Abstract
In this paper, we incorporate a general impedance transmission boundary condition (ITBC) into the interior penalty discontinuous Galerkin time domain (IPDG) method for the transient analysis of the graphene. In the IPDG method, the graphene is modelled as an infinite thin impedance surface, and its surface conductivity is approximated in terms of complex-conjugate pole–residue pairs by using the vector-fitting technique. The numerical examples are presented to validate and demonstrate the capabilities of the proposed approach.
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