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Inicio  /  Algorithms  /  Vol: 15 Par: 10 (2022)  /  Artículo
ARTÍCULO
TITULO

Stability and Convergence Analysis of a Domain Decomposition FE/FD Method for Maxwell?s Equations in the Time Domain

Mohammad Asadzadeh and Larisa Beilina    

Resumen

Stability and convergence analyses for the domain decomposition finite element/finite difference (FE/FD) method are presented. The analyses are developed for a semi-discrete finite element scheme for time-dependent Maxwell?s equations. The explicit finite element schemes in different settings of the spatial domain are constructed and a domain decomposition algorithm is formulated. Several numerical examples validate convergence rates obtained in the theoretical studies.

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