We present a general analysis to describe nonsquare artificial dielectric layers (ADLs). Closed-form expressions for the equivalent layer impedance are given for generic plane-wave incidence, assuming that the ADLs have different geometrical parameters in the {x}-and {y}-directions. The analytical expressions account for the interaction between the layers due to higher order Floquet modes, thus remain valid for arbitrarily small electrical distance between layers. Such nonsquare geometries allow the design of artificial anisotropic slabs with azimuth-dependent effective refractive index. As an example for an application, the equivalent model is used to design the superstrate of a double-slot antenna, with independent pattern shaping in the ...
132 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1980.The recent need for light wei...
This paper exhibits the extension of the discrete mode matching (DMM) method to analyze conformal st...
We consider analytical expressions for beam impedance of round, rectangular and $\Pi$-shaped wavegui...
We present a general analysis to describe non-periodic artificial dielectric layers (ADLs). Closed-f...
In this paper, we present analytical models to describe artificial dielectric layers (ADLs), when a ...
In this work, the analytical models to describe artificial dielectric layers (ADLs), when a lateral ...
We present an analysis of artificial dielectric layers (ADLs), when a lateral shift between layers i...
Closed-form expressions to describe artificial dielectric layers (ADLs) are presented. The propagati...
In this paper, we present an overview of our recent works on artificial dielectric layers (ADLs), us...
We present an analytical method to model artificial dielectric layers (ADLs) of finite height. Start...
Closed-form expressions to describe artificial dielectric layers (ADLs) with finite conductivity are...
Anisotropic artificial impedance surfaces are a group of planar materials that can be modeled by the...
Connected arrays of slots loaded with artificial dielectric layers have been proposed to realize wid...
This paper deals with the extension of the artificial material single-layer (AMSL) method, recently ...
This paper presents a new version of an artificial dielectric substrate. The substrate is fabricated...
132 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1980.The recent need for light wei...
This paper exhibits the extension of the discrete mode matching (DMM) method to analyze conformal st...
We consider analytical expressions for beam impedance of round, rectangular and $\Pi$-shaped wavegui...
We present a general analysis to describe non-periodic artificial dielectric layers (ADLs). Closed-f...
In this paper, we present analytical models to describe artificial dielectric layers (ADLs), when a ...
In this work, the analytical models to describe artificial dielectric layers (ADLs), when a lateral ...
We present an analysis of artificial dielectric layers (ADLs), when a lateral shift between layers i...
Closed-form expressions to describe artificial dielectric layers (ADLs) are presented. The propagati...
In this paper, we present an overview of our recent works on artificial dielectric layers (ADLs), us...
We present an analytical method to model artificial dielectric layers (ADLs) of finite height. Start...
Closed-form expressions to describe artificial dielectric layers (ADLs) with finite conductivity are...
Anisotropic artificial impedance surfaces are a group of planar materials that can be modeled by the...
Connected arrays of slots loaded with artificial dielectric layers have been proposed to realize wid...
This paper deals with the extension of the artificial material single-layer (AMSL) method, recently ...
This paper presents a new version of an artificial dielectric substrate. The substrate is fabricated...
132 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1980.The recent need for light wei...
This paper exhibits the extension of the discrete mode matching (DMM) method to analyze conformal st...
We consider analytical expressions for beam impedance of round, rectangular and $\Pi$-shaped wavegui...