In this letter, a new algorithm for surface boundary condition of thin layer is proposed to incorporate the effect of lossy and dispersive media. The 1-D wave equation inside the layer is recast as a Sturm-Lioville problem; the Green's function is analytically computed and used to relate tangential electric and magnetic fields. The knowledge of poles and residues allows one to obtain a state space realization, suitable for time domain implementation in finite-difference time-domain methods..

Time domain Modeling of lossy and dispersive thin layers

ANTONINI, GIULIO;ORLANDI, Antonio
2007-01-01

Abstract

In this letter, a new algorithm for surface boundary condition of thin layer is proposed to incorporate the effect of lossy and dispersive media. The 1-D wave equation inside the layer is recast as a Sturm-Lioville problem; the Green's function is analytically computed and used to relate tangential electric and magnetic fields. The knowledge of poles and residues allows one to obtain a state space realization, suitable for time domain implementation in finite-difference time-domain methods..
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11697/15406
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