Super-Resolution Direction-of-Arrival Estimation based on Multiplicative Array Processing

D. Kasilingam, Murillo Silva, M. Curtis
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Abstract

In radar, sonar and wireless communications, there is a critical need for estimating the direction-of-arrival (DoA) of signals or sources. DoA angles of signals are estimated by processing the measurements from spatially distributed sensor arrays. In all these cases, conventional processing involves using linear processing to combine the measurements from the sensor elements of the spatial array. The DoA angular resolution is determined by the size of the spatial array. In this study, a multiplicative processing technique known as multiplicative array processing (MAP) is proposed to achieve fine angular resolution by using much smaller array sizes. Multiplicative processing of array measurements has the potential to achieve super-resolution capability where the effective resolution is commensurate with significantly larger array sizes. In this study, both simulations and experimental results are used to verify and validate the proposed multiplicative processing technique. Simulations indicate that for moderate to high signal-to-noise ratios, MAP performs as well as linear processing methods with much larger array sizes. MAP is applied to experimental measurements to verify and validate the effectiveness of the proposed technique with field data.
基于乘法阵列处理的超分辨率到达方向估计
在雷达、声纳和无线通信中,迫切需要估计信号或源的到达方向(DoA)。通过对空间分布的传感器阵列的测量值进行处理,估计信号的方位角。在所有这些情况下,传统的处理包括使用线性处理来组合来自空间阵列的传感器元素的测量。DoA角分辨率由空间阵列的大小决定。在本研究中,提出了一种乘法处理技术,称为乘法阵列处理(MAP),通过使用更小的阵列尺寸来实现精细的角分辨率。阵列测量的乘法处理具有实现超分辨率能力的潜力,其中有效分辨率与显着较大的阵列尺寸相称。在本研究中,仿真和实验结果验证和验证了所提出的乘法处理技术。仿真表明,对于中等到高信噪比,MAP在更大的阵列尺寸下执行良好的线性处理方法。将MAP应用于实验测量,用现场数据验证了所提出技术的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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