Representation of transient scattered fields in terms of free oscillations of bodies

Electromagnetic scattering by a perfectly conducting body of finite extent is considered. The operator inverse to the integral operator of the magnetic-field formulation is shown to be an analytic function of the complex wavenumber k, except at certain points where it has poles. Furthermore, an expl...

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Veröffentlicht in:	Proceedings of the IEEE 1972-01, Vol.60 (5), p.640-641
Hauptverfasser:	Marin, L., Latham, R.W.
Format:	Artikel
Sprache:	eng
Schlagworte:	Conductors Current distribution Damping Electromagnetic scattering Integral equations Magnetic analysis Resonance Resonant frequency Shape Wires
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description	Electromagnetic scattering by a perfectly conducting body of finite extent is considered. The operator inverse to the integral operator of the magnetic-field formulation is shown to be an analytic function of the complex wavenumber k, except at certain points where it has poles. Furthermore, an explicit representation of the inverse operator is given.
doi_str_mv	10.1109/PROC.1972.8712
format	Article
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source	IEEE Electronic Library (IEL)
subjects	Conductors Current distribution Damping Electromagnetic scattering Integral equations Magnetic analysis Resonance Resonant frequency Shape Wires
title	Representation of transient scattered fields in terms of free oscillations of bodies
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