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2020 | OriginalPaper | Chapter

Surface Charging Formulations for Engineering Applications: Validation by Experiments and Transient Models

Authors : Andreas Blaszczyk, Thomas Christen, Hans Kristian Meyer, Michael Schueller

Published in: Scientific Computing in Electrical Engineering

Publisher: Springer International Publishing

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Abstract

Electrostatic BEM (Boundary Element Method) formulations are presented for the calculation of dielectric surface charging, including saturation and restrike phenomena. The simulation results turn out to be in agreement with surface potential measurements in a simple rod-barrier-plane configuration, where lightning impulses initiate streamers and charge accumulation on the barrier. The usefulness of the given BEM-formulation is additionally supported by transient charging simulations in the framework of an electric carrier drift model.

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next chapter A Mass-Lumped Mixed Finite Element Method for Maxwell’s Equations
Footnotes
1
Rigorous mathematical formulations denote the integral included in (3) as the adjoint double layer potential operator. Since our focus is on physical and engineering models the mathematical technique of computing this integral is beyond of scope of this paper. For more details we refer to literature [4, 5].
 
Literature
1.
Blaszczyk, A., Ekeberg, J., Pancheshnyi, S., Saxegaard, M.: Virtual high voltage lab. In: SCEE 2016. Mathematics in Industry. Springer, Heidelberg (2018)
2.
De Kock, N., Mendik, M., Andjelic, Z., Blaszczyk, A.: Application of 3D boundary element method in the design of EHV GIS components. IEEE Mag. Electr. Insul. 14(3), 17–22 (1998)CrossRef
3.
Blaszczyk, A.: Region-oriented BEM formulation for numerical computations of electric fields. In: SCEE 2008. Mathematics in Industry. Springer, Heidelberg (2010)
4.
Tozoni, O.B., Mayergoyz, I.D.: Calculation of Three Dimensional Electromagnetic Fields. Technika, Kiev (1974) (in Russian language)
5.
Andjelic, Z., Krstajic, B., Milojkovic, S., Blaszczyk, A., Steinbigler, H., Wohlmuth, M.: Integral Methods for the Calculation of Electric Fields. Scientific Series of the International Bureau. Research Center Jülich, Jülich (1992). ISBN 3-89336-084-0
6.
Meyer, H.K., Blaszczyk, A., Schueller, M., Mauseth, F., Pedersen, A.: Surface charging of dielectric barriers in short rod-plane air gaps - experiments and simulations. In: IEEE Conf. on High Voltage Engineering and Application, ICHVE, Athens, September 2018
7.
Christen, T.: FEM simulation of space charge, interface and surface charge formation in insulating media. In: XVth International Symposium on High Voltage Engineering, Ljubliana, 7, T8-54 (2007)
8.
Christen, T.: Nonstandard high-voltage electric insulation models. In: Comsol Conference, Milano (2012)
Metadata
Title
Surface Charging Formulations for Engineering Applications: Validation by Experiments and Transient Models
Authors
Andreas Blaszczyk
Thomas Christen
Hans Kristian Meyer
Michael Schueller
Copyright Year
2020
Book
Scientific Computing in Electrical Engineering

Print ISBN: 978-3-030-44100-5

Electronic ISBN: 978-3-030-44101-2

Copyright Year: 2020

DOI
https://doi.org/10.1007/978-3-030-44101-2_1

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