Analysis of a Semi-Infinite Microstrip Patch Loaded With a Ferrite Substrate

Wiener-Hopf Analysis of Planar Canonical Structures Loaded With Longitudinally Magnetized Plasma Biased Normally to the Extraordinary Wave Propagation: Near and Far Field

“…Although there is a plethora of publications elaborating on the factorization of the classical even Kernels (referred to isotropic media), there are only a few for non-even functions. To our knowledge the only general one is that of Fikioris et al [16], which handles a similar structure loaded with magnetized ferrite material. Their technique is modified herein for the magnetized plasma loading.…”

“…The authors in [16] manipulated the Kernel functions and were able to extend the general factorization technique developed by Bates and Mittra [15], for adapt even-functions. The extension of [16] was able to adapt this technique to non-even Kernels' factorization. Herein, the Kernel G(λ) is first expressed in terms similar to [16] as:…”

“…The extension of [16] was able to adapt this technique to non-even Kernels' factorization. Herein, the Kernel G(λ) is first expressed in terms similar to [16] as:…”

“…This is clearly exhibited in the form of the resulting two factors from which only one is characterized by even symmetry. The factorization methodology of non-symmetric Kernels, as proposed by Fikioris et al [16], is adopted herein. Explicitly in [16] the non-symmetric Kernel is factorized through a modification of a classical technique for even Kernels proposed by Mittra, Bates, and Lee [8,14,15].…”

“…Field radiation is evaluated and plotted as a function of magnetizing dc field and the waveguide thickness for validations purposes. For the sake of brevity, we have omitted several mathematical proofs that the reader can find in [8][9][10][11][12][13][14][15][16][17][18].…”