Author's: Ji Hyun Kim
Pages: [1] - [19]
Received Date: June 11, 2018
Submitted by:
DOI: http://dx.doi.org/10.18642/jmsaa_7100121975
In this paper, we introduce four different finite element spaces on
hexahedron for Maxwell’s equations. We also describe
interpolation operators that map from suitable subspaces and the space
into the appropriate finite element spaces. For
the error analysis, we prove that the spaces and interpolation
operators are linked by the discrete de Rham diagram.
conforming element, edge element, divergence
conforming element,
conforming element, de Rham diagram.