Time-Dependent Electron Acceleration in Pulsar-Wind Termination Shocks: Application to the 2011 April Crab Nebula Gamma-Ray Flare
John J. Kroon, Peter A. Becker, Justin D. Finke

TL;DR
This paper develops a time-dependent electron transport model incorporating electrostatic acceleration, synchrotron losses, and escape to explain the Crab Nebula's 2011 gamma-ray super-flare, matching observed spectra and light curves.
Contribution
It introduces an analytic, time-dependent model of electron acceleration at pulsar wind termination shocks, explaining super-flare gamma-ray spectra and light curves with magnetic reconnection-driven electrostatic acceleration.
Findings
Model reproduces observed gamma-ray spectra during flare phases.
Electrostatic acceleration occurs on both sides of the shock due to magnetic reconnection.
Escape mode shifts from diffusive to advective as electrons pass through the shock.
Abstract
The -ray flares from the Crab nebula observed by {\it AGILE} and {\it Fermi}-LAT between 2007-2013 reached GeV photon energies and lasted several days. The strongest emission, observed during the 2011 April "super-flare," exceeded the quiescent level by more than an order of magnitude. These observations challenge the standard models for particle acceleration in pulsar wind nebulae, because the radiating electrons have energies exceeding the classical radiation-reaction limit for synchrotron. Particle-in-cell simulations have suggested that the classical synchrotron limit can be exceeded if the electrons also experience electrostatic acceleration due to shock-driven magnetic reconnection. In this paper, we revisit the problem using an analytic approach based on solving a fully time-dependent electron transport equation describing the electrostatic acceleration, synchrotron…
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