Article ID Journal Published Year Pages File Type
8900834 Applied Mathematics and Computation 2018 10 Pages PDF
Abstract
Two efficient splitting schemes are developed for 3D Maxwell's equations. The schemes are energy-preserving and unconditionally stable, while being implemented explicitly. Rigorous optimal error estimates are established for the proposed schemes, and especially the constant in the error estimates is only O(T). Numerical results confirm the theoretical analysis, and numerical comparison with some existing methods shows the good performance of the present schemes.
Related Topics
Physical Sciences and Engineering Mathematics Applied Mathematics
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