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A New Unconditionally Stable Scheme for FDTD Method Using Associated Hermite Orthogonal Functions

contributor authorZheng-Yu Huang
contributor authorLi-Hua Shi
contributor authorBin Chen
contributor authorYing-Hui Zhou
date accessioned2020-03-13T00:05:30Z
date available2020-03-13T00:05:30Z
date issued2014
identifier issn0018-926X
identifier other6822549.pdf
identifier urihttp://libsearch.um.ac.ir:80/fum/handle/fum/1134067?show=full
formatgeneral
languageEnglish
publisherIEEE
titleA New Unconditionally Stable Scheme for FDTD Method Using Associated Hermite Orthogonal Functions
typeJournal Paper
contenttypeMetadata Only
identifier padid8315331
subject keywordsGalerkin method
subject keywordsMaxwell equations
subject keywordscomputational electromagnetics
subject keywordselectromagnetic fields
subject keywordsfinite difference time-domain analysis
subject keywordsCPU time reduction
subject keywordsGalerkin temporal testing
subject keywordsassociated Hermite orthogonal functions
subject keywordselectrical field coefficient
subject keywordselectromagnetic fields
subject keywordsfinite difference time-domain method
subject keywordsorthonormal basis function
subject keywordstime-domain Maxwell equations
subject keywordsunconditionally stable FDTD method
subject keywordsEquations
subject keywordsFinite difference methods
subject keywordsMagnetic fields
subject keywordsMathematical model
subject keywordsMatrix decompositi
identifier doi10.1109/TAP.2014.2327141
journal titleAntennas and Propagation, IEEE Transactions on
journal volume62
journal issue9
filesize1200255
citations0


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