The 3-D time-domain Green’s function (GF) for the vector potential excited by a transient vertical electric dipole in the presence of a thin sheet with high-contrast dielectric and conductive properties is derived using a modified Cagniard–de Hoop approach. The resulting expression involves the numerical evaluation of a 2-D integral over a finite integration domain, computationally much less expensive than the direct numerical evaluation of the inverse Laplace/Hankel transform of the relevant spectral-domain GF. Expressions for the transient electromagnetic fields can thus be obtained, and numerical results are provided, which illustrate their salient features and validate the proposed formulation.
Pulsed Vertical Dipole Response of a Thin Sheet with High-Contrast Dielectric and Conductive Properties / Burghignoli, Paolo; Lovat, Giampiero; Araneo, Rodolfo; Celozzi, Salvatore. - In: IEEE TRANSACTIONS ON ANTENNAS AND PROPAGATION. - ISSN 0018-926X. - 66:1(2018), pp. 217-225. [10.1109/TAP.2017.2775289]
Pulsed Vertical Dipole Response of a Thin Sheet with High-Contrast Dielectric and Conductive Properties
Burghignoli, Paolo
;Lovat, Giampiero;Araneo, Rodolfo;Celozzi, Salvatore
2018
Abstract
The 3-D time-domain Green’s function (GF) for the vector potential excited by a transient vertical electric dipole in the presence of a thin sheet with high-contrast dielectric and conductive properties is derived using a modified Cagniard–de Hoop approach. The resulting expression involves the numerical evaluation of a 2-D integral over a finite integration domain, computationally much less expensive than the direct numerical evaluation of the inverse Laplace/Hankel transform of the relevant spectral-domain GF. Expressions for the transient electromagnetic fields can thus be obtained, and numerical results are provided, which illustrate their salient features and validate the proposed formulation.File | Dimensione | Formato | |
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