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首页> 外文期刊>Microwave Theory and Techniques, IEEE Transactions on >Modal Analysis of Substrate Integrated Waveguides With Rectangular Via-Holes Using Cavity and Multilayer Green's Functions
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Modal Analysis of Substrate Integrated Waveguides With Rectangular Via-Holes Using Cavity and Multilayer Green's Functions

机译:基于腔和多层格林函数的矩形通孔基片集成波导的模态分析

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摘要

The substrate integrated waveguide (SIW) comprising rectangular via-holes is herein treated by a rigorous full-wave modal analysis using the moment method entailing Green's functions for rectangular cavities and planar multilayer structures in the spectral domain. Modal dispersion graphs generated by this solution approach are compared with those obtained by an independent commercial full-wave solver. The ability of the modal solution in treating SIW junctions and discontinuities is demonstrated by the treatment of an interconnection between a conventional waveguide and a SIW using the mode-matching technique. Inhomogeneities within SIWs can also be accommodated by the technique, as showcased by a specific example of the so-called hard sidewalled SIW. Three avenues of losses, namely, dielectric, side-leakage, and conductor losses, are also investigated, thereby elucidating a tradeoff between the latter two.
机译:在此,使用矩量法通过严格的全波模态分析处理包括矩形通孔的衬底集成波导(SIW),该矩量法在光谱域中对矩形腔和平面多层结构具有格林函数。将这种解决方案方法生成的模态色散图与独立的商用全波求解器获得的模态色散图进行比较。模态解决方案在处理SIW结和不连续处的能力通过使用模式匹配技术处理常规波导和SIW之间的互连来证明。如所谓的硬侧壁SIW的特定示例所示,该技术还可以解决SIW内部的不均匀性。还研究了三种损耗途径,即介电损耗,侧漏损耗和导体损耗,从而阐明了后两种损耗之间的权衡。

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