The problem of non-uniqueness of the surface integral equations adopted for the determination of the current density over perfectly conducting objects is dealt with. Firstly, the subject is reviewed with reference to a circular cylinder. Then, the case of more scattering objects is investigated and both the strategies for the determination of the non-uniqueness conditions and the countermeasures for facing the problems are given.
The non-uniqueness of the surface integral equations for the scattering from perfectly conducting objects / F., Soldovieri; V., Mocella; Liseno, Angelo; R., Pierri. - (2003), pp. 51-55. (Intervento presentato al convegno 2nd International Workshop on Advanced Ground Penetrating Radar tenutosi a Delft, The Netherlands nel May 14-16, 2003) [10.1109/AGPR.2003.1207291].
The non-uniqueness of the surface integral equations for the scattering from perfectly conducting objects
LISENO, ANGELO;
2003
Abstract
The problem of non-uniqueness of the surface integral equations adopted for the determination of the current density over perfectly conducting objects is dealt with. Firstly, the subject is reviewed with reference to a circular cylinder. Then, the case of more scattering objects is investigated and both the strategies for the determination of the non-uniqueness conditions and the countermeasures for facing the problems are given.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
