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Efficient method of moments analysis of metasurface antennas

机译:超表面天线矩量分析的有效方法

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This paper presents an efficient approach for the method of moments (MoM) analysis of metasurface (MTS) antennas. Instead of simulating the actual structure, made of several thousands of subwavelength patches, the presence of the MTS is accounted for using an impedance boundary condition in the integral equation. Then, when the MTS antenna exhibits rotational symmetry, the integral equation can be efficiently solved adopting a formulation for bodies of revolution. On the other hand, a novel type of basis functions can also be applied to the analysis of planar MTSs without any particular symmetry. The advantages of such basis, in both the space and spectral-domain, are outlined. Indeed, their closed-form spectrum allows one to efficiently compute the MoM impedance matrix using the spectral-domain approach. More importantly, these basis functions represent the global evolution of the surface current density in an effective manner. In both approaches, one obtains a drastic reduction in the number of unknowns, with respect to the cases in which the actual structure has been meshed with sub-entire domain basis.
机译:本文提出了一种有效的方法来进行超表面(MTS)天线的矩量(MoM)分析。代替模拟由数千个亚波长斑片构成的实际结构,而是使用积分方程中的阻抗边界条件来考虑MTS的存在。然后,当MTS天线表现出旋转对称性时,采用旋转体公式可以有效地求解积分方程。另一方面,新型基本函数也可以应用于平面MTS的分析,而无需任何特定的对称性。概述了这种基础在空间和光谱领域的优势。确实,它们的封闭形式的频谱使人们可以使用频谱域方法有效地计算MoM阻抗矩阵。更重要的是,这些基本函数有效地表示了表面电流密度的整体变化。在两种方法中,相对于实际结构已经与整个实体域进行网格划分的情况,未知数的数量都大大减少了。

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