Magnetorotational Instability in electron-ion plasma: Shearing-box simulations
ORAL
Abstract
as black holes (BHs), and often consist of relativistically hot, radiative electron-ion plasma
in a turbulent state. Global general relativistic magnetohydrodynamics (GRMHD) has been
widely and successfully employed to study the global structure of accretion disks, as well
as to interpret recent observational data obtained by Event Horizon Telescope
(EHT) collaboration [1]. However, it is commonly accepted that low-luminosity targets of
EHT are essentially collisionless, with the lack of Coulomb interactions between ions and
electrons potentially leading to a two-temperature state of the plasma. The interpretation of
observations via GRMHD simulations, which is dependent on the temperature ratio
between ions and electrons determined by kinetic physics, is therefore fundamentally
limited [2]. It is therefore critical to more accurately determine the ion-to-electron heating
ratio. To improve current existing heating ratio prescriptions and account for a
collisionless regime, the kinetic particle-in-cell (PIC) approach is essential to model
plasma around BHs. To keep first-principles simulations computationally accessible, we
propose a novel shearing-box [2,3] approach, in which only a small region within the
accretion disk is modelled. The primary driver for turbulence in this case is the
magnetorotational instability (MRI) [4], which significantly amplifies magnetic fields and
injects energy at large scales, which can cascade and energize particles. Using this
approach, we aim to provide a more accurate prescription for ion-electron heating ratios
for more precise global simulations in future.
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Publication: [1] The EHT Collaboration et al., "First M87 Event Horizon Telescope Results. I. The Shadow of the
Supermassive Black Hole", ApJL, 875, 1 (2019)
[2] A. Chael, M. E. Rowan, R. Narayan, M. D. Johnson and L. Sironi "The role of electron heating physics in
images and variability of the Galactic Centre black hole Sagittarius A*", MNRAS, 478, 5209 (2018)
[3] F. Bacchini, L. Arzamasskiy, V. Zhdankin, G. R. Werner, M. C. Begelman, and D. A. Uzdensky, "Fully
Kinetic Shearing-box Simulations of Magnetorotational Turbulence in 2D and 3D. I. Pair Plasmas", ApJ,
938, 86 (2022).
[4] F. Bacchini, V. Zhdankin, E. A. Gorbunov, G. R. Werner, L. Arzamasskiy, M. C. Begelman and D. A.
Uzdensky, "Collisionless Magnetorotational Turbulence in Pair Plasmas: Steady-state Dynamics, Particle
Acceleration, and Radiative Cooling", Accepted at PRL (2024)
[5] S.A. Balbus and J.F. Hawley, "A Powerful Local Shear Instability in Weakly Magnetized Disks. I. Linear
Analysis", Astrophysical Journal, 376, 214 (1991).
Presenters
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Evgeny A Gorbunov
KU Leuven
Authors
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Evgeny A Gorbunov
KU Leuven
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Fabio Bacchini
KU Leuven and BIRA