A review of the particle injection problem in magnetic reconnection and turbulence, arguing that injection is set by direct acceleration, Fermi kicks, and pickup processes, not by E>B diffusion regions.
Compression Acceleration of Protons and Heavier Ions at the Heliospheric Current Sheet
1 Pith paper cite this work. Polarity classification is still indexing.
abstract
Recent observations by Parker Solar Probe (PSP) suggest that protons and heavier ions are accelerated to high energies by magnetic reconnection at the heliospheric current sheet (HCS). By solving the energetic particle transport equation in large-scale MHD simulations, we study the compression acceleration of protons and heavier ions in the reconnecting HCS. We find that the acceleration of multi-species ions results in nonthermal power-law distributions with spectral index consistent with the PSP observations. Our study shows that the high-energy cutoff of protons can reach $E_{max} \sim 0.1$ - $1$ MeV depending on the particle diffusion coefficients. We also study how the high-energy cutoff of different ion species scales with the charge-to-mass ratio $E_{max} \propto (Q/M)^\alpha$. When determining the diffusion coefficients from the quasilinear theory with a Kolmogorov magnetic power spectrum, we find that $\alpha \sim 0.4$, which is somewhat smaller than $\alpha \sim 0.7$ observed by PSP.
citation-role summary
citation-polarity summary
fields
physics.plasm-ph 1years
2025 1verdicts
CONDITIONAL 1roles
background 1polarities
unclear 1representative citing papers
citing papers explorer
-
Particle Injection Problem in Magnetic Reconnection and Turbulence
A review of the particle injection problem in magnetic reconnection and turbulence, arguing that injection is set by direct acceleration, Fermi kicks, and pickup processes, not by E>B diffusion regions.