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An alternating iterative algorithm for the synthesis of complex-excitation and pattern reconfigurable planar sparse array

机译:复杂激励和模式可重构平面稀疏阵列综合的交替迭代算法

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摘要

An efficient algorithm is presented to reduce the number of antenna elements for a complex-excitation and pattern reconfigurable planar array. The approach alternately iterates between two procedures. One procedure involves a multiple measurement vectors (MMV) sparse recovery process for minimizing the number of antenna elements and finding multiple sets of complex-valued excitations for multiple different patterns. The other procedure is a local optimization for the real-valued positions of the elements. Results from a set of numerical experiments are presented to assess its performance in terms of the computational efficiency and the ability to reduce the number of antenna elements while maintaining array pattern characteristics.
机译:提出了一种有效的算法来减少复杂激励和模式可重构平面阵列的天线元件数量。该方法在两个过程之间交替迭代。一个过程涉及多个测量向量(MMV)稀疏恢复过程,用于最小化天线元件的数量并为多个不同方向图找到多组复数值激励。另一个过程是对元素的实值位置进行局部优化。提出了一组数值实验的结果,以评估其性能,包括计算效率以及在保持阵列方向图特性的同时减少天线元件数量的能力。

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