In this paper, a technique is presented for the accurate analysis of large and/or complex arrays with limited numerical effort is presented. The method combines the Synthetic basis Function eXpansion (SFX) approach and the Dual-IsoScalar Multi-Resolution (DIS-MR) approach. The SFX generates few global basis functions on portions of the array, and uses them as basis functions in the array analysis; the DIS-MR approach manages to generate "wavelet-like" hierarchical multiscale vector functions for any meshed geometry, and well controls the MoM condition number. Their combination naturally extends SFX to a multigrid scheme.

Synthetic Function, multiscale MoM analysis of arrays / Pirinoli, Paola; Matekovits, Ladislau; Vecchi, Giuseppe; Vipiana, Francesca; Orefice, Mario. - 4:(2003), pp. 799-802. (Intervento presentato al convegno 2003 IEEE Antennas and Propagation Society International Symposium tenutosi a Columbus, OH (USA) nel 22-27 June 2003) [10.1109/APS.2003.1220393].

Synthetic Function, multiscale MoM analysis of arrays

PIRINOLI, Paola;MATEKOVITS, Ladislau;VECCHI, Giuseppe;VIPIANA, Francesca;OREFICE, Mario
2003

Abstract

In this paper, a technique is presented for the accurate analysis of large and/or complex arrays with limited numerical effort is presented. The method combines the Synthetic basis Function eXpansion (SFX) approach and the Dual-IsoScalar Multi-Resolution (DIS-MR) approach. The SFX generates few global basis functions on portions of the array, and uses them as basis functions in the array analysis; the DIS-MR approach manages to generate "wavelet-like" hierarchical multiscale vector functions for any meshed geometry, and well controls the MoM condition number. Their combination naturally extends SFX to a multigrid scheme.
2003
0780378466
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11583/1416781
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