Coupling of specific plasma processes to turbulent dynamics in collisionless plasmas
Determine how specific plasma processes couple into turbulent dynamics in collisionless plasmas and lead to energy dissipation and particle energisation, identifying the mechanisms and pathways responsible for this coupling.
References
This work provides insight into the open question of how specific plasma processes couple into the turbulent dynamics and ultimately lead to energy dissipation and particle energisation in collisionless plasmas.
The physical mechanism of this coupling is not entirely elucidated and requires dedicated investigations that are out of the scope of this article.
The three-dimensional spatial structure and the dynamics of turbulence in weakly collisional plasmas are major scientific unknowns in our understanding of plasma physics.
Turbulence and shock problem: What role does reconnection play in related processes such as turbulence, collisionless shocks, and plasma transport? Is reconnection an integral part of magnetized turbulence? Is turbulence a solution for multi-scale reconnection? How does reconnection facilitate particle acceleration in collisionless shocks?
The local $\beta$ in our measurement region is much larger than that in the reconnection upstream and is comparable to the conditions in the turbulent magnetosheath in which electron-only reconnection is observed, so it is natural to ask whether the same coupling operates there. If it does, electron-only reconnection---usually regarded as a sink for energy---could couple to ions in the outflow and re-inject wave energy at scales near the electron Larmor radius, with wave-vectors nearly perpendicular to the local magnetic field. The smaller separation between current sheets in electron-only reconnection may also allow such waves to interact with neighboring layers and occupy a larger fraction of the volume than in standard electron-ion reconnection. Testing this will require measurements that resolve the wave-vector as well as the frequency, which is beyond the scope of the present work.
The second is that we assumed zero heat flux for the 10-moment MHD model. Implementing a more realistic heat flux, such as the closure for Landau damping , is required to understand kinetic effects in large-scale systems.