Mixed potential formulations and electrode boundary conditions
POSTER
Abstract
Electrode interactions are a critical part of many plasma devices.
Applying electrode boundary conditions directly on the electric and magnetic fields generally requires path integrals between the electrodes, which are not spatially localized.
Using a mixed potential formulation of Maxwell's equations eliminates the need for path integrals entirely and may provide a way to the direct impose electrode boundary conditions on the potential fields.
This research investigates methods for applying electrode boundary conditions on a mixed potential formulation of Maxwell's equations coupled with the two fluid plasma model to study electrode interactions in planar and pinch-like plasma configurations.
Applying electrode boundary conditions directly on the electric and magnetic fields generally requires path integrals between the electrodes, which are not spatially localized.
Using a mixed potential formulation of Maxwell's equations eliminates the need for path integrals entirely and may provide a way to the direct impose electrode boundary conditions on the potential fields.
This research investigates methods for applying electrode boundary conditions on a mixed potential formulation of Maxwell's equations coupled with the two fluid plasma model to study electrode interactions in planar and pinch-like plasma configurations.
Presenters
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Andrew Ho
University of Washington
Authors
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Andrew Ho
University of Washington
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Uri Shumlak
University of Washington, Univ of Washington, Zap Energy Inc., Zap Energy Inc. and University of Washington