2019
DOI: 10.1063/1.5050987
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Using reflection and transmission coefficients to retrieve surface parameters for an anisotropic metascreen: With a discussion on conversion between TE and TM polarizations

Abstract: In recent work, we derived generalized sheet transition conditions (GSTCs) for electromagnetic fields at the surface of a metascreen (a metasurface with a "fishnet" structure, i.e., a periodic array of arbitrary spaced apertures in a relatively impenetrable surface). The effective electric and magnetic surface susceptibilities and surface porosities that appear explicitly in the GSTCs are uniquely defined and as such serve as the physical quantities that most appropriately characterize the metascreen. These su… Show more

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Cited by 12 publications
(14 citation statements)
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“…In separate publications we use these GSTCs to derive the transmission (T ) and reflection (R) coefficients for an incident plane-wave onto a metascreen [36] and [37]. We show that with these T and R coefficients (determined either from numerical simulations or measurements) of a metascreen, we can derive a retrieval technique for obtaining the surface susceptibilities and surface porosises [36], which will give a method for uniquely characterizing the metascreen.…”
Section: Boundary Conditions For the First-order Fields And The Dementioning
confidence: 99%
“…In separate publications we use these GSTCs to derive the transmission (T ) and reflection (R) coefficients for an incident plane-wave onto a metascreen [36] and [37]. We show that with these T and R coefficients (determined either from numerical simulations or measurements) of a metascreen, we can derive a retrieval technique for obtaining the surface susceptibilities and surface porosises [36], which will give a method for uniquely characterizing the metascreen.…”
Section: Boundary Conditions For the First-order Fields And The Dementioning
confidence: 99%
“…As seen from the GSTCs derived in [11] for the general case, the dyadic magnetic surface parameters may have offdiagonal terms such that coupling between transverse electric (TE) and transverse magnetic (TM) fields can occur [32]. To keep the analysis relatively simple, in this paper we will assume that the apertures are sufficiently symmetric that these off-diagonal terms are zero.…”
Section: Reflection and Transmission Coefficients For An Obliquelmentioning
confidence: 99%
“…(1.25) and (1.26) in the GSTCs (1.54) and (1.55), the reflection and transmission coefficients (as defined in Fig. 1.12) for a TE incident plane wave are obtained [39]:…”
Section: Cross-polarized Termsmentioning
confidence: 99%