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首页> 外文期刊>Telecommunications and Radio Engineering >An Effective Algorithm for Solving the Waveguide Bifurcation Problem for a Semi-Infinite Plate of Small Thickness and its Application to the Design of Millimeter-Wave Bandpass Filters
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An Effective Algorithm for Solving the Waveguide Bifurcation Problem for a Semi-Infinite Plate of Small Thickness and its Application to the Design of Millimeter-Wave Bandpass Filters

机译：一种解决小厚度半无限宽板波导分叉问题的有效算法及其在毫米波带通滤波器设计中的应用

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摘要

The bifurcation of a rectangular waveguide by a semi-infinite plate of small thickness is one of the basic inhomogeneities that lay the foundation for designing various elements and units of waveguide systems, such as band-pass filters with longitudinal all-metal septa placed symmetrically in the E-plane of the waveguide. For the first time, such designs were proposed in [1]. They found wide use in the millimetric wave band, since just in this wave band it is possible to use inexpensive technologies developed for purely planar devices. In planar technology, accuracy is the higher the less is plate thickness.
机译：矩形波导被小厚度的半无限平板分叉是基本的不均匀性之一，这为设计波导系统的各种元件和单元奠定了基础，例如，将纵向全金属隔片对称放置在其中的带通滤波器波导的E平面。在[1]中首次提出了这样的设计。他们发现在毫米波波段得到了广泛的应用，因为仅在这个波段内，就有可能使用为纯平面设备开发的廉价技术。在平面技术中，板厚度越小，精度越高。

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