一种新的Sierpinski地毯分形偶极子

L. S. Araujo, C. P. D. N. Silva, Ludmila Barbosa, A. J. B. D. Oliveira
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引用次数: 6

摘要

本文研究了一种新的Sierpinski地毯分形偶极子。本研究中使用的新几何分形具有合适的位置槽,因此电流现在在由槽定义的正方形边缘附近流动,因此,共振发生在与不同尺度的分形发生器的尺寸相对应的频率上。然后验证了偶极子作为多波段天线有效地工作。本文报道了回波损耗、电流密度分布和辐射方向图的仿真结果。
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A novel Sierpinski carpet fractal dipole
A novel Sierpinski carpet fractal dipole is here investigated. The new geometry of the fractals used in this study has slots suitably located, so that currents now flow near the edges of the squares which have been defined by the slots, and, as a result, resonances occur at frequencies which correspond to the dimensions of the fractal generator at different scales. The dipole is then verified to operate effectively as a multiband antenna. Simulation results for the return loss, current density distribution and radiation pattern are here reported.
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