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Negative Refraction and Focusing in Hyperbolic Transmission-Line Periodic Grids

机译:双曲传输线周期网格中的负折射和聚焦

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摘要

We propose a class of anisotropic periodic structures with spatial hyperbolic dispersion characteristics, synthesized by arranging unloaded transmission lines (TLs) in a two-dimensional planar grid. These planar periodic grids support the formation of sharp beams, called resonance cones. Analogous resonance-cone effects are observed in highly anisotropic resonant plasmas. By interfacing transposed versions of these anisotropic periodic grids, negative refraction and focusing of resonance cones can be achieved. Simulation results are presented for ideal TL grids and are verified experimentally using planar microstrip grids. These grids are easy to fabricate at a low cost. Moreover, since the TLs are unloaded and the periodicity is comparable to the wavelength, the structures are scalable from microwave to millimeter-wave frequencies and could be utilized for spatial filtering, multiplexing, and demultiplexing.
机译:我们提出了一类具有空间双曲线弥散特性的各向异性周期结构,该结构是通过在二维平面网格中排列无载传输线(TL)来合成的。这些平面周期性栅格支持形成尖锐的光束,称为共振锥。在高度各向异性的共振等离子体中观察到类似的共振锥效应。通过接口这些各向异性周期网格的换位形式,可以实现共振锥的负折射和聚焦。给出了理想TL网格的仿真结果,并使用平面微带网格进行了实验验证。这些格栅易于以低成本制造。而且,由于TL被卸载并且周期性与波长相当,因此该结构可从微波频率扩展到毫米波频率,并可用于空间滤波,复用和解复用。

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