基于粒子群算法的子阵线性阵列光栅瓣减小

Ghazale Tashtarian, S. Majedi
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引用次数: 0

摘要

本文提出了在由子阵组成的线性阵列中减小光栅瓣的三种新方案。在这种情况下,采用粒子群优化算法来解决这类非线性问题。在所有这些情况下,在子阵列水平上应用幅度变细。在第一种情况下,子数组具有不同的长度,在第二种情况下,它们具有不同的长度和元素数量,在第三种情况下,它们是不等间隔的子数组。所提出的方案能够破坏阵列的周期性,从而降低光栅瓣电平。为了验证该阵列的性能,利用所提出的方案对由10个子阵列组成的长度为100λ的阵列进行了合成和仿真。仿真结果表明,合成阵列的旁瓣电平在−30 dB以下。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Grating Lobes Reduction in Linear Arrays Composed of Subarrays Using PSO
In this paper we present three new scenarios for grating lobes reduction in linear arrays composed of subarrays. In these scenarios particle swarm optimization algorithm is used to solve such non-linear problem. In all of these scenarios amplitude tapering at the subarray level is applied. In the first scenario subarrays have different lengths, in the second scenario they have different lengths and number of elements and in the third scenario they are unequally spaced subarrays. The proposed scenarios are able to disrupt the array periodicity and hence reduce grating lobes level. Arrays with length of 100λ composed of 10 subarrays are synthesized and simulated using the presented scenarios in order to verify their performance. The simulated results show that the side lobe level in the synthesized arrays are below −30 dB.
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