Full-wave analysis of three-dimensional planar structures

Mathematical Modelling of Electromagnetic Scattering From a Thin Penetrable Target

“…Here the arc abscissa s 0 corresponds to the point z → t 0 ∈ L; the superscript ± is absent in the direct value of corresponding function on L. Applying formulae (11) and (12) to conditions (9) we derive, after some calculations, the following system of surface integral equations:…”

“…The corresponding survey one can find, for instance, in [6][7][8]. In fact, such boundary conditions have been widely analyzed and the corresponding boundary (surface) integral equations extensively treated during analysis of various electromagnetic structures in a number of recently published articles (e.g., see [9][10][11][12][13][14][15][16]). …”

Use of Semi-Inversion Method for the Dirichlet Problem in Rough Surface Scattering

“…It is unclear, however, how the value of ρ was obtained in [10,11]. In particular, it is unclear why the dependence on the angle of incidence, θ 0 , in Figures 2 and 3 in [10] appears, because the spectral radius ρ depends only on the operator δG and may not depend on the angle of incidence, which enters only in the right-hand side of the IE (see equations (4), (6) and (1) in [10]). The parameter A, which describes attenuation of the wave and seems to be an essential parameter for analyzing the condition of absolute convergence (see discussion in [8]), does not appear in [10].…”

“…Examples of using methods similar to SIM can be found in [14,16]. The SIM was extensively used in the different problems of gratings [6,7,15]. The review paper [15] contains more than 100 references related to SIM.…”

Accurate and Efficient Analysis of Printed Reflectarrays With Arbitrary Elements Using Higher-Order Hierarchical Legendre Basis Functions

“…To shaped array elements, e.g., rectangular patches, entire domain basis functions with the correct edge conditions, reproducing the singular behavior of the electric currents at the edges, are known for providing fast convergence in the SDMoM with respect to [4], [5]. However, due to their singular behavior, the Fourier spectrum is wide, which increases .…”