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Multi-objective self-organizing optimization for constrained sparse array synthesis

机译:约束稀疏阵列合成的多目标自组织优化

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摘要

Sparse span array is a critical communication technology for detecting microwave signal, yet it is difficult to simultaneously satisfy both reducing antenna elements' number and maintaining maximum side lobe level. Towards this problem, we propose a multi-objective optimization approach for self-organizing limited-area sparse span array, termed MOSSA. Overall, a uniform framework of multi-objective sparse span array is proposed. Specially, two objectives, number of selected antenna and peak side lobe level, are established for exploring the optimal array distribution in the framework. Based on the framework, for the problem of global-optimum array distribution, we propose a multi-objective particle swarm optimization searching pattern and design a MOSSA algorithm; Furthermore, for the problem of flexibly-adjusted self-organizing array structure, we present a multiobjective genetic programming searching pattern and design a MOSSA-gp algorithm. Moreover, a limited-region mode supplements to the framework. Finally, combination decision strategy assists users to screen out suitable solutions under the guidance of fuzzy-range indexes and then select the optimal solution by a triangle-approximating approach based on minimum Manhattan distance. Numerous experiments demonstrate that the proposed MOSSA outperforms other state-of-the-art algorithms in terms of both antenna elements' number and maximum side lobe level.
机译:稀疏跨度阵列是用于检测微波信号的关键通信技术,但是难以同时满足减小天线元件的数量和保持最大侧凸电平。对此问题,我们提出了一种用于自组织有限区域稀疏跨度阵列的多目标优化方法,称为Mossa。总的来说,提出了一种多目标稀疏跨度阵列的统一框架。特别地,建立了两个目标,所选天线和峰侧叶片级别的数量,以探索框架中的最佳阵列分布。基于框架,对于全球最优阵列分布的问题,我们提出了一种多目标粒子群优化搜索模式和设计MOSSA算法;此外,对于灵活调整的自组织阵列结构的问题,我们提出了一种多目标遗传编程搜索模式和设计Mossa-GP算法。此外,对框架的限制区域模式补充剂。最后,组合决策策略帮助用户在模糊范围索引的指导下筛选合适的解决方案,然后通过基于最小曼哈顿距离的三角形近似方法选择最佳解决方案。许多实验表明,在天线元件的数量和最大侧凸电平方面,所提出的Mossa在其他最先进的算法上占此了胜过。

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