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F. Frezza, P. Martinelli, L. Pajewski, G. Schettini (2007)
Short-Pulse Electromagnetic Scattering by Buried Perfectly Conducting CylindersIEEE Geoscience and Remote Sensing Letters, 4
F. Frezza, P. Martinelli, L. Pajewski, G. Schettini (2008)
A CWA-Based Detection Procedure of a Perfectly-Conducting Cylinder Buried in a Dielectric Half-SpaceProgress in Electromagnetics Research B, 7
F. Frezza, L. Pajewski, C. Ponti, G. Schettini, N. Tedeschi (2013)
Electromagnetic Scattering by a Metallic Cylinder Buried in a Lossy Medium With the Cylindrical-Wave ApproachIEEE Geoscience and Remote Sensing Letters, 10
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F. Frezza, L. Pajewski, C. Ponti, G. Schettini (2012)
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F. Frezza, L. Pajewski, C. Ponti, G. Schettini (2012)
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M. Fiaz, F. Frezza, L. Pajewski, C. Ponti, G. Schettini (2012)
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F. Frezza, L. Pajewski, C. Ponti, G. Schettini (2009)
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Purpose – The purpose of this paper is to investigate the numerical aspects of the electromagnetic scattering of a plane wave by a set of buried cylinders. Design/methodology/approach – The cylindrical wave approach is employed. The analytical model is implemented in a Fortran code. The numerical aspects of the technique are presented, with particular emphasis on the numerical evaluation of the integrals involved in the procedure. Findings – The tool obtained allows a fast computation of the electromagnetic field scattered by an arbitrary disposition of circular cylinders below an interface. Comparisons with the finite element method are proposed, showing the very good agreement between the results obtained with the two different approaches. Originality/value – The advantages of the proposed technique in terms of computational weight are explained. The method can be useful in a wide class of application, e.g. in the ground penetrating radar applications, microscopy, biomedical applications, etc.
COMPEL: The International Journal for Computation and Mathematics in Electrical and Electronic Engineering – Emerald Publishing
Published: Nov 8, 2013
Keywords: Electromagnetic fields; Buried‐object detection; Scattering problems; Waves; Electromagnetism
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