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Volume 4, Issue 3
Particle-in-Cell with Monte Carlo Collisions Gun Code Simulations of a Surface-Conversion H^− Ion Source

E. Chacon-Golcher & K. J. Bowers

Commun. Comput. Phys., 4 (2008), pp. 659-674.

Published online: 2008-09

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  • Abstract

We present an extended update on the status of a particle-in-cell with Monte Carlo collisions (PIC-MCC) gun code developed at Los Alamos for the study of surface-converter H ion sources. The program is fully kinetic. Some of the program's features include: solution of arbitrary electrostatic and magnetostatic fields in an axisymmetric (r,z) geometry to describe the self-consistent time evolution of a plasma; simulation of a multi-species (e, H+, H2+ , H3+, H) plasma discharge from a neutral hydrogen gas and filament-originated seed electrons; full 2-dimensional (r,z) 3-velocity (vr, vz, vφ) dynamics for all species; detailed collision physics between charged particles and neutrals and the ability to represent multiple smooth (not stair-stepped) electrodes of arbitrary shape and voltage whose surfaces may be secondary-particle emitters (Hand e). The status of this development is discussed in terms of its physics content and current implementation details.

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@Article{CiCP-4-659, author = {E. Chacon-Golcher and K. J. Bowers}, title = {Particle-in-Cell with Monte Carlo Collisions Gun Code Simulations of a Surface-Conversion H^− Ion Source}, journal = {Communications in Computational Physics}, year = {2008}, volume = {4}, number = {3}, pages = {659--674}, abstract = {

We present an extended update on the status of a particle-in-cell with Monte Carlo collisions (PIC-MCC) gun code developed at Los Alamos for the study of surface-converter H ion sources. The program is fully kinetic. Some of the program's features include: solution of arbitrary electrostatic and magnetostatic fields in an axisymmetric (r,z) geometry to describe the self-consistent time evolution of a plasma; simulation of a multi-species (e, H+, H2+ , H3+, H) plasma discharge from a neutral hydrogen gas and filament-originated seed electrons; full 2-dimensional (r,z) 3-velocity (vr, vz, vφ) dynamics for all species; detailed collision physics between charged particles and neutrals and the ability to represent multiple smooth (not stair-stepped) electrodes of arbitrary shape and voltage whose surfaces may be secondary-particle emitters (Hand e). The status of this development is discussed in terms of its physics content and current implementation details.

}, issn = {1991-7120}, doi = {https://doi.org/}, url = {http://global-sci.org/intro/article_detail/cicp/7810.html} }
TY - JOUR T1 - Particle-in-Cell with Monte Carlo Collisions Gun Code Simulations of a Surface-Conversion H^− Ion Source AU - E. Chacon-Golcher & K. J. Bowers JO - Communications in Computational Physics VL - 3 SP - 659 EP - 674 PY - 2008 DA - 2008/09 SN - 4 DO - http://doi.org/ UR - https://global-sci.org/intro/article_detail/cicp/7810.html KW - AB -

We present an extended update on the status of a particle-in-cell with Monte Carlo collisions (PIC-MCC) gun code developed at Los Alamos for the study of surface-converter H ion sources. The program is fully kinetic. Some of the program's features include: solution of arbitrary electrostatic and magnetostatic fields in an axisymmetric (r,z) geometry to describe the self-consistent time evolution of a plasma; simulation of a multi-species (e, H+, H2+ , H3+, H) plasma discharge from a neutral hydrogen gas and filament-originated seed electrons; full 2-dimensional (r,z) 3-velocity (vr, vz, vφ) dynamics for all species; detailed collision physics between charged particles and neutrals and the ability to represent multiple smooth (not stair-stepped) electrodes of arbitrary shape and voltage whose surfaces may be secondary-particle emitters (Hand e). The status of this development is discussed in terms of its physics content and current implementation details.

E. Chacon-Golcher and K. J. Bowers. (2008). Particle-in-Cell with Monte Carlo Collisions Gun Code Simulations of a Surface-Conversion H^− Ion Source. Communications in Computational Physics. 4 (3). 659-674. doi:
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