Metamaterials are usually composed of periodic arrays of inclusions embedded in layered media. Their full-wave numerical characterisation with integral-equation formulations generally requires the accelerated computation of multilayered periodic Green's functions. An efficient strategy is presented here, able to solve plane-wave incidence problems and carry out rigorous dispersive analyses of two-dimensional structures with periodic cylindrical-type inclusions. Asymptotic terms are extracted from the relevant spectral series and are accelerated with the Ewald method, after suitable modifications depending on the Green's function component under analysis. © 2011 EurAAP.
Analysis of 2D metamaterial structures using accelerated computation of mixed-potential Green's functions / G., V., D. R., W., D. R., J., Galli, A.. - ELETTRONICO. - (2011), pp. 2403-2405. (5th European Conference on Antennas and Propagation, EUCAP 2011 Rome 10 April 2011 through 15 April 2011).
Analysis of 2D metamaterial structures using accelerated computation of mixed-potential Green's functions
GALLI, Alessandro
2011
Abstract
Metamaterials are usually composed of periodic arrays of inclusions embedded in layered media. Their full-wave numerical characterisation with integral-equation formulations generally requires the accelerated computation of multilayered periodic Green's functions. An efficient strategy is presented here, able to solve plane-wave incidence problems and carry out rigorous dispersive analyses of two-dimensional structures with periodic cylindrical-type inclusions. Asymptotic terms are extracted from the relevant spectral series and are accelerated with the Ewald method, after suitable modifications depending on the Green's function component under analysis. © 2011 EurAAP.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
