Further developments of recent achievements attained at the University of Florence on Gaussian beam scattering in a Complex Point (CP) source approximation is presented. The scattering of a 2D CP source from a perfectly conducting wedge in a Parabolic Equation framework, previously presented for the TM case is here solved in the TE case.
Complex Point Source Approximation of Gaussian Beams in High Frequency Scattering / G. Pelosi; S. Selleri. - STAMPA. - (2004), pp. 189-195. [10.1007/978-3-642-18596-0]
Complex Point Source Approximation of Gaussian Beams in High Frequency Scattering
PELOSI, GIUSEPPE;SELLERI, STEFANO
2004
Abstract
Further developments of recent achievements attained at the University of Florence on Gaussian beam scattering in a Complex Point (CP) source approximation is presented. The scattering of a 2D CP source from a perfectly conducting wedge in a Parabolic Equation framework, previously presented for the TM case is here solved in the TE case.
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