Particle Acceleration in Relativistic Magnetized Collisionless Pair Shocks: Dependence of Shock Acceleration on Magnetic Obliquity
Lorenzo Sironi, Anatoly Spitkovsky (Princeton)

TL;DR
This study uses particle-in-cell simulations to analyze how magnetic obliquity affects particle acceleration in relativistic magnetized collisionless pair shocks, revealing that efficient acceleration occurs only in specific subluminal configurations.
Contribution
It provides a detailed analysis of shock structure and particle acceleration dependence on magnetic obliquity, highlighting the conditions for efficient acceleration in relativistic pair shocks.
Findings
Efficient particle acceleration occurs only in subluminal shocks with certain magnetic inclinations.
The downstream spectrum includes a Maxwellian and a high-energy power-law tail with exponential cutoff.
Acceleration mechanisms switch from Diffusive Shock Acceleration to Shock-Drift Acceleration as inclination increases.
Abstract
We investigate shock structure and particle acceleration in relativistic magnetized collisionless pair shocks by means of 2.5D and 3D particle-in-cell simulations. We explore a range of inclination angles between the pre-shock magnetic field and the shock normal. We find that only magnetic inclinations corresponding to "subluminal" shocks, where relativistic particles following the magnetic field can escape ahead of the shock, lead to particle acceleration. The downstream spectrum in such shocks consists of a relativistic Maxwellian and a high-energy power-law tail with exponential cutoff. For increasing magnetic inclination in the subluminal range, the high-energy tail accounts for an increasing fraction of particles (from ~1% to ~2%) and energy (from ~4% to ~12%). The spectral index of the power law increases with angle from -2.8+-0.1 to -2.3+-0.1. Particle energization is driven by…
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