General geometry PIC for MIMD computers

Summary form only given. An extension of virtual particle (VP) electromagnetic particle-in-cell algorithms to body-fitted element nets is described. These new schemes are shown to be well-suited to implementation on distributed memory multiple-instruction multiple-data computers. The approach is to...

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Hauptverfasser: Eastwood, J.W., Hockney, R.W., Arter, W.
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Hockney, R.W.
Arter, W.
description Summary form only given. An extension of virtual particle (VP) electromagnetic particle-in-cell algorithms to body-fitted element nets is described. These new schemes are shown to be well-suited to implementation on distributed memory multiple-instruction multiple-data computers. The approach is to substitute the finite element approximations into the general curvilinear form of the action integral expression for the Maxwell-Vlasov equations. Correct choice of covariant and contravariant field components and weighting leads to coordinate-independent forms for the field equations, current assignment, and charge assignment. Multiblock decomposition of complex regions into local ijk blocks makes computationally fast and accurate body-fitted particle simulation practicable in complex geometry devices.
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An extension of virtual particle (VP) electromagnetic particle-in-cell algorithms to body-fitted element nets is described. These new schemes are shown to be well-suited to implementation on distributed memory multiple-instruction multiple-data computers. The approach is to substitute the finite element approximations into the general curvilinear form of the action integral expression for the Maxwell-Vlasov equations. Correct choice of covariant and contravariant field components and weighting leads to coordinate-independent forms for the field equations, current assignment, and charge assignment. 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An extension of virtual particle (VP) electromagnetic particle-in-cell algorithms to body-fitted element nets is described. These new schemes are shown to be well-suited to implementation on distributed memory multiple-instruction multiple-data computers. The approach is to substitute the finite element approximations into the general curvilinear form of the action integral expression for the Maxwell-Vlasov equations. Correct choice of covariant and contravariant field components and weighting leads to coordinate-independent forms for the field equations, current assignment, and charge assignment. 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An extension of virtual particle (VP) electromagnetic particle-in-cell algorithms to body-fitted element nets is described. These new schemes are shown to be well-suited to implementation on distributed memory multiple-instruction multiple-data computers. The approach is to substitute the finite element approximations into the general curvilinear form of the action integral expression for the Maxwell-Vlasov equations. Correct choice of covariant and contravariant field components and weighting leads to coordinate-independent forms for the field equations, current assignment, and charge assignment. Multiblock decomposition of complex regions into local ijk blocks makes computationally fast and accurate body-fitted particle simulation practicable in complex geometry devices.</abstract><pub>IEEE</pub><doi>10.1109/PLASMA.1993.593470</doi></addata></record>
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subjects Computational geometry
Computational modeling
Concurrent computing
Integral equations
Laboratories
Maxwell equations
Parallel processing
Physics computing
Prototypes
Testing
title General geometry PIC for MIMD computers
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