagnetic field is geodesic and shear-free, then it is shown that it must be hypersurface orthogonal, expansion-free, and a repeated principal null congruence of the gravitational field. The local form of all such solutions of Petrov type III or N is presented." @default.
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- W2027187986 title "Null electromagnetic fields in the generalized Einstein–Maxwell field theory" @default.
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- W2027187986 doi "https://doi.org/10.1063/1.524115" @default.
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