Authors: Ahmad Sheykhi
Publish Date: 2012/05/30
Volume: 44, Issue: 9, Pages: 2271-2281
Abstract
We construct a new class of spinning magnetic string solutions in fR gravity with constant scalar curvature These solutions which produce a longitudinal magnetic field have no curvature singularity and no horizon but have a conic geometry with a deficit angle We also generalize this class of solutions to the case of spinning magnetic solutions with one rotation parameter We find that the spinning string has a net electric charge which is proportional to the rotation parameter With choosing a suitable counterterm we remove the divergences of the action The conserved quantities of the solutions are also calculated by using the counterterm method
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