2018Unpublished venueRequires access

An Improved Solution for the Skin and Proximity Effects in a Tubular Screen

Dariusz Kusiak, Tomasz Szczegielniak, Pawel Jabnonski, Z. Piątek

Open publisher page 1 citations

Abstract

The paper describes an analytical method for eddy currents induced in tubular conductors of a system of two parallel tubular conductors by a transverse alternating magnetic field generated by a current in one of them. The skin effect is taken into consideration. The magnetic field is presented by means of a vector magnetic potential as Fourier series. The proposed solution can be used to describe semi-analytically the current density induced due to the proximity effect in high current bus ducts or gas insulated lines (GILs) with tubular conductors. Therefore, the extent of its potential applications is wide, and the considered problem has a practical significance.

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What this paper is about

The paper describes an analytical method for eddy currents induced in tubular conductors of a system of two parallel tubular conductors by a transverse alternating magnetic field generated by a current in one of them. The skin effect is taken into consideration. The magnetic field is presented by means of a vector magnetic potential as Fourier series. The proposed solution can be used to describe semi-analytically the current density induced due to the proximity effect in high current bus ducts or gas insulated lines (GILs) with tubular conductors. Therefore, the extent of its potential applications is wide, and the considered problem has a practical significance.

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OpenAlex reports 1 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

The paper describes an analytical method for eddy currents induced in tubular conductors of a system of two parallel tubular conductors by a transverse alternating magnetic field generated by a current in one of them. The skin effect is taken into consideration. The magnetic field is presented by means of a vector magnetic potential as Fourier series. The proposed solution can be used to describe semi-analytically the current density induced due to the proximity effect in high current bus ducts or gas insulated lines (GILs) with tubular conductors. Therefore, the extent of its potential applications is wide, and the considered problem has a practical significance.

Key concepts: Electrical conductor, Eddy current, Skin effect, Magnetic field, Current density, Transverse plane, Fourier series, Electrical engineering

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