We deal with the modelling a radiator/scatterer using an equivalent radiator. It requires determining the shape and the dimensions of a radiating surface generating, in a certain region of space {mathcal{D}}, an electromagnetic field close to that produced by the radiator/scatterer of interest.We propose, for a fixed equivalent radiator's shape, an approach for the solution of the dimensioning issue. The approach uses the Singular Value Decomposition (SVDs) of the operators linking the radiator/scatterer to the field on {mathcal{D}} and the equivalent radiating panel to the field on {mathcal{D}}, again. The approach determines the dimensions of the equivalent radiator minimizing the error arising by approximating the primary radiated/scattered field with that radiated using {{mathcal{D}}^prime }. The error is expressed as a Hermitian, positive semi-definite quadratic form so that the problem amounts at the maximization of its minimum eigenvalue.Numerical results are presented for a planar radiator of rectangular shape.
Scenario Modelling in Echo Generators Design / Capozzoli, A.; Curcio, C.; Liseno, A.. - (2021), pp. 1-4. (Intervento presentato al convegno 15th European Conference on Antennas and Propagation, EuCAP 2021 tenutosi a Dusseldorf, Germany nel 22-26 March 2021) [10.23919/EuCAP51087.2021.9410944].
Scenario Modelling in Echo Generators Design
Capozzoli A.;Curcio C.;Liseno A.
2021
Abstract
We deal with the modelling a radiator/scatterer using an equivalent radiator. It requires determining the shape and the dimensions of a radiating surface generating, in a certain region of space {mathcal{D}}, an electromagnetic field close to that produced by the radiator/scatterer of interest.We propose, for a fixed equivalent radiator's shape, an approach for the solution of the dimensioning issue. The approach uses the Singular Value Decomposition (SVDs) of the operators linking the radiator/scatterer to the field on {mathcal{D}} and the equivalent radiating panel to the field on {mathcal{D}}, again. The approach determines the dimensions of the equivalent radiator minimizing the error arising by approximating the primary radiated/scattered field with that radiated using {{mathcal{D}}^prime }. The error is expressed as a Hermitian, positive semi-definite quadratic form so that the problem amounts at the maximization of its minimum eigenvalue.Numerical results are presented for a planar radiator of rectangular shape.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.