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Electric polarizability for a thick eccentric annular aperture with a floating inner conductor

An electrostatic potential penetration into an eccentric annular aperture in a thick conducting plane is investigated when an inner conductor is electrically floating. Conformal mapping is used to transform an eccentric annular aperture into a concentric aperture. The Hankel-transform and eigenfunct...

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Published in:	IEEE microwave and wireless components letters 2005-04, Vol.15 (4), p.265-267
Main Authors:	Park, Y.B., Eom, H.J.
Format:	Article
Language:	English
Subjects:	Annular Apertures Applied classical electromagnetism Boundary value problems Broadband antennas Capacitance Coaxial components Conductors Conductors (devices) Conformal mapping Eccentric annular aperture Eccentrics Eigenvalues and eigenfunctions Electric potential Electromagnetism electron and ion optics Electrostatics Electrostatics. Poisson and laplace equations, boundary-value problems Exact sciences and technology Fundamental areas of phenomenology (including applications) Hankel-transform Mathematical analysis Microwaves Physics polarizability Polarization Waveguide junctions
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container_title	IEEE microwave and wireless components letters
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creator	Park, Y.B. Eom, H.J.
description	An electrostatic potential penetration into an eccentric annular aperture in a thick conducting plane is investigated when an inner conductor is electrically floating. Conformal mapping is used to transform an eccentric annular aperture into a concentric aperture. The Hankel-transform and eigenfunction expansion is utilized to solve the boundary-value problem for a concentric annular aperture. Computation is performed to illustrate the electric polarizability, capacitance, and potential distribution for various aperture geometries.
doi_str_mv	10.1109/LMWC.2005.845738
format	article
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Conformal mapping is used to transform an eccentric annular aperture into a concentric aperture. The Hankel-transform and eigenfunction expansion is utilized to solve the boundary-value problem for a concentric annular aperture. 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Conformal mapping is used to transform an eccentric annular aperture into a concentric aperture. The Hankel-transform and eigenfunction expansion is utilized to solve the boundary-value problem for a concentric annular aperture. 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Conformal mapping is used to transform an eccentric annular aperture into a concentric aperture. The Hankel-transform and eigenfunction expansion is utilized to solve the boundary-value problem for a concentric annular aperture. Computation is performed to illustrate the electric polarizability, capacitance, and potential distribution for various aperture geometries.</abstract><cop>New York, NY</cop><pub>IEEE</pub><doi>10.1109/LMWC.2005.845738</doi><tpages>3</tpages></addata></record>
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language	eng
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source	IEEE Electronic Library (IEL) Journals
subjects	Annular Apertures Applied classical electromagnetism Boundary value problems Broadband antennas Capacitance Coaxial components Conductors Conductors (devices) Conformal mapping Eccentric annular aperture Eccentrics Eigenvalues and eigenfunctions Electric potential Electromagnetism electron and ion optics Electrostatics Electrostatics. Poisson and laplace equations, boundary-value problems Exact sciences and technology Fundamental areas of phenomenology (including applications) Hankel-transform Mathematical analysis Microwaves Physics polarizability Polarization Waveguide junctions
title	Electric polarizability for a thick eccentric annular aperture with a floating inner conductor
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