Electromagnetic scattering on inhomogeneous gyroelectric bodies of revolution
GP Zouros, GC Kokkorakis - IEEE Transactions on Antennas …, 2015 - ieeexplore.ieee.org
IEEE Transactions on Antennas and Propagation, 2015•ieeexplore.ieee.org
The volume integral equation (VIE) method with Dini series expansion (DSE) technique is
extended for solving electromagnetic scattering problems by inhomogeneous gyroelectric
bodies of revolution (BoRs). The permittivity tensor of the BoR supports continuously varying
inhomogeneity, while its permeability is that of free space. The VIE-DSE is tested
exhaustively by numerous comparisons for various geometrical configurations. The
robustness and limitations of the VIE-DSE are discussed for its application on scattering …
extended for solving electromagnetic scattering problems by inhomogeneous gyroelectric
bodies of revolution (BoRs). The permittivity tensor of the BoR supports continuously varying
inhomogeneity, while its permeability is that of free space. The VIE-DSE is tested
exhaustively by numerous comparisons for various geometrical configurations. The
robustness and limitations of the VIE-DSE are discussed for its application on scattering …
The volume integral equation (VIE) method with Dini series expansion (DSE) technique is extended for solving electromagnetic scattering problems by inhomogeneous gyroelectric bodies of revolution (BoRs). The permittivity tensor of the BoR supports continuously varying inhomogeneity, while its permeability is that of free space. The VIE-DSE is tested exhaustively by numerous comparisons for various geometrical configurations. The robustness and limitations of the VIE-DSE are discussed for its application on scattering problems beyond the sphericity.
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