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A plane busbar impedance calculation using Maxwell's equations

F. Zare

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Abstract

The parasitic inductance of busbar becomes an important problem of fast switching devices in power electronics. Planar conductors, with a thin insulator sandwich between them, comprises a transmission line and provide an excellent means of reducing the stray inductance. This paper analyses the impedance of a planar busbar using Maxwell's equations in cylindrical coordinates and gives an equation for busbar impedance at low and high frequencies, in terms of parameters such as material properties and dimensions.

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What this paper is about

The parasitic inductance of busbar becomes an important problem of fast switching devices in power electronics. Planar conductors, with a thin insulator sandwich between them, comprises a transmission line and provide an excellent means of reducing the stray inductance. This paper analyses the impedance of a planar busbar using Maxwell's equations in cylindrical coordinates and gives an equation for busbar impedance at low and high frequencies, in terms of parameters such as material properties and dimensions.

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OpenAlex reports 9 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

The parasitic inductance of busbar becomes an important problem of fast switching devices in power electronics. Planar conductors, with a thin insulator sandwich between them, comprises a transmission line and provide an excellent means of reducing the stray inductance. This paper analyses the impedance of a planar busbar using Maxwell's equations in cylindrical coordinates and gives an equation for busbar impedance at low and high frequencies, in terms of parameters such as material properties and dimensions.

Key concepts: Busbar, Maxwell's equations, Electrical impedance, Plane (geometry), Physics, Electromagnetic field, Computational electromagnetics, Mathematical analysis

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