Simulation-Based Model of Randomly Distributed Large-Area Field Electron Emitters
With a large-area field electron emitter (LAFE), it is desirable to choose the spacings of individual emitters in such a way that the LAFE-average emission current density and total current are maximised, when the effects of electrostatic depolarization (mutual screening) are taken into account. Thi...
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doaj-a814b4d35f83418ea7b463f070789a7e2021-04-05T16:57:31ZengIEEEIEEE Journal of the Electron Devices Society2168-67342019-01-017997100610.1109/JEDS.2019.29400868827488Simulation-Based Model of Randomly Distributed Large-Area Field Electron EmittersJohannes Bieker0https://orcid.org/0000-0001-8393-4359Richard G. Forbes1https://orcid.org/0000-0002-8621-3298Stefan Wilfert2Helmut F. Schlaak3Laboratory Microtechnology and Electromechanical Systems (M+EMS), Technische Universität Darmstadt, Darmstadt, GermanyAdvanced Technology Institute, University of Surrey, Guildford, U.K.GSI Helmholtz Centre for Heavy Ion Research, Commons - Vacuum Systems, Darmstadt, GermanyLaboratory Microtechnology and Electromechanical Systems (M+EMS), Technische Universität Darmstadt, Darmstadt, GermanyWith a large-area field electron emitter (LAFE), it is desirable to choose the spacings of individual emitters in such a way that the LAFE-average emission current density and total current are maximised, when the effects of electrostatic depolarization (mutual screening) are taken into account. This paper uses simulations based on a finite element method to investigate how to do this for a LAFE with randomly distributed emitters. The approach is based on finding the apex field enhancement factor and the specific emission current for an emitter, as a function of the average nearest neighbor spacing between emitters. Using electrostatic simulations based on the finite element method, the influence of neighboring emitters on a reference emitter being placed at the LAFE centre is investigated. Arrays with 25 ideal (identical) conical emitters with rounded tops are studied for different emitter densities and applied macroscopic fields. A theoretical average spacing is derived from the Poisson Point Process Theory. An optimum average spacing, and hence optimum emitter density, can be predicted for each macroscopic field.https://ieeexplore.ieee.org/document/8827488/Field electron emissionlarge area field emittersmicro-nano-integrationmodellingsimulation |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Johannes Bieker Richard G. Forbes Stefan Wilfert Helmut F. Schlaak |
spellingShingle |
Johannes Bieker Richard G. Forbes Stefan Wilfert Helmut F. Schlaak Simulation-Based Model of Randomly Distributed Large-Area Field Electron Emitters IEEE Journal of the Electron Devices Society Field electron emission large area field emitters micro-nano-integration modelling simulation |
author_facet |
Johannes Bieker Richard G. Forbes Stefan Wilfert Helmut F. Schlaak |
author_sort |
Johannes Bieker |
title |
Simulation-Based Model of Randomly Distributed Large-Area Field Electron Emitters |
title_short |
Simulation-Based Model of Randomly Distributed Large-Area Field Electron Emitters |
title_full |
Simulation-Based Model of Randomly Distributed Large-Area Field Electron Emitters |
title_fullStr |
Simulation-Based Model of Randomly Distributed Large-Area Field Electron Emitters |
title_full_unstemmed |
Simulation-Based Model of Randomly Distributed Large-Area Field Electron Emitters |
title_sort |
simulation-based model of randomly distributed large-area field electron emitters |
publisher |
IEEE |
series |
IEEE Journal of the Electron Devices Society |
issn |
2168-6734 |
publishDate |
2019-01-01 |
description |
With a large-area field electron emitter (LAFE), it is desirable to choose the spacings of individual emitters in such a way that the LAFE-average emission current density and total current are maximised, when the effects of electrostatic depolarization (mutual screening) are taken into account. This paper uses simulations based on a finite element method to investigate how to do this for a LAFE with randomly distributed emitters. The approach is based on finding the apex field enhancement factor and the specific emission current for an emitter, as a function of the average nearest neighbor spacing between emitters. Using electrostatic simulations based on the finite element method, the influence of neighboring emitters on a reference emitter being placed at the LAFE centre is investigated. Arrays with 25 ideal (identical) conical emitters with rounded tops are studied for different emitter densities and applied macroscopic fields. A theoretical average spacing is derived from the Poisson Point Process Theory. An optimum average spacing, and hence optimum emitter density, can be predicted for each macroscopic field. |
topic |
Field electron emission large area field emitters micro-nano-integration modelling simulation |
url |
https://ieeexplore.ieee.org/document/8827488/ |
work_keys_str_mv |
AT johannesbieker simulationbasedmodelofrandomlydistributedlargeareafieldelectronemitters AT richardgforbes simulationbasedmodelofrandomlydistributedlargeareafieldelectronemitters AT stefanwilfert simulationbasedmodelofrandomlydistributedlargeareafieldelectronemitters AT helmutfschlaak simulationbasedmodelofrandomlydistributedlargeareafieldelectronemitters |
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1721540632831328256 |