莫比乌斯滤波器和谐振器

J. Pond
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引用次数: 5

摘要

介绍了谐振器和滤波器拓扑结构,它们依赖于导向结构的几何变形,从而在更紧凑的结构中建立谐振条件。从概念上讲,这些结构类似于莫比乌斯带。莫比乌斯带中边缘的路径长度是在创建莫比乌斯带几何形状时变形的矩形边缘长度的两倍。类似地,这意味着即使在变形之前,线的长度是半个波长长,结构也可以处于共振状态。这个概念已经在平面几何和金属丝加载的空腔结构中得到了证明。基共振的双模性质是很明显的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mobius filters and resonators
Resonator and filter topologies are introduced which rely on the geometric deformation of a guiding structure resulting in the establishment of resonant conditions in more compact structures. Conceptually, the structures are analogous to Mobius strips. The path length of the edge in a Mobius strip is twice an length of the edge of the rectangle deformed in creating the Mobius strip geometry. Analogously, this means the structure can be at resonance even though the length of the line, before deformation, was a half wavelength long. The concept has been demonstrated in planar geometries and in wire-loaded cavity structures. The dual-mode nature of the fundamental resonance is readily apparent.
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