On the non-existence of non-equatorial circular geodesics with constant latitude in the Kerr metric

Details On the non-existence of non-equatorial circular geodesics with constant latitude in the Kerr metric On the non-existence of non-equatorial circular geodesics with constant latitude in the Kerr metric

Jan 1979

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1979phla...69..307d&link_type=abstract

Physics Letters A, Volume 69, Issue 5, p. 307-308.

Physics

9

Scientific paper

We show that no circular geodesics with constant latitude θ ≠
π/2, stable or unstable, exist in the Kerr metric.

On leave of absence from the ``Istituto di Fisica G. Galilei'',
University of Padova, Italy.

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