Numerical calculation of the runaway electron distribution function and associated synchrotron emission
Matt Landreman, Adam Stahl, T\"unde F\"ul\"op

TL;DR
This paper presents a fast numerical framework for calculating runaway electron distribution functions and their synchrotron emission in tokamaks, incorporating primary and secondary generation, with applications in plasma diagnostics.
Contribution
The paper introduces an efficient continuum numerical method for solving the relativistic Fokker-Planck equation with an electric field, including primary and secondary runaway generation, and computes associated synchrotron spectra.
Findings
Numerical verification of an analytic model for secondary runaway distribution.
Realistic distribution functions produce synchrotron spectra not well approximated by single-electron emission.
The framework enables rapid simulation of runaway electron behavior for plasma diagnostics.
Abstract
Synchrotron emission from runaway electrons may be used to diagnose plasma conditions during a tokamak disruption, but solving this inverse problem requires rapid simulation of the electron distribution function and associated synchrotron emission as a function of plasma parameters. Here we detail a framework for this forward calculation, beginning with an efficient numerical method for solving the Fokker-Planck equation in the presence of an electric field of arbitrary strength. The approach is continuum (Eulerian), and we employ a relativistic collision operator, valid for arbitrary energies. Both primary and secondary runaway electron generation are included. For cases in which primary generation dominates, a time-independent formulation of the problem is described, requiring only the solution of a single sparse linear system. In the limit of dominant secondary generation, we present…
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