Gravitational properties of the neutron star with magnetic charge and magnetic moment

Statistics – Computation

Scientific paper

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Magnetic Moments, Neutron Stars, Stellar Gravitation, Stellar Magnetic Fields, Computational Astrophysics, Einstein Equations, Magnetic Dipoles, Maxwell Equation, Space-Time Functions

Scientific paper

In this paper, taking the magnetic R-N metric as a space-time background, a static magnetic field in this curved space-time is derived. Substituting the derived static magnetic field as a source of gravitational field into the right-hand side of Einstein-Maxwell equation, the Einstein-Maxwell equation is solved with a step-by-step approximation method by the first degree, and a new metric is derived. This metric describes the external field of a neutron star with magnetic charge and magnetic dipole moment. A discussion is presented of various kinds of celestial bodies with a characteristic parameter that satisfies chi less than 1, chi = 1 and chi greater than 1, and some properties which some electric charged celestial bodies do not possess are obtained.

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