Abstract
In this paper the iterative rigorous approach is applied flexibly to complex Hilbert filters using structured computational grids. The wave concept iterative process (WCIP) is reviewed, focusing on their fundamental conception and simple algorithm, with the presence of defected ground structure (DGS) appearing as Hilbert curve ring (HCR) cells. The selected studied filters have shown increasing levels of sophistication and complexity that have properly contributed in evaluating the WCIP performance. To attain this purpose, the simulated computational results are demonstrated by measurements, and the iterative results, accurate enough, are obtained to some extent for the more sophisticated designs.
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