Design of non-uniform antenna arrays using genetic algorithm

M. Ridwan, M. Abdo, Eduard Axel Jorswieck
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引用次数: 23

Abstract

The performance of a single-element antenna is somewhat limited. To obtain high directivity, narrow beamwidth, low side-lobes, point-to-point and preferred-coverage pattern characteristics, etc., antenna arrays are used. An antenna array is an assembly of individual radiating antennas in an electrical and geometrical configuration. Nowadays, antenna arrays appear in wireless terminals and smart antennas, so robust and efficient array design is increasingly becoming necessary. In antenna array design, it is frequently desirable to achieve both a narrow beamwidth and a low side-lobe level. In linear antenna arrays, a uniform array (having uniform inter-element spacing and uniform amplitude excitation) yields the smallest beamwidth and hence the highest directivity. It is followed, in order, by the Dolph-Chebyshev and Binomial arrays. In contrast, Binomial arrays usually possess the smallest side-lobes followed, in order, by the Dolph-Chebyshev and uniform arrays. Binomial and Dolph-Chebyshev arrays are typical examples of non-uniform arrays. Non-uniform linear antenna arrays have uniform inter-element spacing and non-uniform amplitude distributions. In this paper we deal only with linear arrays and it is shown that using genetic algorithm it is possible to design a non-uniform array that approximates the beamwidth of a uniform array and having smaller side-lobe level than the Dolph-Chebyshev array. The result is that the designed antenna array exhibits the largest directivity as compared to the uniform, Binomial and Dolph-Chebyshev arrays. In the design, the genetic algorithm is employed to generate the excitation amplitudes of the antenna array.
基于遗传算法的非均匀天线阵列设计
单元件天线的性能在某种程度上是有限的。为了获得高指向性、窄波束宽度、低旁瓣、点对点和优选覆盖方向图特性等,采用了天线阵列。天线阵列是具有电气和几何结构的单个辐射天线的组件。如今,天线阵列出现在无线终端和智能天线中,因此鲁棒、高效的天线阵列设计越来越有必要。在天线阵列设计中,通常需要同时实现窄波束宽度和低旁瓣电平。在线性天线阵列中,均匀阵列(具有均匀的单元间距和均匀的振幅激励)产生最小的波束宽度,因此具有最高的指向性。它之后依次是dolphi - chebyshev数组和Binomial数组。相反,二项数组通常具有最小的旁瓣,其次是道尔夫-切比雪夫和均匀数组。二项式数组和dolphor - chebyshev数组是非均匀数组的典型例子。非均匀线性天线阵列具有均匀的单元间距和非均匀的振幅分布。在本文中,我们只处理线性阵列,并证明了使用遗传算法可以设计出近似于均匀阵列的波束宽度且具有比多尔夫-切比雪夫阵列更小的旁瓣电平的非均匀阵列。结果表明,与均匀阵列、二项式阵列和多尔夫-切比雪夫阵列相比,所设计的天线阵列具有最大的指向性。在设计中,采用遗传算法生成天线阵的激励幅值。
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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