Additional Boundary Condition for a Wire Medium Connected to a Metallic Surface
arXiv:0711.4515 · doi:10.1088/1367-2630/10/5/053011
Abstract
In this work, we demonstrate that the interaction of electromagnetic waves with a microstructured material formed by metallic wires connected to a metallic surface can be described using homogenization methods provided an additional boundary condition is considered. The additional boundary condition is derived by taking into account the specific microstructure of the wire medium. To illustrate the application of the result, we characterize a substrate formed by an array of tilted metallic wires connected to a ground plane, demonstrating that in such configuration the wire medium behaves essentially as a material with extreme optical anisotropy and that in some circumstances the substrate can be seen as an impedance surface.
26 pages; under review
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- Light tunneling anomaly in interlaced metallic wire meshes
- Spatially Dispersive Inhomogeneous Electromagnetic Media with Periodic Structure
- Wave Analysis and Homogenization of Spatiotemporally Modulated Wire Medium
- Lateral Optical Forces on Linearly-Polarized Emitters near a Reciprocal Substrate
- Macroscopic Electromagnetic Response of Arbitrarily Shaped Spatially Dispersive Bodies formed by Metallic Wires
- A resolution of the problem of additional boundary conditions
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- Effective Local Permittivity Model for Non-Local Wire Media
- An Equivalent ABCD-Matrix Formalism for Non-Local Wire Media with Arbitrary Terminations