Electron acceleration in a JET disruption simulation

TL;DR

This study investigates how electrons can become runaway electrons during a simulated JET disruption by analyzing their dynamics with a complete electric field and collision effects, revealing multiple acceleration mechanisms.

Contribution

It extends previous work by incorporating the full electric field and a simplified collision model to better understand electron acceleration during disruptions.

Findings

Electrons at thermal energies can become runaway electrons during or after the thermal quench.

Complex MHD-induced electric fields contribute to initial electron acceleration.

Reformation of magnetic surfaces and the current quench electric field further accelerate electrons.

Abstract

Runaways are suprathermal electrons having sufficiently high energy to be continuously accelerated up to tens of MeV by a driving electric field [1]. Highly energetic runaway electron (RE) beams capable of damaging the tokamak first wall can be observed after a plasma disruption [2]. Therefore, it is of primary importance to fully understand their generation mechanisms in order to design mitigation systems able to guarantee safe tokamak operations. In a previous work, [3], a test particle tracker was introduced in the JOREK 3D non-linear MHD code and used for studying the electron confinement during a simulated JET-like disruption. It was found in [3] that relativistic electrons are not completely deconfined by the stochastic magnetic field taking place during the disruption thermal quench (TQ). This is due to the reformation of closed magnetic surfaces at the beginning of the current quench (CQ). This result was obtained neglecting the inductive electric field in order to avoid the unrealistic particle acceleration which otherwise would have happened due to the absence of collision effects. The present paper extends [3] analysing test electron dynamics in the same simulated JET-like disruption using the complete electric field. For doing so, a simplified collision model is introduced in the particle tracker guiding center equations. We show that electrons at thermal energies can become RE during or promptly after the TQ due to a combination of three phenomena: a first REs acceleration during the TQ due to the presence of a complex MHD-induced electric field, particle reconfinement caused by the fast reformation of closed magnetic surfaces after the TQ and a secondary acceleration induced by the CQ electric field.