Chaos in Geodesic Motion around a Black Ring
arXiv:1012.5725 · doi:10.1103/PhysRevD.83.047501
Abstract
We study bound orbits of a free particle around a singly rotating black ring. We find there exists chaotic motion of a particle which is gravitationally bound to the black ring by using the Poincare map.
6 pages, 6 figures
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Cited by in corpus (20)
- Free motion around black holes with discs or rings: between integrability and chaos - II
- Free motion around black holes with discs or rings: between integrability and chaos - I
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- Dynamics of test particles in the general five-dimensional Myers-Perry spacetime
- Geodesic Motion in the Singly Spinning Black Ring Spacetime
- Explicit symplectic methods in black hole spacetimes
- Geodesic Motion in the (Charged) Doubly Spinning Black Ring Spacetime
- Stable Bound Orbits of Massless Particles around a Black Ring
- Oblique magnetic fields and the role of frame dragging near rotating black hole
- Stable Bound Orbits in Six-dimensional Myers-Perry Black Holes
- Stable bound orbits around a supersymmetric black lens
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- Third type of spacetime with the coexistence of integrability and non-integrability
- Chaotic particle motion around a homogeneous circular ring
- Stable bound orbits around static Einstein-Gauss-Bonnet black holes
- Stable bound orbits in microstate geometries
- Chaos in a generalized Euler's three-body problem