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Notes on "Analytical Model for Low-Frequency Magnetic Field Penetration Through a Circular Aperture on a Perfect Electric Conductor Plate"
Recently, the magnetic field penetration through a circular aperture in a thin perfect electric conductor when excited by a loop antenna placed coaxially with the aperture is solved analytically in the quasi-static frame. However, the analytical solution is only applicable to the longitudinal compon...
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Published in: | IEEE transactions on electromagnetic compatibility 2024-04, Vol.66 (2), p.640-643 |
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container_title | IEEE transactions on electromagnetic compatibility |
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creator | Qin, Dingyu Liu, Sijia Zhu, Yuxin Jiao, Chongqing |
description | Recently, the magnetic field penetration through a circular aperture in a thin perfect electric conductor when excited by a loop antenna placed coaxially with the aperture is solved analytically in the quasi-static frame. However, the analytical solution is only applicable to the longitudinal component. Here, we present two approaches to obtain the transverse component. The first one belongs to the direct extension of the earlier results, but lengthy mathematic derivations are performed to solve a complex integral. The second one utilizes the magnetic vector potential formulation and then converts it into a known scalar potential problem. |
doi_str_mv | 10.1109/TEMC.2024.3363467 |
format | article |
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source | IEEE Xplore (Online service) |
subjects | Apertures Circular aperture Conductors Electric conductors Electric potential Exact solutions Loop antennas Magnetic fields Magnetic noise Magnetic shielding Magnetic vector potentials Mathematical analysis perfect electric conductor (PEC) Power systems Surface treatment Vectors |
title | Notes on "Analytical Model for Low-Frequency Magnetic Field Penetration Through a Circular Aperture on a Perfect Electric Conductor Plate" |
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