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Kinetic plasma-wall interaction using immersed boundary conditions

Abstract The interaction between a plasma and a solid surface is studied in a (1D-1V) kinetic approach using immersed boundary conditions and penalization to model the wall. Two solutions for the penalized wall region are investigated that either allow currents to flow within the material boundary o...

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Published in:Nuclear fusion 2024-05, Vol.64 (5), p.56027
Main Authors: Munschy, Yann, Bourne, Emily, Dif-Pradalier, Guilhem, Donnel, Peter, Ghendrih, Philippe, Grandgirard, Virginie, Sarazin, Yanick
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container_issue 5
container_start_page 56027
container_title Nuclear fusion
container_volume 64
creator Munschy, Yann
Bourne, Emily
Dif-Pradalier, Guilhem
Donnel, Peter
Ghendrih, Philippe
Grandgirard, Virginie
Sarazin, Yanick
description Abstract The interaction between a plasma and a solid surface is studied in a (1D-1V) kinetic approach using immersed boundary conditions and penalization to model the wall. Two solutions for the penalized wall region are investigated that either allow currents to flow within the material boundary or not. Essential kinetic aspects of sheath physics are recovered in both cases and their parametric dependencies investigated. Importantly, we show how the two approaches can be reconciled when accounting for relevant kinetic effects. Non-Maxwellian features of the ion and electron distribution functions are essential to capture the value of the potential drop in the sheath. These features lead to a sheath heat transmission factor for ions 60% larger than usually predicted and 35% for electrons. The role of collisions is discussed and means of incorporating minimally-relevant kinetic sheath physics in the gyrokinetic framework are discussed.
doi_str_mv 10.1088/1741-4326/ad346c
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recordid cdi_iop_journals_10_1088_1741_4326_ad346c
source Alma/SFX Local Collection
subjects gyrokinetics
immersed boundary conditions
kinetic plasma wall interaction
kinetic sheath
penalization
Vlasov-Poisson system
title Kinetic plasma-wall interaction using immersed boundary conditions
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