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Analysis and Design of Optimum Sparse Array Configurations for Adaptive Beamforming

机译:自适应波束形成的最佳稀疏阵列配置分析与设计

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In this paper, we analyze the effect of nonuniform array configurations on adaptive beamforming for enhanced signal-to-interference-plus-noise ratio (SINR). The array is configured using a given number of antennas or through a selection of subset of antennas from a larger available set, leading to a sparse array in both cases. The bounds on the highest achievable SINR for a given number of antennas are formulated and used to offer new insights into open-loop adaptive beamforming. The upper and lower bounds underscore the role of array configurations in optimizing performance for interference-free and interference-active environments, respectively. This paper considers the general case of multiple sources and interferences in the field of view. We formulate three angles, namely eigenspace angle, conventional angle, and minimum canonical angle for characterizing spatial separation between the source and interference subspaces, which represent performance loss incurred by interference nulling. Three sparse array design methods, incorporating these angles, are proposed. Simulation examples confirm the role of subspace angles in optimum beamforming and validate the utility of antenna selection algorithms for sparse array design.
机译:在本文中,我们分析了非均匀阵列配置对自适应波束形成的影响,以增强信号干扰加噪声比(SINR)。使用给定数量的天线或通过从较大的可用集合中选择天线子集来配置阵列,这两种情况都会导致阵列稀疏。对于给定数量的天线,制定了最高可实现SINR的界限,并用于为开环自适应波束成形提供新见解。上限和下限分别强调了阵列配置在优化无干扰和干扰活跃环境的性能中的作用。本文考虑了视野中多源和干扰的一般情况。我们制定了三个角度,分别是特征空间角,常规角和最小规范角,以表征源子空间和干扰子空间之间的空间间隔,这些角度代表了干扰归零所导致的性能损失。提出了结合这些角度的三种稀疏阵列设计方法。仿真实例证实了子空间角在最佳波束形成中的作用,并验证了天线选择算法在稀疏阵列设计中的实用性。

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