线性天线阵列波束形成和指向性的GSAWM

G. Ram, P. Chakravorty, D. Mandal, R. Kar, S. Ghoshal
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引用次数: 4

摘要

本文提出了一种新的进化优化算法——小波突变引力搜索算法(GSAWM),用于线性天线阵超波束方向图的优化设计。超波束是由与阵列的超波束指数参数相关的和波束和差波束方向图导出的。在GSAWM中,粒子被视为物体,它们的性能由它们的质量来衡量。所有这些物体都因重力而相互吸引,这些引力使所有物体都朝着质量更大的物体运动。GSAWM保证了算法的开发步骤,并且明显避免了过早收敛的问题。大量的仿真结果证明了GSAWM的优化能力优于上述优化技术。通过优化电流激励权值和均匀元间间距,GSAWM实现了优化后的超光束,旁瓣电平(SLL)大幅降低,指向性得到改善,第一零束宽度(FNBW)大幅提高,超光束指数保持不变。对10元、14元和20元线性天线阵列进行了完整的仿真实验。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
GSAWM for beamforming and directivity of linear antenna arrays
In this paper, a new evolutionary optimization algorithm named gravitational search algorithm with wavelet mutation (GSAWM) is adopted for optimal design of hyper beam pattern of linear antenna arrays. Hyper beam is derived from sum and difference beam patterns associated with hyper beam exponent parameter for the array. In GSAWM, particles are considered as objects and their performances are measured by their masses. All these objects attract each other by gravity forces, and these forces produce global movements of all objects towards the objects with heavier masses. GSAWM guarantees the exploitation step of the algorithm and it is apparently free from premature convergence. Extensive simulation results justify superior optimization capability of GSAWM over the aforementioned optimization techniques. By optimization of current excitation weights and uniform inter-element spacing, GSAWM achieves optimized hyper beam with much greater reduction in side lobe level (SLL), improved directivity and much more improved first null beam width (FNBW), keeping the same value of hyper beam exponent. The whole simulation experiment has been performed for 10-, 14-, and 20-element linear antenna arrays.
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