Numerical integration of damped Maxwell equations

Mikhail A. Bochev, J.G. Verwer

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    21 Citations (Scopus)
    59 Downloads (Pure)

    Abstract

    We study the numerical time integration of Maxwell's equations from electromagnetism. Following the method of lines approach we start from a general semi-discrete Maxwell system for which a number of time-integration methods are considered. These methods have in common an explicit treatment of the curl terms. Central in our investigation is the question how to efficiently raise the temporal convergence order beyond the standard order of two, in particular in the presence of an explicitly or implicitly treated damping term which models conduction.
    Original languageUndefined
    Place of PublicationAmsterdam
    PublisherNumerical Analysis and Computational Mechanics (NACM)
    Number of pages26
    Publication statusPublished - Apr 2008

    Publication series

    NameModelling, Analysis and Simulation
    No.Supplement/MAS-E0804
    ISSN (Print)1386-3703

    Keywords

    • MSC-65M12
    • EWI-13531
    • MSC-65M20
    • IR-65014
    • MSC-65L05
    • METIS-251206
    • MSC-65L20

    Cite this

    Bochev, M. A., & Verwer, J. G. (2008). Numerical integration of damped Maxwell equations. (Modelling, Analysis and Simulation; No. Supplement/MAS-E0804). Amsterdam: Numerical Analysis and Computational Mechanics (NACM).