Current driven kink instabilities in relativistic jets: dissipation properties
arXiv:2111.14575 · doi:10.1093/mnras/stab3492
Abstract
We analyze the evolution of current driven kink instabilities of a highly magnetized relativistic plasma column, focusing in particular on its dissipation properties. The instability evolution leads to the formation of thin current sheets where the magnetic energy is dissipated. We find that the total amount of dissipated magnetic energy is independent of the dissipation properties. Dissipation occurs in two stages: a peak when the instability saturates, which is characterized by the formation of a helicoidal current sheet at the boundary of the deformed plasma column, followed by a weaker almost flat phase, in which turbulence develops. The detailed properties of these two phases depend on the equilibrium configuration and other parameters, in particular on the steepness of the pitch radial profile, on the presence of an external axial magnetic field and on the amount of magnetization. These results are relevant for high energy astrophysical sources, since current sheets can be the sites of magnetic reconnection where particles can be accelerated to relativistic energies and give rise to the observed radiation.
16 pages, 22 figures, MNRAS accepted
References in corpus (13)
- PLUTO: a Numerical Code for Computational Astrophysics
- Relativistic Jets Shine through Shocks or Magnetic Reconnection?
- Non-Thermal Electron Acceleration in Low Mach Number Collisionless Shocks. II. Firehose-Mediated Fermi Acceleration and its Dependence on Pre-Shock Conditions
- 3D Relativistic Magnetohydrodynamic Simulations of Current-Driven Instability. I. Instability of a static column
- Reconnection-driven particle acceleration in relativistic shear flows
- Kink-driven magnetic reconnection in relativistic jets: consequences for X-ray polarimetry of BL Lacs
- Particle acceleration by relativistic magnetic reconnection driven by kink instability turbulence in Poynting flux dominated jets
- Energy dynamics and current sheet structure in fluid and kinetic simulations of decaying magnetohydrodynamic turbulence
- Linear stability analysis of magnetized relativistic rotating jets
- A Constrained Transport Method for the Solution of the Resistive Relativistic MHD Equations
- Fast magnetic reconnection structures in Poynting-flux dominated jets
- Linear stability analysis of magnetized jets: the rotating case
- On the Linear Stability of Magnetized Jets Without Current Sheets - Relativistic Case