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Effective impedance boundary conditions for an inhomogeneous thin layer on a curved metallic surface

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2 Author(s)
Ammari, H. ; Centro de Math. Appliquees, CNRS URA, 756 Ecole Polytech., 91128, France ; Sailing He

Effective impedance boundary conditions for an inhomogeneous thin layer coated on a perfectly conducting object are considered. The permittivity of the thin layer is inhomogeneous along both the normal and tangential directions. Explicit forms of the first- and second-order approximate impedance boundary conditions are derived first for a two-dimensional (2D) thin layer for the TE and TM cases. Numerical results are presented. The case of Maxwell's equations for a three-dimensional inhomogeneous thin layer is also considered

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Antennas and Propagation, IEEE Transactions on  (Volume:46 ,  Issue: 5 )