Analysis of multiple-folded spherical helical antenna using the Galerkin-Bubnov scheme of the Boundary Element method

A. Šušnjara, V. Doric, D. Poljak, Maja Skiljo, Z. Blažević
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Abstract

This paper deals with the numerical modeling of electrically short antenna designed as multiple-folded spherical helical antenna (SHA). Such antennas have convenient properties which make them suitable for use in systems such as wireless power transfer. The geometry of SHA is rather complex due to its high level curvature. The problem is formulated in terms of the set of Pocklington integro-differential equations for curved wires which is solved via the Galerkin-Bubnov scheme of the Boundary Element method (GB-IBEM). Some computational examples are given in the paper. The obtained numerical results are compared to some of the results obtained from available commercial software. The agreement is found to be satisfactory.
用Galerkin-Bubnov格式的边界元法分析多折叠球面螺旋天线
本文研究了多折叠球面螺旋天线(SHA)电短天线的数值模拟问题。这种天线具有方便的特性,使它们适合用于诸如无线电力传输之类的系统。由于SHA的高水平曲率,其几何结构相当复杂。用边界元法(GB-IBEM)的Galerkin-Bubnov格式来求解弯曲导线的Pocklington积分微分方程组。文中给出了一些计算实例。所得数值结果与现有商业软件的一些结果进行了比较。协议是令人满意的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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