Speaker
Prof.
Christophe Craeye
(Université Catholique Louvain)
Description
The main differences between patterns in non-regular arrays and in continuous apertures will be reviewed.
Mathematical tools generally used for radiation from apertures will be applied to non-regular arrays and the convergence versus number of terms will be illustrated.
Comments will be provided on the applicability of the method in the presence of mutual coupling.
Primary authors
Prof.
Christophe Craeye
(Université Catholique Louvain)
Dr
David González-Ovejero
(Université Catholique Louvain)
Dr
Eloy de Lera Acedo
(UCAM)
Dr
Nima Razavi-Ghods
(UCAM)
Prof.
Paul Alexander
(UCAM)
