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Compressed sensing approach for pattern synthesis of maximally sparse non-uniform linear array

机译:最大稀疏非均匀线性阵列模式合成的压缩感知方法

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摘要

Compressed sensing (CS) has been successfully applied to the synthesis of maximally sparse non-uniform linear array with the synthesised pattern matching the reference pattern very well by using as few elements as possible. According to the CS theory, a sparse or compressible high-dimensional signal can be first projected onto a low-dimensional space through a measurement matrix, and then recovered accurately by using a variety of practical algorithms based on the low-dimensional information. The proposed approach can synthesise the sparse linear arrays fitting the desired patterns with a minimum number of elements. Numerical simulations validate the effectiveness and advantages of the proposed synthesis method. Moreover, compared with the existing sparse-array synthesis methods, the author??s method is more robust and accurate, while maintaining the advantage of easy implementation.
机译:压缩感测(CS)已成功应用于最大稀疏非均匀线性阵列的合成,该合成图案通过使用尽可能少的元素与参考图案非常匹配。根据CS理论,稀疏或可压缩的高维信号可以首先通过测量矩阵投影到低维空间,然后通过使用各种基于低维信息的实用算法来精确地恢复。所提出的方法可以合成稀疏线性阵列,该稀疏线性阵列适合具有最少数量的元素的期望图案。数值模拟验证了所提综合方法的有效性和优势。而且,与现有的稀疏阵列合成方法相比,作者的方法更加健壮和准确,同时保留了易于实现的优点。

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