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Experimental investigation of closely packed spiral element FSS yields narrowband designs

机译:密切填充螺旋元件FSS的实验研究产生窄带设计

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Arrays of conducting elements, or their complementary slots in a conducting plane have a plane wave transmission characteristic which varies with frequency. Such frequency selective surfaces (FSS) have a number of important applications in antennas and radomes and are often required to be curved. A current approach is to choose a plane FSS with the desired transmission response ideally insensitive to angle of incidence, and then to project this onto the curved surface. This projection will naturally cause a distortion of the FSS geometry with corresponding changes in the electrical performance. The effects of this distortion may be lessened by using a more closely packed array. Close packing has the additional advantage of increasing the separation of the useful array resonant bands from the onset of grating responses or, perhaps, surface waves trapped in the supporting dielectric substrate. One may define a measure of the packing density as the ratio of resonant wavelength to lattice periodicity. This parameter is of the order of 2 for simple dipole arrays, for example.
机译:导电元件的阵列或导电平面中的互补槽具有与频率变化的平面波传输特性。这种频率选择性表面(FSS)在天线和射线中具有许多重要的应用,并且通常需要弯曲。目前的方法是选择具有所需传输响应的平面FSS,理想地对入射角不敏感,然后将其投影到弯曲的表面上。该投影自然将使FSS几何形状的失真具有相应的电性能变化。可以通过使用更紧密的阵列来减小这种失真的效果。紧密包装具有增加有用阵列谐振带的分离从光栅响应的起始或,或许,表面波被捕获在支撑介电基板中的额外优点。可以将填充密度的量度定义为谐振波长与晶格周期性的比率。例如,此参数为2对于简单的偶极阵列的顺序。

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