Fulfillment of the kinetic Bohm criterion in a quasineutral particle-in-cell model

Quasineutral particle-in-cell models of ions must fulfill the kinetic Bohm criterion, in its inequality form, at the domain boundary in order to match correctly with solutions of the Debye sheaths tied to the walls. The simple, fluid form of the Bohm criterion is shown to be a bad approximation of t...

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Main Authors: Ahedo, E, Santos, R, Parra, F
格式: Journal article
语言:English
出版: 2010
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author Ahedo, E
Santos, R
Parra, F
author_facet Ahedo, E
Santos, R
Parra, F
author_sort Ahedo, E
collection OXFORD
description Quasineutral particle-in-cell models of ions must fulfill the kinetic Bohm criterion, in its inequality form, at the domain boundary in order to match correctly with solutions of the Debye sheaths tied to the walls. The simple, fluid form of the Bohm criterion is shown to be a bad approximation of the exact, kinetic form when the ion velocity distribution function has a significant dispersion and involves different charge numbers. The fulfillment of the Bohm criterion is measured by a weighting algorithm at the boundary, but linear weighting algorithms have difficulties to reproduce the nonlinear behavior around the sheath edge. A surface weighting algorithm with an extended temporal weighting is proposed and shown to behave better than the standard volumetric weighting. Still, this must be supplemented by a forcing algorithm of the kinetic Bohm criterion. This postulates a small potential fall in a supplementary, thin, transition layer. The electron-wall interaction is shown to be of little relevance in the fulfillment of the Bohm criterion. © 2010 American Institute of Physics.
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spelling oxford-uuid:f4baf27e-1e4e-4c15-ab8d-144b14ed79812022-03-27T12:22:00ZFulfillment of the kinetic Bohm criterion in a quasineutral particle-in-cell modelJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:f4baf27e-1e4e-4c15-ab8d-144b14ed7981EnglishSymplectic Elements at Oxford2010Ahedo, ESantos, RParra, FQuasineutral particle-in-cell models of ions must fulfill the kinetic Bohm criterion, in its inequality form, at the domain boundary in order to match correctly with solutions of the Debye sheaths tied to the walls. The simple, fluid form of the Bohm criterion is shown to be a bad approximation of the exact, kinetic form when the ion velocity distribution function has a significant dispersion and involves different charge numbers. The fulfillment of the Bohm criterion is measured by a weighting algorithm at the boundary, but linear weighting algorithms have difficulties to reproduce the nonlinear behavior around the sheath edge. A surface weighting algorithm with an extended temporal weighting is proposed and shown to behave better than the standard volumetric weighting. Still, this must be supplemented by a forcing algorithm of the kinetic Bohm criterion. This postulates a small potential fall in a supplementary, thin, transition layer. The electron-wall interaction is shown to be of little relevance in the fulfillment of the Bohm criterion. © 2010 American Institute of Physics.
spellingShingle Ahedo, E
Santos, R
Parra, F
Fulfillment of the kinetic Bohm criterion in a quasineutral particle-in-cell model
title Fulfillment of the kinetic Bohm criterion in a quasineutral particle-in-cell model
title_full Fulfillment of the kinetic Bohm criterion in a quasineutral particle-in-cell model
title_fullStr Fulfillment of the kinetic Bohm criterion in a quasineutral particle-in-cell model
title_full_unstemmed Fulfillment of the kinetic Bohm criterion in a quasineutral particle-in-cell model
title_short Fulfillment of the kinetic Bohm criterion in a quasineutral particle-in-cell model
title_sort fulfillment of the kinetic bohm criterion in a quasineutral particle in cell model
work_keys_str_mv AT ahedoe fulfillmentofthekineticbohmcriterioninaquasineutralparticleincellmodel
AT santosr fulfillmentofthekineticbohmcriterioninaquasineutralparticleincellmodel
AT parraf fulfillmentofthekineticbohmcriterioninaquasineutralparticleincellmodel