Orbit-averaging and deposition accuracy for runaway electron beams in hybrid kinetic-MHD simulations of the runaway plateau
O. E. L\'opez, D. Vargun, C. D. Hauck, M. T. Beidler

TL;DR
This paper introduces a new orbit-averaging method and a coupling procedure between KORC and NIMROD to improve the accuracy of runaway electron beam simulations in post-disruption plasma conditions.
Contribution
It develops a novel orbit-averaging technique and integrates KORC with NIMROD for more reliable and accurate runaway electron simulations in hybrid kinetic-MHD models.
Findings
Orbit-averaging reduces statistical noise in current deposition.
Finer mesh resolution improves accuracy near the magnetic axis.
Coupling KORC with NIMROD enables future self-consistent simulations.
Abstract
We develop a new procedure that combines the Kinetic Orbit Runaway electrons Code (KORC) and the NIMROD extended-MHD code to simulate runaway electrons (REs) in the post-disruption plateau. KORC integrates guiding-center orbits using a barycentric-based binary search strategy to generate initial guesses for the Newton-Raphson logical-to-physical coordinate inversion, guaranteeing reliable particle-to-mesh mapping in NIMROD, whose fields remain static for the present study. Samples are drawn in accord with experimental parallel current profiles of RE beams during the plateau phase. Deposition in NIMROD is verified through comparison with a Python-based finite element code that ensures periodicity in the poloidal direction and continuity at the magnetic axis. Accurate representation of near-axis fields requires finer mesh resolution to prevent under- and overshoots in current density from…
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Taxonomy
TopicsPlasma Diagnostics and Applications · Laser-induced spectroscopy and plasma · Magnetic confinement fusion research
