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Magnetic Scalar Potential of the Point Charge for Bi-isotropic Material
Zaklina J. Mancic, Zlata Z. Cvetkovic, Saša S. Ilic
Faculty of Electronic Engineering University of Niš, Aleksandra Medvedeva 14 18106 Niš, Serbia
Abstract: Using the image theorem we have prepared bi-isotropic material of Tellegen type for which the expressions for both electric and magnetic scalar potential of the point charge placed in air spherical hollow. It represents a contribution to the electromagnetic analysis of bi-isotropic materials and we have tested the design.
Keywords: Electrostatics, Bi-isotropic Material, Image Theorem, Point Charge Magnetic Scalar Potential of the Point Charge for Bi-isotropic Material
DOI:
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References:

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[2] Ren, W. (1994). Bi-isotropic layered mixtures, Progress in Electromagnetics Research, PIER, 9, 103-116.
[3] Sihvola, A. H., Viitanen, A. J., Lindell, I. V., Tretyakov, S. A. Electromagnetic Waves in Chiral and Bi-sotropic media,(Artech House Antenna Library), ISBN-13: 978- 0890066843.
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[8] Velickovic, D., Milovanovic, B., Mancic, Z. (1997). New approach for equalising phase velocities in coupled microstrip lines, Electronic letters, 33 (17) 1444 -1445.
[9] Mancic, Z. J., Petrovic, V. V. (2013). Quasi-Static Analysis of the Shielded Microstrip Line with Bi-isotropic Substrate by the Strong FEM Formulation (Proceedings Paper), In: 2013 11TH International Conference on Telecommunication in Modern Satelite, Cable and Broadcasting Services (TELSIKS) 1 (2) 513-516.
[10] Mancic, Z. J., Ilic, S. S. (2017). Contribution to the Electrostatic Analysis of Bi-isotropic Mediums of Tellegen Type, In: Proceedings of 13th International Conference on Telecommunication in Modern Satellite, Cable and Broadcasting Services
(TELSIKS 2017), Niš, Serbia, October 18-20, p. 359-362.
[11] Mancic, Z. J., Cvetkovi, Z. Z., Ilic, S. S. (2018). Contribution to the electrostatics of bi-isotropic materials in the case of lineic ring of charge placed beside a sphere of a bi-isotropic material, The Small Systems Simulation Symposium, CD
P10, Niš, Serbia, p. 59-62, 2018, ISBN 978-86-6125-199-3.
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[13] Veli kovi, D. (1982). Calculation methods for electrostatic fields, Stil, Podvis, Niš.


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