等距
天线阵
计算机科学
趋同(经济学)
算法
还原(数学)
遗传算法
数学优化
弹道
突变
稀疏数组
天线(收音机)
加速
适应性突变
自适应采样
采样(信号处理)
传感器阵列
数学
计算复杂性理论
作者
Zhiheng Yang,Wei Wang,Bowen Ding,Bin Rao,Dan Song
标识
DOI:10.1109/tgcn.2026.3664395
摘要
Large-scale uniform arrays encounter critical challenges due to dense element arrangements, including excessive hardware, elevated computational complexity, high costs, strong mutual coupling, and suboptimal sidelobe suppression. To address these issues, sparse array design offers notable advantages. In this study, we innovatively propose a sparse synthesis approach for array sparsification. The method employs an adaptive multipoint mutation genetic algorithm (AMPMGA) to optimize element layout, targeting both peak SLL (PSLL) reduction and radiation gain enhancement. The incorporation of an equidistant sampling cross-strategy in AMPMGA enhances operational efficiency and a multipoint mutation strategy to avoid getting stuck in a local optimal solution, which also accelerates the convergence speed of the algorithm. Compared to existing methods, our approach demonstrates faster convergence, stronger global search capability, and robust beam-sweeping characteristics that are unconstrained by update speed or trajectory limitations. The verification of AMPMGA effectiveness was also conducted through full-wave simulation experiments. The optimized sparse arrays achieved an efficient balance among technical performance, cost, and system complexity. This method delivers practical value to array systems and offers an innovative solution for array sparsification design.
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