In this contribution, we focus on the possibility to reduce the degree of nonlinearity in inverse scattering problems by means of convenient rewritings of the Lippman Schwinger basic equation. In detail, two recently introduced rewritings are briefly reviewed and compared by emphasizing similarities and the differences. The first one, known as NIE model, is derived by extracting a local effect of the induced currents, while the second more recent one is based on the redefinition of the internal radiation operator and is known as Y0 model. Then, an effective joint exploitation of the ideas underlying the two models is discussed.
A new hybrid YO-NIE model for nonlinear inverse scattering problems / Bevacqua, M.; Isernia, T.. - (2021), pp. 1-2. (Intervento presentato al convegno 19th IEEE International Symposium on Antenna Technology and Applied Electromagnetics, ANTEM 2021 tenutosi a can nel 2021) [10.1109/ANTEM51107.2021.9518846].
A new hybrid YO-NIE model for nonlinear inverse scattering problems
Bevacqua M.;Isernia T.
2021-01-01
Abstract
In this contribution, we focus on the possibility to reduce the degree of nonlinearity in inverse scattering problems by means of convenient rewritings of the Lippman Schwinger basic equation. In detail, two recently introduced rewritings are briefly reviewed and compared by emphasizing similarities and the differences. The first one, known as NIE model, is derived by extracting a local effect of the induced currents, while the second more recent one is based on the redefinition of the internal radiation operator and is known as Y0 model. Then, an effective joint exploitation of the ideas underlying the two models is discussed.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
