Authors: Jan Helm
A relativistic rotator is a pair of black-holes moving around their center-of mass (com) on GR-orbits in their own gravitational field. First we present a GR-solution in the com-frame for non-rotating (Schwarzschild) black-holes in the usual spherical coordinates (t,r,theta,phi) using a complex transformation of the radius r . with the condition that for r→∞ the resulting orbit equations must be the Newtonian equations. We analyze the solution and show examples of orbits. In a second step we generalize it to the case of rotating (Kerr) black-holes
Comments: 20 Pages.
[v1] 2017-06-14 06:13:56
Unique-IP document downloads: 15 times
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