Near-horizon structure of escape zones of electrically charged particles around weakly magnetized rotating black hole
arXiv:1801.01576 · doi:10.3847/1538-4357/aaa45f
Abstract
An interplay of magnetic fields and gravitation drives accretion and outflows near black holes. However, a specific mechanism is still a matter of debate; it is very likely that different processes dominate under various conditions. In particular, for the acceleration of particles and their collimation in jets, an ordered component of the magnetic field seems to be essential. Here we discuss the role of large-scale magnetic fields in transporting the charged particles and dust grains from the bound orbits in the equatorial plane of a rotating (Kerr) black hole and the resulting acceleration along trajectories escaping the system in a direction parallel to the symmetry axis (perpendicular to the accretion disk). We consider a specific scenario of destabilization of circular geodesics of initially neutral matter by charging (e.g., due to photoionization). Some particles may be set on escaping trajectories and attain relativistic velocity. The case of charged particles differs from charged dust grains by their charge-to-mass ratio, but the acceleration mechanism operates in a similar manner. It appears that the chaotic dynamics controls the outflow and supports the formation of near-horizon escape zones. We employ the technique of recurrence plots to characterize the onset of chaos in the outflowing medium. We investigate the system numerically and construct the basin-boundary plots, which show the location and the extent of the escape zones. The effects of black hole spin and magnetic field strength on the formation and location of escape zones are discussed, and the maximal escape velocity is computed.
arXiv comment12 pages, 10 figures; published in ApJ; revised version with typographical and language corrections
References in corpus (34)
- Recurrence Plots for the Analysis of Complex Systems
- The Lyapunov Characteristic Exponents and their computation
- Simulations of Magnetized Disks Around Black Holes: Effects of Black Hole Spin, Disk Thickness, and Magnetic Field Geometry
- The Influence of Magnetic Field Geometry on the Evolution of Black Hole Accretion Flows: Similar Disks, Drastically Different Jets
- A Parallax Distance to the Microquasar GRS 1915+105 and a Revised Estimate of its Black Hole Mass
- Alignment of Magnetized Accretion Disks and Relativistic Jets with Spinning Black Holes
- Motion of charged particles near weakly magnetized Schwarzschild black hole
- Circular orbits and related quasi-harmonic oscillatory motion of charged particles around weakly magnetized rotating black holes
- Acceleration of charged particles due to chaotic scattering in the combined black hole gravitational field and asymptotically uniform magnetic field
- Transition from Regular to Chaotic Circulation in Magnetized Coronae near Compact Objects
- Off-equatorial orbits in strong gravitational fields near compact objects -- II: halo motion around magnetic compact stars and magnetized black holes
- Critical escape velocity for a charged particle moving around a weakly magnetized Schwarzschild black hole
- Thin accretion disks are stabilized by a strong magnetic field
- Dynamics of a Charged Particle Around a Slowly Rotating Kerr Black Hole Immersed in Magnetic Field
- Probing the magnetic field structure in Sgr A* on Black Hole Horizon Scales with Polarized Radiative Transfer Simulations
- Galaxy structure from multiple tracers: II. M87 from parsec to megaparsec scales
- Off-equatorial orbits in strong gravitational fields near compact objects
- Free motion around black holes with discs or rings: between integrability and chaos - II
- The Accretion Disk Wind in the Black Hole GRS 1915+105
- New Nonthermal Filaments at the Galactic Center: Are They Tracing a Globally Ordered Magnetic Field?
- Magnetization degree at the jet base of M87 derived from the event horizon telescope data: Testing magnetically driven jet paradigm
- Dynamics of a charged particle around a weakly magnetized naked singularity
- Inducing chaos by breaking axial symmetry in a black hole magnetosphere
- Free motion around black holes with discs or rings: between integrability and chaos -- IV
- Relativistic electrons and magnetic field of the M87 jet on ~ten Schwarzschild radii scale
- Motion of Charged Particles around a Weakly Magnetized Rotating Black Hole
- Escape of Charged Particles Moving around a Weakly Magnetized Kerr Black Hole
- Regular and chaotic orbits near a massive magnetic dipole
- Influence of frame-dragging on magnetic null points near rotating black hole
- Magnetic layers and neutral points near rotating black hole
- Recurrence Analysis as a tool to study chaotic dynamics of extreme mass ratio inspiral in signal with noise
- Oblique magnetic fields and the role of frame dragging near rotating black hole
- Non-linear behaviour of XTE J1550-564 during its 1998-1999 outburst, revealed by recurrence analysis
- Application of a symplectic integrator in a non-integrable relativistic system
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- Construction of explicit symplectic integrators in general relativity. IV. Kerr black holes
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- Efficiency of Penrose process in spacetime of axially symmetric magnetized Reissner-Nordström black hole
- Applying explicit symplectic integrator to study chaos of charged particles around magnetized Kerr black hole
- A Note on the Construction of Explicit Symplectic Integrators for Schwarzschild Spacetimes
- Electromagnetic field and chaotic charged-particle motion around hairy black holes in Horndeski gravity
- Dynamics of charged particles moving around Kerr black hole with inductive charge and external magnetic field
- Integrability of Kerr-Newman spacetime with cloud strings, quintessence and electromagnetic field
- Charged particle motions near non-Schwarzschild black holes with external magnetic fields in modified theories of gravity
- Penrose process for a charged black hole in a uniform magnetic field
- Resonance crossing of a charged body in a magnetized Kerr background: an analogue of extreme mass ratio inspiral
- Effects of Two Quantum Correction Parameters on Chaotic Dynamics of Particles Near Renormalized Group Improved Schwarzschild Black Holes
- Explicit symplectic integrators with adaptive time steps in curved spacetimes
- Black hole in a combined magnetic field: ionized accretion disks in the jetlike and looplike configurations
- On Innermost Stable Spherical Orbits near a rotating black hole: A numerical study of the particle motion near the plunging region
- Impact of electric charges on chaos in magnetized spacetimes
- Effects of coupling constants on chaos of charged particles in the ther theory
- Escape, bound and capture geodesics in local static coordinates in Schwarzschild spacetime
- Third type of spacetime with the coexistence of integrability and non-integrability
- Near-horizon structure of escape zones of electrically charged particles around weakly magnetized rotating black hole: case of oblique magnetosphere
- Chaotic exits from a weakly magnetized Schwarzschild black hole
- Simulations of black hole accretion torus in various magnetic field configurations
- Chaos of charged particles in quadrupole magnetic fields under Schwarzschild backgrounds
- Oblique magnetic fields and the role of frame dragging
- Magnetized black holes: the role of rotation, boost, and accretion in twisting the field lines and accelerating particles
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