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An application of fractal geometry to design the microstrip circuits

机译:分形几何设计微带电路设计

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The fractal geometries such as Koch curve, Sierpinsky gasket, and Hilbert curve, etc. have been widely studied and applied to design several microwave devices, such as antennas, frequency selective surfaces (FSS), and photonic band gap (PBG) devices. There are several advantages of these fractal devices including reduction of resonant frequencies, smaller size and broadband width. In this paper a critical study has been presented on application of fractal geometry to design the Microstrip antenna, Microstrip filters and Frequency selective surfaces.
机译:已经广泛研究和应用了Koch曲线,Sierpinsky垫片和希尔伯特曲线等分形几何形状,以设计若干微波器件,例如天线,频率选择表面(FSS)和光子带隙(PBG)器件。这些分形器件有几个优点包括减少谐振频率,尺寸较小和宽带宽度。在本文中,在应用分形几何形状设计微带天线,微带滤波器和频率选择性表面的应用中已经提出了一个关键的研究。

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