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A New Procedure Generating the Solutions of Stationary Axially Symmetric Gravitational Field EQUATIONS

Xu Xiao-hai

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Abstract

A new procedure used to generate a set of solutions of stationary axially symmetric gravitational field equations is presented. It is shown that the Chandrasekhar metric is the most simple member of our solutions for . Making use of this procedure we obtained a new exact solution of static axially sym-metric Einstein-Maxwell equations. It represents the exterior field of an isolated mass m with electrical dipole moment.

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A new procedure used to generate a set of solutions of stationary axially symmetric gravitational field equations is presented. It is shown that the Chandrasekhar metric is the most simple member of our solutions for . Making use of this procedure we obtained a new exact solution of static axially sym-metric Einstein-Maxwell equations. It represents the exterior field of an isolated mass m with electrical dipole moment.

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Available abstract

A new procedure used to generate a set of solutions of stationary axially symmetric gravitational field equations is presented. It is shown that the Chandrasekhar metric is the most simple member of our solutions for . Making use of this procedure we obtained a new exact solution of static axially sym-metric Einstein-Maxwell equations. It represents the exterior field of an isolated mass m with electrical dipole moment.

Key concepts: Axial symmetry, Gravitational field, Physics, Gravitation, Field (mathematics), Classical mechanics, Mathematical physics, Mathematics

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