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Frequency-dependent modeling of three-phase power cables for electromagnetic transient simulations

This paper proposes a methodology for modeling and simulating electromagnetic transients in power transmission cables with arbitrary cross-sections, usually applied in offshore power transmission and variable speed machine drive. This way, a sector-shaped cable is modeled taken into account its freq...

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Bibliographic Details
Published in:International journal of electrical power & energy systems 2024-06, Vol.157, p.109792, Article 109792
Main Authors: Morata, Caio G., de Albuquerque, Felipe Proença, Caballero, Pablo Torrez, da Costa, Eduardo Coelho Marques, Pelizari, Ademir
Format: Article
Language:English
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Summary:This paper proposes a methodology for modeling and simulating electromagnetic transients in power transmission cables with arbitrary cross-sections, usually applied in offshore power transmission and variable speed machine drive. This way, a sector-shaped cable is modeled taken into account its frequency-dependent parameters. Both impedance and admittance parameters are calculated by using the Finite Element Method, without analytic formulations based on the approach by an equivalent cylindrical cross-section, which leads to several inaccuracies. In sequence, the cable is decoupled into its four propagation modes by using an approximate modal transformation matrix with real and constant terms. Finally, each mode is modeled directly in the time domain by equivalent electric circuits, in which the lumped circuit elements are obtained from the rational function approach and fitting techniques. •Electrical parameters of submarine cables based on geometric characteristics and finite elements method.•Frequency-dependent equivalent circuit in the time domain by using the Vector Fitting algorithm.•Determining the modal transformation matrix with more than three propagation modes.•Modeling and simulation methodology applied to cables with arbitrary cross section and multiple modes.
ISSN:0142-0615
DOI:10.1016/j.ijepes.2024.109792