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.

本文采用结构化计算网格将严格的迭代方法灵活地应用于复杂的希尔伯特滤波器。回顾了波浪概念迭代过程（WCIP），着重于其基本概念和简单算法，并以希尔伯特曲线环（HCR）单元的形式出现了缺陷地面结构（DGS）。所选研究的滤波器显示出越来越高的复杂性和复杂性，这些都对评估WCIP性能做出了适当的贡献。为了达到这个目的，通过测量来证明模拟的计算结果，并且对于更复杂的设计在某种程度上可以获得足够精确的迭代结果。