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Isovector fields and similarity solutions of Einstein vacuum equations for rotating fields
Journal article   Peer reviewed

Isovector fields and similarity solutions of Einstein vacuum equations for rotating fields

S.K. Attallah, M.F. El-Sabbagh, A.T. Ali and Ahmad Ali
Communications in nonlinear science & numerical simulation, Vol.12(7), pp.1153-1161
10/2007

Abstract

Einstein vacuum equations Isovector fields Symmetry groups
The isovector fields (infinitesimal generators of Lie groups) of Einstein vacuum equations for stationary axially symmetric rotating fields, in conventional form, that is a coupled system of nonlinear partial differential equations (PDEs) of second order are derived using the geometric prolongation technique. Some symmetry transformations and similarity (exact) solutions of Einstein vacuum equations are obtained.

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